��sr!com.femlab.server.ModelFileHeader�D���%LtagstLcom/femlab/util/i;Ltypesq~LvrsntLcom/femlab/util/FlVersion;xpwsrcom.femlab.util.FlVersion��%�/B = IbuildImajorLdatetLjava/lang/String;Lextq~Lnameq~Lrcsq~L reactionExtq~L reactionNameq~L scriptExtq~L scriptNameq~xpwtCOMSOL Script 1.1tt#COMSOL Reaction Engineering Lab 1.2q~t COMSOL 3.3q~w�t $Name: $t$Date: 2006/08/31 18:03:47 $xur[Ljava.lang.String;��V��{Gxpt modelinfotxfemtguitfem0tg7tg8tfem1tfem1.0q~q~tfem44tfem44.0q~q~t mfileinfouq~ q~t femstructt guistructq~tdrawq~tgeomtmeshtsolutiontxmeshq~q~q~ q~!q~xsrcom.femlab.api.client.ModelInfo�^���%Ldescrq~LdocURLq~[imaget[Bxpwptpxuq~ t�clear xfem clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; xfem.version = vrsn; xfem.id = 43; xfem.geomdata = 'geom'; xfem.eqvars = 'on'; xfem.cplbndeq = 'on'; xfem.cplbndsh = 'off'; xfem.drawvalid = 'on'; xfem.geomvalid = 'on'; xfem.solvalid = 'on'; xfem.meshtime = 'TIME'; clear appl appl.mode.class = 'SmeSolid3'; appl.mode.type = 'cartesian'; appl.dim = {'u','v','w','p'}; appl.sdim = {'X','Y','Z'}; appl.name = 'smsld'; appl.module = 'SME'; appl.shape = {'shlag(2,''u'')','shlag(2,''v'')','shlag(2,''w'')'}; appl.gporder = 4; appl.cporder = 2; appl.sshape = 2; appl.border = 'off'; appl.assignsuffix = '_smsld'; appl.assign = {'Ex','EX_smsld','Ey','EY_smsld','Ez','EZ_smsld','Fx','FX_smsld', ... 'FxAmp','FXAmp_smsld','FxPh','FXPh_smsld','Fxg','FXg_smsld','Fy','FY_smsld', ... 'FyAmp','FYAmp_smsld','FyPh','FYPh_smsld','Fyg','FYg_smsld','Fz','FZ_smsld', ... 'FzAmp','FZAmp_smsld','FzPh','FZPh_smsld','Fzg','FZg_smsld','Gxy','GXY_smsld', ... 'Gxz','GXZ_smsld','Gyz','GYZ_smsld','Tax','TaX_smsld','Tay','TaY_smsld', ... 'Taz','TaZ_smsld','alphax','alphaX_smsld','alphay','alphaY_smsld', ... 'alphaz','alphaZ_smsld','ex','eX_smsld','exi','eXi_smsld','exy','eXY_smsld', ... 'exyi','eXYi_smsld','exz','eXZ_smsld','exzi','eXZi_smsld','ey','eY_smsld', ... 'eyi','eYi_smsld','eyz','eYZ_smsld','eyzi','eYZi_smsld','ez','eZ_smsld', ... 'ezi','eZi_smsld','nuxy','nuXY_smsld','nuxz','nuXZ_smsld','nuyz','nuYZ_smsld', ... 'sx','sX_smsld','sxi','sXi_smsld','sxy','sXY_smsld','sxyi','sXYi_smsld', ... 'sxz','sXZ_smsld','sxzi','sXZi_smsld','sy','sY_smsld','syi','sYi_smsld', ... 'syz','sYZ_smsld','syzi','sYZi_smsld','sz','sZ_smsld','szi','sZi_smsld'}; clear prop prop.elemdefault='Lag2'; prop.analysis='static'; prop.largedef='on'; prop.impl='weak'; prop.eigtype='freq'; prop.createframe='off'; prop.deformframe='ref'; prop.frame='ref'; clear weakconstr weakconstr.value = 'off'; weakconstr.dim = {'lm1','lm2','lm3'}; prop.weakconstr = weakconstr; appl.prop = prop; clear pnt pnt.Fx = {'0'}; pnt.FxAmp = {'1'}; pnt.FxPh = {'0'}; pnt.Fy = {'0'}; pnt.FyAmp = {'1'}; pnt.FyPh = {'0'}; pnt.Fz = {'0'}; pnt.FzAmp = {'1'}; pnt.FzPh = {'0'}; pnt.loadcoord = {'global'}; pnt.constrcoord = {'global'}; pnt.constrtype = {'standard'}; pnt.H = {{'0','0','0';'0','0','0';'0','0','0'}}; pnt.R = {{'0';'0';'0'}}; pnt.Rx = {'0'}; pnt.Hx = {'0'}; pnt.Ry = {'0'}; pnt.Hy = {'0'}; pnt.Rz = {'0'}; pnt.Hz = {'0'}; pnt.style = {{{'0'},{'0','0','0'}}}; pnt.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]; appl.pnt = pnt; clear edg edg.Fx = {'0'}; edg.FxAmp = {'1'}; edg.FxPh = {'0'}; edg.Fy = {'0'}; edg.FyAmp = {'1'}; edg.FyPh = {'0'}; edg.Fz = {'0'}; edg.FzAmp = {'1'}; edg.FzPh = {'0'}; edg.loadcoord = {'global'}; edg.constrcoord = {'global'}; edg.constrtype = {'standard'}; edg.H = {{'0','0','0';'0','0','0';'0','0','0'}}; edg.R = {{'0';'0';'0'}}; edg.Rx = {'0'}; edg.Hx = {'0'}; edg.Ry = {'0'}; edg.Hy = {'0'}; edg.Rz = {'0'}; edg.Hz = {'0'}; edg.style = {{{'0'},{'0','0','0'},{'solid'}}}; edg.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1, ... 1,1,1,1,1,1]; appl.edg = edg; clear bnd bnd.name = {'Fluid load','',''}; bnd.Fx = {'-lm7*dvol_ale/dvol','0','0'}; bnd.FxAmp = {'1','1','1'}; bnd.FxPh = {'0','0','0'}; bnd.Fy = {'-lm8*dvol_ale/dvol','0','0'}; bnd.FyAmp = {'1','1','1'}; bnd.FyPh = {'0','0','0'}; bnd.Fz = {'-lm9*dvol_ale/dvol','0','0'}; bnd.FzAmp = {'1','1','1'}; bnd.FzPh = {'0','0','0'}; bnd.loadcoord = {'global','global','global'}; bnd.constrcoord = {'global','global','global'}; bnd.constrtype = {'standard','standard','standard'}; bnd.constrcond = {'free','free','fixed'}; bnd.velx = {'0','0','0'}; bnd.Hvelx = {'0','0','0'}; bnd.accx = {'0','0','0'}; bnd.Haccx = {'0','0','0'}; bnd.vely = {'0','0','0'}; bnd.Hvely = {'0','0','0'}; bnd.accy = {'0','0','0'}; bnd.Haccy = {'0','0','0'}; bnd.velz = {'0','0','0'}; bnd.Hvelz = {'0','0','0'}; bnd.accz = {'0','0','0'}; bnd.Haccz = {'0','0','0'}; bnd.H = {{'0','0','0';'0','0','0';'0','0','0'},{'0','0','0';'0','0','0'; ... '0','0','0'},{'0','0','0';'0','0','0';'0','0','0'}}; bnd.R = {{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'}}; bnd.Rx = {'0','0','0'}; bnd.Hx = {'0','0','0'}; bnd.Ry = {'0','0','0'}; bnd.Hy = {'0','0','0'}; bnd.Rz = {'0','0','0'}; bnd.Hz = {'0','0','0'}; bnd.offset = {'0','0','0'}; bnd.pn = {'E_smsld/h*min(1e-4*5^auglagiter,0.1)','E_smsld/h*min(1e-4*5^auglagiter,0.1)', ... 'E_smsld/h*min(1e-4*5^auglagiter,0.1)'}; bnd.pt = {'E_smsld/h*min(1e-4*5^auglagiter,0.1)','E_smsld/h*min(1e-4*5^auglagiter,0.1)', ... 'E_smsld/h*min(1e-4*5^auglagiter,0.1)'}; bnd.frictiontype = {'nofriction','nofriction','nofriction'}; bnd.searchmethod = {'fast','fast','fast'}; bnd.searchdist = {'auto','auto','auto'}; bnd.mandist = {'1e-2','1e-2','1e-2'}; bnd.contacttol = {'auto','auto','auto'}; bnd.mantol = {'1e-6','1e-6','1e-6'}; bnd.dynfric = {'0','0','0'}; bnd.mustat = {'0','0','0'}; bnd.mudyn = {'0','0','0'}; bnd.dcfric = {'0','0','0'}; bnd.cohe = {'0','0','0'}; bnd.Ttmax = {'Inf','Inf','Inf'}; bnd.Tni = {'1e6','1e6','1e6'}; bnd.contact_oldi = {'0','0','0'}; bnd.Ttxi = {'1e6','1e6','1e6'}; bnd.xm_oldi = {'0','0','0'}; bnd.Ttyi = {'1e6','1e6','1e6'}; bnd.ym_oldi = {'0','0','0'}; bnd.Ttzi = {'1e6','1e6','1e6'}; bnd.zm_oldi = {'0','0','0'}; bnd.style = {{{'0'},{'217','217','217'}},{{'0'},{'0','0','255'}},{{'0'},{'0', ... '255','0'}}}; bnd.ind = [2,2,2,2,2,2,2,2,2,2,2,1,1,3,3,1,1,2]; appl.bnd = bnd; clear equ equ.shape = {[1;2;3],[1;2;3]}; equ.gporder = {{1;1;1;1},{1;1;1;1}}; equ.cporder = {{1;1;1;1},{1;1;1;1}}; equ.init = {{'0';'0';'0';'0'},{'0';'0';'0';'0'}}; equ.usage = {0,1}; equ.name = {'Fluid domain','Solid domain'}; equ.E = {'2.0e11','31100'}; equ.rho = {'7850','7850'}; equ.dampingtype = {'Rayleigh','Rayleigh'}; equ.alphadM = {'1','1'}; equ.betadK = {'0.001','0.001'}; equ.eta = {'0','0'}; equ.dinit = {{'0';'0';'0';'0'},{'0';'0';'0';'0'}}; equ.materialcoord = {'global','global'}; equ.materialmodel = {'iso','iso'}; equ.mixedform = {'0','0'}; equ.hypertype = {'neo_hookean','neo_hookean'}; equ.mu = {'8e5','8e5'}; equ.C10 = {'2e5','2e5'}; equ.C01 = {'2e5','2e5'}; equ.kappa = {'1e10','1e10'}; equ.hardeningmodel = {'iso','iso'}; equ.yieldtype = {'mises','mises'}; equ.isodata = {'tangent','tangent'}; equ.ETkin = {'2.0e10','2.0e10'}; equ.ETiso = {'2.0e10','2.0e10'}; equ.Sys = {'2.0e8','2.0e8'}; equ.Syfunc = {'mises_smsld','mises_smsld'}; equ.Syfunc_kin = {'misesKin_smsld','misesKin_smsld'}; equ.Shard = {'2.0e10/(1-2.0e10/2.0e11)*epe_smsld','2.0e10/(1-2.0e10/2.0e11)*epe_smsld'}; equ.ini_stress = {'0','0'}; equ.ini_strain = {'0','0'}; equ.alpha = {'1.2e-5','1.2e-5'}; equ.nu = {'0.33','.49'}; equ.Ex = {'2.0e11','2.0e11'}; equ.nuxy = {'0.33','0.33'}; equ.Gxy = {'7.52e10','7.52e10'}; equ.alphax = {'1.2e-5','1.2e-5'}; equ.sxi = {'0','0'}; equ.sxyi = {'0','0'}; equ.exi = {'0','0'}; equ.exyi = {'0','0'}; equ.Ey = {'2.0e11','2.0e11'}; equ.nuyz = {'0.33','0.33'}; equ.Gyz = {'7.52e10','7.52e10'}; equ.alphay = {'1.2e-5','1.2e-5'}; equ.syi = {'0','0'}; equ.syzi = {'0','0'}; equ.eyi = {'0','0'}; equ.eyzi = {'0','0'}; equ.Ez = {'2.0e11','2.0e11'}; equ.nuxz = {'0.33','0.33'}; equ.Gxz = {'7.52e10','7.52e10'}; equ.alphaz = {'1.2e-5','1.2e-5'}; equ.szi = {'0','0'}; equ.sxzi = {'0','0'}; equ.ezi = {'0','0'}; equ.exzi = {'0','0'}; equ.D = {{'2.0e11/((1+0.33)*(1-2*0.33))*(1-0.33)','2.0e11/((1+0.33)*(1-2*0.33))*0.33', ... '2.0e11/((1+0.33)*(1-2*0.33))*0.33','0','0','0';'2.0e11/((1+0.33)*(1-2*0.33))*0.33', ... '2.0e11/((1+0.33)*(1-2*0.33))*(1-0.33)','2.0e11/((1+0.33)*(1-2*0.33))*0.33', ... '0','0','0';'2.0e11/((1+0.33)*(1-2*0.33))*0.33','2.0e11/((1+0.33)*(1-2*0.33))*0.33', ... '2.0e11/((1+0.33)*(1-2*0.33))*(1-0.33)','0','0','0';'0','0','0','2.0e11/((1+0.33)*2)', ... '0','0';'0','0','0','0','2.0e11/((1+0.33)*2)','0';'0','0','0','0','0','2.0e11/((1+0.33)*2)'}, ... {'2.0e11/((1+0.33)*(1-2*0.33))*(1-0.33)','2.0e11/((1+0.33)*(1-2*0.33))*0.33', ... '2.0e11/((1+0.33)*(1-2*0.33))*0.33','0','0','0';'2.0e11/((1+0.33)*(1-2*0.33))*0.33', ... '2.0e11/((1+0.33)*(1-2*0.33))*(1-0.33)','2.0e11/((1+0.33)*(1-2*0.33))*0.33', ... '0','0','0';'2.0e11/((1+0.33)*(1-2*0.33))*0.33','2.0e11/((1+0.33)*(1-2*0.33))*0.33', ... '2.0e11/((1+0.33)*(1-2*0.33))*(1-0.33)','0','0','0';'0','0','0','2.0e11/((1+0.33)*2)', ... '0','0';'0','0','0','0','2.0e11/((1+0.33)*2)','0';'0','0','0','0','0','2.0e11/((1+0.33)*2)'}}; equ.alphavector = {{'1.2e-5';'1.2e-5';'1.2e-5';'0';'0';'0'},{'1.2e-5';'1.2e-5';'1.2e-5'; ... '0';'0';'0'}}; equ.Fx = {'0','0'}; equ.FxAmp = {'1','1'}; equ.FxPh = {'0','0'}; equ.Fy = {'0','0'}; equ.FyAmp = {'1','1'}; equ.FyPh = {'0','0'}; equ.Fz = {'0','0'}; equ.FzAmp = {'1','1'}; equ.FzPh = {'0','0'}; equ.loadcoord = {'global','global'}; equ.Tflag = {'0','0'}; equ.Temp = {'0','0'}; equ.Tempref = {'0','0'}; equ.constrcoord = {'global','global'}; equ.constrtype = {'standard','standard'}; equ.constrcond = {'free','free'}; equ.velx = {'0','0'}; equ.Hvelx = {'0','0'}; equ.accx = {'0','0'}; equ.Haccx = {'0','0'}; equ.vely = {'0','0'}; equ.Hvely = {'0','0'}; equ.accy = {'0','0'}; equ.Haccy = {'0','0'}; equ.velz = {'0','0'}; equ.Hvelz = {'0','0'}; equ.accz = {'0','0'}; equ.Haccz = {'0','0'}; equ.H = {{'0','0','0';'0','0','0';'0','0','0'},{'0','0','0';'0','0','0'; ... '0','0','0'}}; equ.R = {{'0';'0';'0'},{'0';'0';'0'}}; equ.Rx = {'0','0'}; equ.Hx = {'0','0'}; equ.Ry = {'0','0'}; equ.Hy = {'0','0'}; equ.Rz = {'0','0'}; equ.Hz = {'0','0'}; equ.dx = {'1','1'}; equ.Lx = {'dx_smsld','dx_smsld'}; equ.dy = {'1','1'}; equ.Ly = {'dy_smsld','dy_smsld'}; equ.dz = {'1','1'}; equ.Lz = {'dz_smsld','dz_smsld'}; equ.dr = {'1','1'}; equ.Lr = {'dr_smsld','dr_smsld'}; equ.R0 = {'1','1'}; equ.userPML = {{'0';'0';'0'},{'0';'0';'0'}}; equ.PMLtype = {'none','none'}; equ.coordOnx = {'0','0'}; equ.coordOny = {'0','0'}; equ.coordOnz = {'0','0'}; equ.x0 = {'0','0'}; equ.y0 = {'0','0'}; equ.z0 = {'0','0'}; equ.srcaxis = {{'0';'0';'0'},{'0';'0';'0'}}; equ.coord = {'global','global'}; equ.rOn = {'0','0'}; equ.style = {{{'0'},{'217','217','217'}},{{'0'},{'0','0','255'}}}; equ.ind = [1,1,2]; appl.equ = equ; appl.var = {'t_old_ini','-1'}; xfem.appl{1} = appl; clear appl appl.mode.class = 'MovingMesh'; appl.mode.type = 'cartesian'; appl.dim = {}; appl.sdim = {'X','Y','Z'}; appl.name = 'ale'; appl.shape = {'shlag(2,''lm4'')','shlag(2,''lm5'')','shlag(2,''lm6'')','shlag(2,''x'')','shlag(2,''y'')','shlag(2,''z'')'}; appl.gporder = {10,4}; appl.cporder = 2; appl.sshape = 2; appl.border = 'off'; appl.assignsuffix = '_ale'; clear prop prop.elemdefault='Lag2'; prop.smoothing='winslow'; prop.analysis='static'; prop.allowremesh='off'; prop.definesframe='ale'; prop.origrefframe='ale'; prop.frame='ref'; clear weakconstr weakconstr.value = 'non-ideal'; weakconstr.dim = {'lm4','lm5','lm6'}; prop.weakconstr = weakconstr; appl.prop = prop; clear bnd bnd.name = {'Fixed','','Structural displacement'}; bnd.constrcoord = {'global','global','global'}; bnd.type = {'def','def','def'}; bnd.deform = {{'0';'0';'0'},{'0';'0';'0'},{'u';'v';'w'}}; bnd.veldeform = {{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'}}; bnd.defflag = {{'1';'1';'1'},{'0';'0';'0'},{'1';'1';'1'}}; bnd.veldefflag = {{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'}}; bnd.weakconstr = {'1','1','1'}; bnd.wcshape = {[1;2;3],[1;2;3],[1;2;3]}; bnd.wcgporder = {{1;1;1},{1;1;1},{1;1;1}}; bnd.wcinit = {{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'}}; bnd.style = {{{'0'},{'217','217','217'}},{{'0'},{'0','255','0'}},{{'0'},{'217', ... '217','217'}}}; bnd.ind = [1,1,1,1,1,1,1,1,1,2,1,3,3,2,2,3,3,1]; appl.bnd = bnd; clear equ equ.shape = {[4;5;6],[4;5;6]}; equ.gporder = {{2;2;2},{2;2;2}}; equ.cporder = {{1;1;1},{1;1;1}}; equ.init = {{'xinit_ale';'yinit_ale';'zinit_ale'},{'xinit_ale';'yinit_ale'; ... 'zinit_ale'}}; equ.usage = {1,1}; equ.name = {'Fluid domain','Solid domain'}; equ.type = {'free','phys'}; equ.physexpr = {{'0';'0';'0'},{'u';'v';'w'}}; equ.presexpr = {{'0';'0';'0'},{'0';'0';'0'}}; equ.dinit = {{'0';'0';'0'},{'0';'0';'0'}}; equ.style = {{{'0'},{'217','217','217'}},{{'0'},{'217','217','217'}}}; equ.ind = [1,1,2]; appl.equ = equ; xfem.appl{2} = appl; clear appl appl.mode.class = 'NavierStokes'; appl.mode.type = 'cartesian'; appl.dim = {'u2','v2','w2','p2','logk','logd','nxw','nyw','nzw'}; appl.sdim = {'x','y','z'}; appl.name = 'chns'; appl.module = 'CHEM'; appl.shape = {'shlag(2,''lm7'')','shlag(2,''lm8'')','shlag(2,''lm9'')','shlag(2,''u2'')','shlag(2,''v2'')','shlag(2,''w2'')','shlag(1,''p2'')'}; appl.gporder = {10,4,2}; appl.cporder = {2,1}; appl.sshape = 2; appl.border = 'off'; appl.assignsuffix = '_chns'; clear prop prop.elemdefault='Lagp2p1'; prop.analysis='static'; prop.stensor='full'; prop.cornersmoothing='Off'; prop.nisot='Off'; prop.turbmodel='None'; prop.nonnewtonian='Off'; prop.brinkmandef='Off'; prop.GLSdef='false'; prop.frame='ale'; clear weakconstr weakconstr.value = 'non-ideal'; weakconstr.dim = {'lm7','lm8','lm9','lm10','lm11'}; prop.weakconstr = weakconstr; appl.prop = prop; clear pnt pnt.p0 = {'0'}; pnt.pnton = {'0'}; pnt.style = {{{'0'},{'0','0','0'}}}; pnt.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]; appl.pnt = pnt; clear edg edg.style = {{{'0'},{'0','0','0'},{'solid'}}}; edg.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1, ... 1,1,1,1,1,1]; appl.edg = edg; clear bnd bnd.name = {'','','','Structural velocity'}; bnd.type = {'uv','neutral','noslip','uv'}; bnd.u0 = {'.5','0','0','ut'}; bnd.v0 = {'0','0','0','vt'}; bnd.w0 = {'0','0','0','wt'}; bnd.p0 = {'0','0','0','0'}; bnd.k0 = {'0','0','0','0'}; bnd.d0 = {'0','0','0','0'}; bnd.TinType = {'LTIT','LTIT','LTIT','LTIT'}; bnd.LT = {'0.07','0.07','0.07','0.07'}; bnd.IT = {'0.054','0.054','0.054','0.054'}; bnd.uw = {'0','0','0','0'}; bnd.vw = {'0','0','0','0'}; bnd.ww = {'0','0','0','0'}; bnd.dwType = {'dw','dw','dw','dw'}; bnd.dw = {'h','h','h','h'}; bnd.yplus = {'100','100','100','100'}; bnd.relExpr = {{},{},{},{}}; bnd.U0 = {'0','0','0','0'}; bnd.V0 = {'0','0','0','0'}; bnd.p0_inl = {'0','0','0','0'}; bnd.L0 = {'1','1','1','1'}; bnd.flowtype = {'velocity','velocity','velocity','velocity'}; bnd.constr0 = {'0','0','0','0'}; bnd.weakconstr = {'1','1','1','1'}; bnd.wcshape = {[1;2;3],[1;2;3],[1;2;3],[1;2;3]}; bnd.wcgporder = {{1;1;1},{1;1;1},{1;1;1},{1;1;1}}; bnd.wcinit = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; bnd.style = {{{'0'},{'0','255','255'}},{{'0'},{'0','255','0'}},{{'0'},{'0', ... '0','255'}},{{'0'},{'217','217','217'}}}; bnd.ind = [1,2,2,2,2,2,3,3,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.shape = {[4;5;6;7],[4;5;6;7]}; equ.gporder = {{2;2;2;3},{2;2;2;3}}; equ.cporder = {{1;1;1;2},{1;1;1;2}}; equ.init = {{'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0';'0'; ... '0';'0';'0'}}; equ.usage = {1,0}; equ.name = {'Fluid domain','Solid domain'}; equ.rho = {'1000','1'}; equ.eta = {'.001','1'}; equ.F_x = {'0','0'}; equ.F_y = {'0','0'}; equ.F_z = {'0','0'}; equ.relExpr = {{},{}}; equ.eta0 = {'1','1'}; equ.m = {'0','0'}; equ.n = {'0','0'}; equ.lambda = {'0','0'}; equ.eta_inf = {'0','0'}; equ.type_visc = {'power','power'}; equ.kappadv = {'0','0'}; equ.k = {'1','1'}; equ.brinkmaneqns = {'0','0'}; equ.idon = {{'0'},{'0'}}; equ.delid = {{'0.5'},{'0.5'}}; equ.sdon = {{'0'},{'0'}}; equ.sdtype = {{'pgc'},{'pgc'}}; equ.delsd = {{'0.25'},{'0.25'}}; equ.cdon = {{'0'},{'0'}}; equ.cdtype = {{'sc'},{'sc'}}; equ.delcd = {{'0.35'},{'0.35'}}; equ.pson = {{'0'},{'0'}}; equ.delps = {{'1'},{'1'}}; equ.idTon = {'1','1'}; equ.delidT = {'0.5','0.5'}; equ.sdTon = {'1','1'}; equ.sdTtype = {'ad','ad'}; equ.delsdT = {'0.5','0.5'}; equ.style = {{{'0'},{'217','217','217'}},{{'0'},{'217','217','217'}}}; equ.ind = [1,1,2]; appl.equ = equ; xfem.appl{3} = appl; xfem.geom = flbinary('fem1','geom','tutorial5.mph'); xfem.mesh = flbinary('fem1.0','mesh','tutorial5.mph'); xfem.sdim = {{'X','Y','Z'},{'x','y','z'}}; xfem.frame = {'ref','ale'}; xfem.shape = {'shlag(''order'',2,''basename'',''x'',''frame'',''ale'')','shlag(''order'',2,''basename'',''y'',''frame'',''ale'')','shlag(''order'',2,''basename'',''z'',''frame'',''ale'')','shlag(''order'',2,''basename'',''u2'',''frame'',''ale'')','shlag(''order'',2,''basename'',''v2'',''frame'',''ale'')','shlag(''order'',2,''basename'',''w2'',''frame'',''ale'')','shlag(''order'',1,''basename'',''p2'',''frame'',''ale'')','shlag(2,''u'')','shlag(2,''v'')','shlag(2,''w'')','shlag(2,''lm4'')','shlag(2,''lm5'')','shlag(2,''lm6'')','shlag(2,''lm7'')','shlag(2,''lm8'')','shlag(2,''lm9'')'}; xfem.gporder = {4,2,10}; xfem.cporder = {2,1}; clear sshape sshape.dvolname = 'dvol'; sshape.frame = 'ref'; sshape.sorder = 2; sshape.type = 'fixed'; xfem.sshape{1} = sshape; clear sshape sshape.dvolname = 'dvol_ale'; sshape.frame = 'ale'; sshape.sorder = 2; sshape.type = 'moving_abs'; sshape.refframe = 'ref'; xfem.sshape{2} = sshape; clear sshape sshape.dvolname = 'dvol_ale'; sshape.frame = 'ale'; sshape.sorder = 2; sshape.type = 'moving_rel'; sshape.sdimdofs = {'u','v','w'}; sshape.refframe = 'ref'; xfem.sshape{3} = sshape; xfem.simplify = 'on'; xfem.border = 1; xfem.form = 'weak'; clear units; units.basesystem = 'SI'; xfem.units = units; clear equ equ.shape = {[1;2;3;4;5;6;7],[8;9;10]}; equ.gporder = {{1;1;1;1;1;1;1;1;1;1;2},{1;1;1;1;1;1;1;1;1;1;2}}; equ.cporder = {{1;1;1;1;1;1;1;1;1;1;2},{1;1;1;1;1;1;1;1;1;1;2}}; equ.init = {{'0';'0';'0';'0';'xinit_ale';'yinit_ale';'zinit_ale';'0';'0'; ... '0';'0'},{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'}}; equ.dinit = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0'}}; equ.weak = {{'0';'0';'0';'0';'-Xx*test(xx)-Xy*test(xy)-Xz*test(xz)';'-Yx*test(yx)-Yy*test(yy)-Yz*test(yz)'; ... '-Zx*test(zx)-Zy*test(zy)-Zz*test(zz)';'(-2*eta_chns*u2x+p2)*test(u2x)-eta_chns*(u2y+v2x)*test(u2y)-eta_chns*(u2z+w2x)*test(u2z)-rho_chns*(u2*u2x+v2*u2y+w2*u2z)*test(u2)'; ... '-eta_chns*(v2x+u2y)*test(v2x)+(-2*eta_chns*v2y+p2)*test(v2y)-eta_chns*(v2z+w2y)*test(v2z)-rho_chns*(u2*v2x+v2*v2y+w2*v2z)*test(v2)'; ... '-eta_chns*(w2x+u2z)*test(w2x)-eta_chns*(w2y+v2z)*test(w2y)+(-2*eta_chns*w2z+p2)*test(w2z)-rho_chns*(u2*w2x+v2*w2y+w2*w2z)*test(w2)'; ... '-divU_chns*test(p2)'},{'-eX_smsld_test*SX_smsld-eY_smsld_test*SY_smsld-eZ_smsld_test*SZ_smsld-2*eXY_smsld_test*SXY_smsld-2*eYZ_smsld_test*SYZ_smsld-2*eXZ_smsld_test*SXZ_smsld'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0';'0'}}; equ.dweak = {{'0';'0';'0';'0';'0';'0';'0';'rho_chns*u2t*test(u2)';'rho_chns*v2t*test(v2)'; ... 'rho_chns*w2t*test(w2)';'0'},{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'}}; equ.constr = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0'}}; equ.sshape = {[1;2],[1;3]}; equ.sshapedim = {{1;1;1;1;2;2;2;2;2;2;2},{1;1;1;1;3;3;3;3;3;3;3}}; equ.ind = [1,1,2]; equ.dim = {'u','v','w','p','x','y','z','u2','v2','w2','p2'}; equ.var = {'FXg_smsld',{'','0'}, ... 'FYg_smsld',{'','0'}, ... 'FZg_smsld',{'','0'}, ... 'disp_smsld',{'','sqrt(real(u)^2+real(v)^2+real(w)^2)'}, ... 'sX_smsld',{'','(F11_smsld*(SX_smsld*F11_smsld+SXY_smsld*F12_smsld+SXZ_smsld*F13_smsld)+F12_smsld*(SXY_smsld*F11_smsld+SY_smsld*F12_smsld+SYZ_smsld*F13_smsld)+F13_smsld*(SXZ_smsld*F11_smsld+SYZ_smsld*F12_smsld+SZ_smsld*F13_smsld))/J_smsld'}, ... 'sY_smsld',{'','(F21_smsld*(SX_smsld*F21_smsld+SXY_smsld*F22_smsld+SXZ_smsld*F23_smsld)+F22_smsld*(SXY_smsld*F21_smsld+SY_smsld*F22_smsld+SYZ_smsld*F23_smsld)+F23_smsld*(SXZ_smsld*F21_smsld+SYZ_smsld*F22_smsld+SZ_smsld*F23_smsld))/J_smsld'}, ... 'sZ_smsld',{'','(F31_smsld*(SX_smsld*F31_smsld+SXY_smsld*F32_smsld+SXZ_smsld*F33_smsld)+F32_smsld*(SXY_smsld*F31_smsld+SY_smsld*F32_smsld+SYZ_smsld*F33_smsld)+F33_smsld*(SXZ_smsld*F31_smsld+SYZ_smsld*F32_smsld+SZ_smsld*F33_smsld))/J_smsld'}, ... 'sXY_smsld',{'','(F11_smsld*(SX_smsld*F21_smsld+SXY_smsld*F22_smsld+SXZ_smsld*F23_smsld)+F12_smsld*(SXY_smsld*F21_smsld+SY_smsld*F22_smsld+SYZ_smsld*F23_smsld)+F13_smsld*(SXZ_smsld*F21_smsld+SYZ_smsld*F22_smsld+SZ_smsld*F23_smsld))/J_smsld'}, ... 'sYZ_smsld',{'','(F21_smsld*(SX_smsld*F31_smsld+SXY_smsld*F32_smsld+SXZ_smsld*F33_smsld)+F22_smsld*(SXY_smsld*F31_smsld+SY_smsld*F32_smsld+SYZ_smsld*F33_smsld)+F23_smsld*(SXZ_smsld*F31_smsld+SYZ_smsld*F32_smsld+SZ_smsld*F33_smsld))/J_smsld'}, ... 'sXZ_smsld',{'','(F11_smsld*(SX_smsld*F31_smsld+SXY_smsld*F32_smsld+SXZ_smsld*F33_smsld)+F12_smsld*(SXY_smsld*F31_smsld+SY_smsld*F32_smsld+SYZ_smsld*F33_smsld)+F13_smsld*(SXZ_smsld*F31_smsld+SYZ_smsld*F32_smsld+SZ_smsld*F33_smsld))/J_smsld'}, ... 'eX_smsld',{'','uX+0.5*(uX^2+vX^2+wX^2)'}, ... 'eY_smsld',{'','vY+0.5*(uY^2+vY^2+wY^2)'}, ... 'eZ_smsld',{'','wZ+0.5*(uZ^2+vZ^2+wZ^2)'}, ... 'eXY_smsld',{'','0.5*(uY+vX+uX*uY+vX*vY+wX*wY)'}, ... 'eYZ_smsld',{'','0.5*(vZ+wY+uY*uZ+vY*vZ+wY*wZ)'}, ... 'eXZ_smsld',{'','0.5*(uZ+wX+uX*uZ+vX*vZ+wX*wZ)'}, ... 'SX_smsld',{'','E_smsld*(1-nu_smsld)*eX_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*nu_smsld*eY_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*nu_smsld*eZ_smsld/((1+nu_smsld)*(1-2*nu_smsld))'}, ... 'SY_smsld',{'','E_smsld*nu_smsld*eX_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*(1-nu_smsld)*eY_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*nu_smsld*eZ_smsld/((1+nu_smsld)*(1-2*nu_smsld))'}, ... 'SZ_smsld',{'','E_smsld*nu_smsld*eX_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*nu_smsld*eY_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*(1-nu_smsld)*eZ_smsld/((1+nu_smsld)*(1-2*nu_smsld))'}, ... 'SXY_smsld',{'','E_smsld*eXY_smsld/(1+nu_smsld)'}, ... 'SYZ_smsld',{'','E_smsld*eYZ_smsld/(1+nu_smsld)'}, ... 'SXZ_smsld',{'','E_smsld*eXZ_smsld/(1+nu_smsld)'}, ... 'K_smsld',{'','E_smsld/(3*(1-2*nu_smsld))'}, ... 'G_smsld',{'','0.5*E_smsld/(1+nu_smsld)'}, ... 'mises_smsld',{'','sqrt(sX_smsld^2+sY_smsld^2+sZ_smsld^2-sX_smsld*sY_smsld-sY_smsld*sZ_smsld-sX_smsld*sZ_smsld+3*sXY_smsld^2+3*sYZ_smsld^2+3*sXZ_smsld^2)'}, ... 'Ws_smsld',{'','0.5*(sX_smsld*eX_smsld+sY_smsld*eY_smsld+sZ_smsld*eZ_smsld+2*sXY_smsld*eXY_smsld+2*sYZ_smsld*eYZ_smsld+2*sXZ_smsld*eXZ_smsld)'}, ... 'evol_smsld',{'','-1+Jel_smsld'}, ... 'F11_smsld',{'','1+uX'}, ... 'F12_smsld',{'','uY'}, ... 'F13_smsld',{'','uZ'}, ... 'F21_smsld',{'','vX'}, ... 'F22_smsld',{'','1+vY'}, ... 'F23_smsld',{'','vZ'}, ... 'F31_smsld',{'','wX'}, ... 'F32_smsld',{'','wY'}, ... 'F33_smsld',{'','1+wZ'}, ... 'detF_smsld',{'','F11_smsld*F22_smsld*F33_smsld+F12_smsld*F23_smsld*F31_smsld+F13_smsld*F21_smsld*F32_smsld-F11_smsld*F23_smsld*F32_smsld-F12_smsld*F21_smsld*F33_smsld-F13_smsld*F22_smsld*F31_smsld'}, ... 'J_smsld',{'','detF_smsld'}, ... 'Jel_smsld',{'','J_smsld'}, ... 'invF11_smsld',{'','(F22_smsld*F33_smsld-F23_smsld*F32_smsld)/detF_smsld'}, ... 'invF12_smsld',{'','(F13_smsld*F32_smsld-F12_smsld*F33_smsld)/detF_smsld'}, ... 'invF13_smsld',{'','(F12_smsld*F23_smsld-F13_smsld*F22_smsld)/detF_smsld'}, ... 'invF21_smsld',{'','(F31_smsld*F23_smsld-F21_smsld*F33_smsld)/detF_smsld'}, ... 'invF22_smsld',{'','(F11_smsld*F33_smsld-F31_smsld*F13_smsld)/detF_smsld'}, ... 'invF23_smsld',{'','(F21_smsld*F13_smsld-F11_smsld*F23_smsld)/detF_smsld'}, ... 'invF31_smsld',{'','(F21_smsld*F32_smsld-F31_smsld*F22_smsld)/detF_smsld'}, ... 'invF32_smsld',{'','(F31_smsld*F12_smsld-F11_smsld*F32_smsld)/detF_smsld'}, ... 'invF33_smsld',{'','(F11_smsld*F22_smsld-F21_smsld*F12_smsld)/detF_smsld'}, ... 'tresca_smsld',{'','max(max(abs(s1_smsld-s2_smsld),abs(s2_smsld-s3_smsld)),abs(s1_smsld-s3_smsld))'}, ... 'xinit_ale',{'X','X'}, ... 'yinit_ale',{'Y','Y'}, ... 'zinit_ale',{'Z','Z'}, ... 'dx_ale',{'x-X','x-X'}, ... 'dy_ale',{'y-Y','y-Y'}, ... 'dz_ale',{'z-Z','z-Z'}, ... 'U_chns',{'sqrt(u2^2+v2^2+w2^2)',''}, ... 'Vx_chns',{'w2y-v2z',''}, ... 'Vy_chns',{'u2z-w2x',''}, ... 'Vz_chns',{'v2x-u2y',''}, ... 'V_chns',{'sqrt(Vx_chns^2+Vy_chns^2+Vz_chns^2)',''}, ... 'divU_chns',{'u2x+v2y+w2z',''}, ... 'cellRe_chns',{'rho_chns*U_chns*h_ale/eta_chns',''}, ... 'res_u2_chns',{'rho_chns*(u2*u2x+v2*u2y+w2*u2z)+p2x-F_x_chns-eta_chns*(2*u2xx+u2yy+v2xy+u2zz+w2xz)', ... ''}, ... 'res_tst_u2_chns',{'nojac(rho_chns)*(nojac(u2)*u2x+nojac(v2)*u2y+nojac(w2)*u2z)+p2x-nojac(eta_chns)*(2*u2xx+u2yy+v2xy+u2zz+w2xz)', ... ''}, ... 'res_sc_u2_chns',{'rho_chns*(u2*u2x+v2*u2y+w2*u2z)+p2x-F_x_chns', ... ''}, ... 'res_v2_chns',{'rho_chns*(u2*v2x+v2*v2y+w2*v2z)+p2y-F_y_chns-eta_chns*(v2xx+u2yx+2*v2yy+v2zz+w2yz)', ... ''}, ... 'res_tst_v2_chns',{'nojac(rho_chns)*(nojac(u2)*v2x+nojac(v2)*v2y+nojac(w2)*v2z)+p2y-nojac(eta_chns)*(v2xx+u2yx+2*v2yy+v2zz+w2yz)', ... ''}, ... 'res_sc_v2_chns',{'rho_chns*(u2*v2x+v2*v2y+w2*v2z)+p2y-F_y_chns', ... ''}, ... 'res_w2_chns',{'rho_chns*(u2*w2x+v2*w2y+w2*w2z)+p2z-F_z_chns-eta_chns*(w2xx+u2zx+w2yy+v2zy+2*w2zz)', ... ''}, ... 'res_tst_w2_chns',{'nojac(rho_chns)*(nojac(u2)*w2x+nojac(v2)*w2y+nojac(w2)*w2z)+p2z-nojac(eta_chns)*(w2xx+u2zx+w2yy+v2zy+2*w2zz)', ... ''}, ... 'res_sc_w2_chns',{'rho_chns*(u2*w2x+v2*w2y+w2*w2z)+p2z-F_z_chns', ... ''}, ... 'beta_x_chns',{'rho_chns*u2',''}, ... 'beta_y_chns',{'rho_chns*v2',''}, ... 'beta_z_chns',{'rho_chns*w2',''}, ... 'Dm_chns',{'eta_chns',''}, ... 'da_chns',{'rho_chns',''},'E_smsld',{'','31100'}, ... 'rho_smsld',{'','7850'}, ... 'alphadM_smsld',{'','1'}, ... 'betadK_smsld',{'','0.001'}, ... 'eta_smsld',{'','0'}, ... 'mixedform_smsld',{'','0'}, ... 'mu_smsld',{'','800000'}, ... 'C10_smsld',{'','200000'}, ... 'C01_smsld',{'','200000'}, ... 'kappa_smsld',{'','10000000000'}, ... 'ETkin_smsld',{'','20000000000'}, ... 'ETiso_smsld',{'','20000000000'}, ... 'Sys_smsld',{'','200000000'}, ... 'Syfunc_smsld',{'','mises_smsld'}, ... 'Syfunc_kin_smsld',{'','misesKin_smsld'}, ... 'Shard_smsld',{'','22222222222.22222*epe_smsld'}, ... 'alpha_smsld',{'','1.2e-005'}, ... 'nu_smsld',{'','0.49'}, ... 'EX_smsld',{'','200000000000'}, ... 'nuXY_smsld',{'','0.33'}, ... 'GXY_smsld',{'','75200000000'}, ... 'alphaX_smsld',{'','1.2e-005'}, ... 'sXi_smsld',{'','0'}, ... 'sXYi_smsld',{'','0'}, ... 'eXi_smsld',{'','0'}, ... 'eXYi_smsld',{'','0'}, ... 'EY_smsld',{'','200000000000'}, ... 'nuYZ_smsld',{'','0.33'}, ... 'GYZ_smsld',{'','75200000000'}, ... 'alphaY_smsld',{'','1.2e-005'}, ... 'sYi_smsld',{'','0'}, ... 'sYZi_smsld',{'','0'}, ... 'eYi_smsld',{'','0'}, ... 'eYZi_smsld',{'','0'}, ... 'EZ_smsld',{'','200000000000'}, ... 'nuXZ_smsld',{'','0.33'}, ... 'GXZ_smsld',{'','75200000000'}, ... 'alphaZ_smsld',{'','1.2e-005'}, ... 'sZi_smsld',{'','0'}, ... 'sXZi_smsld',{'','0'}, ... 'eZi_smsld',{'','0'}, ... 'eXZi_smsld',{'','0'}, ... 'FX_smsld',{'','0'}, ... 'FXAmp_smsld',{'','1'}, ... 'FXPh_smsld',{'','0'}, ... 'FY_smsld',{'','0'}, ... 'FYAmp_smsld',{'','1'}, ... 'FYPh_smsld',{'','0'}, ... 'FZ_smsld',{'','0'}, ... 'FZAmp_smsld',{'','1'}, ... 'FZPh_smsld',{'','0'}, ... 'Temp_smsld',{'','0'}, ... 'Tempref_smsld',{'','0'}, ... 'velx_smsld',{'','0'}, ... 'accx_smsld',{'','0'}, ... 'vely_smsld',{'','0'}, ... 'accy_smsld',{'','0'}, ... 'velz_smsld',{'','0'}, ... 'accz_smsld',{'','0'}, ... 'Rx_smsld',{'','0'}, ... 'Ry_smsld',{'','0'}, ... 'Rz_smsld',{'','0'}, ... 'dx_smsld',{'','1'}, ... 'Lx_smsld',{'','dx_smsld'}, ... 'dy_smsld',{'','1'}, ... 'Ly_smsld',{'','dy_smsld'}, ... 'dz_smsld',{'','1'}, ... 'Lz_smsld',{'','dz_smsld'}, ... 'dr_smsld',{'','1'}, ... 'Lr_smsld',{'','dr_smsld'}, ... 'R0_smsld',{'','1'}, ... 'x0_smsld',{'','0'}, ... 'y0_smsld',{'','0'}, ... 'z0_smsld',{'','0'}, ... 'H11_smsld',{'','0'}, ... 'H12_smsld',{'','0'}, ... 'H13_smsld',{'','0'}, ... 'H21_smsld',{'','0'}, ... 'H22_smsld',{'','0'}, ... 'H23_smsld',{'','0'}, ... 'H31_smsld',{'','0'}, ... 'H32_smsld',{'','0'}, ... 'H33_smsld',{'','0'}, ... 'rho_chns',{'1000',''}, ... 'eta_chns',{'0.001',''}, ... 'F_x_chns',{'0',''}, ... 'F_y_chns',{'0',''}, ... 'F_z_chns',{'0',''}, ... 'eta0_chns',{'1',''}, ... 'm_chns',{'0',''}, ... 'n_chns',{'0',''}, ... 'lambda_chns',{'0',''}, ... 'eta_inf_chns',{'0',''}, ... 'type_visc_chns',{'power',''}, ... 'kappadv_chns',{'0',''}, ... 'k_chns',{'1',''}, ... 'brinkmaneqns_chns',{'0',''}}; equ.expr = {}; equ.bnd.weak = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'}}; equ.bnd.gporder = {{1;1;1;1;1;1;1;1;1;1;2}}; equ.bnd.ind = [1,1,1]; equ.bnd.expr = {}; equ.lock = [0,0,0]; equ.mlock = {[0,0,0]}; xfem.equ = equ; clear bnd bnd.weak = {{'0';'0';'0';'0';'0';'0';'0';'-lm4_test*(-x+X)+x_test*lm4';'-lm5_test*(-y+Y)+y_test*lm5'; ... '-lm6_test*(-z+Z)+z_test*lm6';'0';'0';'0';'0';'-lm7_test*(-u2+u0_chns)+u2_test*lm7'; ... 'lm8_test*v2+v2_test*lm8';'lm9_test*w2+w2_test*lm9'},{'0';'0';'0';'0';'0'; ... '0';'0';'-lm4_test*(-x+X)+x_test*lm4';'-lm5_test*(-y+Y)+y_test*lm5';'-lm6_test*(-z+Z)+z_test*lm6'; ... '0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0';'0';'0';'-lm4_test*(-x+X)+x_test*lm4'; ... '-lm5_test*(-y+Y)+y_test*lm5';'-lm6_test*(-z+Z)+z_test*lm6';'0';'0';'0'; ... '0';'lm7_test*u2+u2_test*lm7';'lm8_test*v2+v2_test*lm8';'lm9_test*w2+w2_test*lm9'}, ... {'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'FXg_smsld*u_test'; ... 'FYg_smsld*v_test';'FZg_smsld*w_test';'0';'0';'0';'0';'-lm4_test*(u-x+X)+x_test*lm4'; ... '-lm5_test*(v-y+Y)+y_test*lm5';'-lm6_test*(w-z+Z)+z_test*lm6';'0';'0';'0'; ... '0';'lm7_test*u2+u2_test*lm7';'lm8_test*v2+v2_test*lm8';'lm9_test*w2+w2_test*lm9'}, ... {'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'FXg_smsld*u_test'; ... 'FYg_smsld*v_test';'FZg_smsld*w_test';'0';'0';'0';'0';'-lm4_test*(u-x+X)+x_test*lm4'; ... '-lm5_test*(v-y+Y)+y_test*lm5';'-lm6_test*(w-z+Z)+z_test*lm6';'0';'0';'0'; ... '0';'lm7_test*u2+u2_test*lm7';'lm8_test*v2+v2_test*lm8';'lm9_test*w2+w2_test*lm9'}}; bnd.dweak = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'; ... '0';'0'},{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'}, ... {'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'}}; bnd.constr = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'; ... '0';'0'},{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'}, ... {'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'-u'; ... '-v';'-w';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'}}; bnd.shape = {[1;2;3;11;12;13;4;5;6;7;14;15;16],[1;2;3;11;12;13;4;5;6;7],[1; ... 2;3;11;12;13;4;5;6;7;14;15;16],[1;2;3;4;5;6;7],[8;9;10;1;2;3;11;12;13;4; ... 5;6;7;14;15;16],[8;9;10],[8;9;10;1;2;3;11;12;13;4;5;6;7;14;15;16]}; bnd.sshape = {[1;2],[1;2],[1;2],[1;2],[1;2],[1;3],[1;2]}; bnd.sshapedim = {{1;1;1;1;2;2;2;2;2;2;2;2;2;2;2;2;2},{1;1;1;1;2;2;2;2;2;2;2;2; ... 2;2;2;2;2},{1;1;1;1;2;2;2;2;2;2;2;2;2;2;2;2;2},{1;1;1;1;2;2;2;2;2;2;2;2; ... 2;2;2;2;2},{1;1;1;1;2;2;2;2;2;2;2;2;2;2;2;2;2},{1;1;1;1;3;3;3;3;3;3;3;3; ... 3;3;3;3;3},{1;1;1;1;2;2;2;2;2;2;2;2;2;2;2;2;2}}; bnd.gporder = {{1;1;1;1;1;1;1;3;3;3;1;1;1;2;3;3;3},{1;1;1;1;1;1;1;3;3;3;1;1; ... 1;2;3;3;3},{1;1;1;1;1;1;1;3;3;3;1;1;1;2;3;3;3},{1;1;1;1;1;1;1;3;3;3;1;1; ... 1;2;3;3;3},{1;1;1;1;1;1;1;3;3;3;1;1;1;2;3;3;3},{1;1;1;1;1;1;1;3;3;3;1;1; ... 1;2;3;3;3},{1;1;1;1;1;1;1;3;3;3;1;1;1;2;3;3;3}}; bnd.cporder = {{1;1;1;1;1;1;1;1;1;1;1;1;1;2;1;1;1},{1;1;1;1;1;1;1;1;1;1;1;1; ... 1;2;1;1;1},{1;1;1;1;1;1;1;1;1;1;1;1;1;2;1;1;1},{1;1;1;1;1;1;1;1;1;1;1;1; ... 1;2;1;1;1},{1;1;1;1;1;1;1;1;1;1;1;1;1;2;1;1;1},{1;1;1;1;1;1;1;1;1;1;1;1; ... 1;2;1;1;1},{1;1;1;1;1;1;1;1;1;1;1;1;1;2;1;1;1}}; bnd.init = {{'';'';'';'';'';'';'';'0';'0';'0';'';'';'';'';'0';'0';'0'},{''; ... '';'';'';'';'';'';'0';'0';'0';'';'';'';'';'0';'0';'0'},{'';'';'';'';''; ... '';'';'0';'0';'0';'';'';'';'';'0';'0';'0'},{'';'';'';'';'';'';'';'0';'0'; ... '0';'';'';'';'';'0';'0';'0'},{'';'';'';'';'';'';'';'0';'0';'0';'';'';''; ... '';'0';'0';'0'},{'';'';'';'';'';'';'';'0';'0';'0';'';'';'';'';'0';'0';'0'}, ... {'';'';'';'';'';'';'';'0';'0';'0';'';'';'';'';'0';'0';'0'}}; bnd.dinit = {{'';'';'';'';'';'';'';'';'';'';'';'';'';'';'';'';''},{'';'';''; ... '';'';'';'';'';'';'';'';'';'';'';'';'';''},{'';'';'';'';'';'';'';'';''; ... '';'';'';'';'';'';'';''},{'';'';'';'';'';'';'';'';'';'';'';'';'';'';''; ... '';''},{'';'';'';'';'';'';'';'';'';'';'';'';'';'';'';'';''},{'';'';'';''; ... '';'';'';'';'';'';'';'';'';'';'';'';''},{'';'';'';'';'';'';'';'';'';''; ... '';'';'';'';'';'';''}}; bnd.ind = [1,2,2,2,2,2,3,3,3,4,3,5,5,6,6,7,7,2]; bnd.dim = {'u','v','w','p','x','y','z','lm4','lm5','lm6','u2','v2','w2', ... 'p2','lm7','lm8','lm9'}; bnd.var = {'FXg_smsld',{'','','','','FX_smsld','0','FX_smsld'}, ... 'FYg_smsld',{'','','','','FY_smsld','0','FY_smsld'}, ... 'FZg_smsld',{'','','','','FZ_smsld','0','FZ_smsld'}, ... 'disp_smsld',{'','','','','sqrt(real(u)^2+real(v)^2+real(w)^2)','sqrt(real(u)^2+real(v)^2+real(w)^2)', ... 'sqrt(real(u)^2+real(v)^2+real(w)^2)'}, ... 'TaX_smsld',{'','','','','(F11_smsld*SX_smsld+F12_smsld*SXY_smsld+F13_smsld*SXZ_smsld)*nX_smsld+(F11_smsld*SXY_smsld+F12_smsld*SY_smsld+F13_smsld*SYZ_smsld)*nY_smsld+(F11_smsld*SXZ_smsld+F12_smsld*SYZ_smsld+F13_smsld*SZ_smsld)*nZ_smsld', ... '(F11_smsld*SX_smsld+F12_smsld*SXY_smsld+F13_smsld*SXZ_smsld)*nX_smsld+(F11_smsld*SXY_smsld+F12_smsld*SY_smsld+F13_smsld*SYZ_smsld)*nY_smsld+(F11_smsld*SXZ_smsld+F12_smsld*SYZ_smsld+F13_smsld*SZ_smsld)*nZ_smsld', ... '(F11_smsld*SX_smsld+F12_smsld*SXY_smsld+F13_smsld*SXZ_smsld)*nX_smsld+(F11_smsld*SXY_smsld+F12_smsld*SY_smsld+F13_smsld*SYZ_smsld)*nY_smsld+(F11_smsld*SXZ_smsld+F12_smsld*SYZ_smsld+F13_smsld*SZ_smsld)*nZ_smsld'}, ... 'TaY_smsld',{'','','','','(F21_smsld*SX_smsld+F22_smsld*SXY_smsld+F23_smsld*SXZ_smsld)*nX_smsld+(F21_smsld*SXY_smsld+F22_smsld*SY_smsld+F23_smsld*SYZ_smsld)*nY_smsld+(F21_smsld*SXZ_smsld+F22_smsld*SYZ_smsld+F23_smsld*SZ_smsld)*nZ_smsld', ... '(F21_smsld*SX_smsld+F22_smsld*SXY_smsld+F23_smsld*SXZ_smsld)*nX_smsld+(F21_smsld*SXY_smsld+F22_smsld*SY_smsld+F23_smsld*SYZ_smsld)*nY_smsld+(F21_smsld*SXZ_smsld+F22_smsld*SYZ_smsld+F23_smsld*SZ_smsld)*nZ_smsld', ... '(F21_smsld*SX_smsld+F22_smsld*SXY_smsld+F23_smsld*SXZ_smsld)*nX_smsld+(F21_smsld*SXY_smsld+F22_smsld*SY_smsld+F23_smsld*SYZ_smsld)*nY_smsld+(F21_smsld*SXZ_smsld+F22_smsld*SYZ_smsld+F23_smsld*SZ_smsld)*nZ_smsld'}, ... 'TaZ_smsld',{'','','','','(F31_smsld*SX_smsld+F32_smsld*SXY_smsld+F33_smsld*SXZ_smsld)*nX_smsld+(F31_smsld*SXY_smsld+F32_smsld*SY_smsld+F33_smsld*SYZ_smsld)*nY_smsld+(F31_smsld*SXZ_smsld+F32_smsld*SYZ_smsld+F33_smsld*SZ_smsld)*nZ_smsld', ... '(F31_smsld*SX_smsld+F32_smsld*SXY_smsld+F33_smsld*SXZ_smsld)*nX_smsld+(F31_smsld*SXY_smsld+F32_smsld*SY_smsld+F33_smsld*SYZ_smsld)*nY_smsld+(F31_smsld*SXZ_smsld+F32_smsld*SYZ_smsld+F33_smsld*SZ_smsld)*nZ_smsld', ... '(F31_smsld*SX_smsld+F32_smsld*SXY_smsld+F33_smsld*SXZ_smsld)*nX_smsld+(F31_smsld*SXY_smsld+F32_smsld*SY_smsld+F33_smsld*SYZ_smsld)*nY_smsld+(F31_smsld*SXZ_smsld+F32_smsld*SYZ_smsld+F33_smsld*SZ_smsld)*nZ_smsld'}, ... 'K_x_chns',{'2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '','2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)'}, ... 'T_x_chns',{'-nx_chns*p2+2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '-nx_chns*p2+2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '-nx_chns*p2+2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '-nx_chns*p2+2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '-nx_chns*p2+2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '','-nx_chns*p2+2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)'}, ... 'K_y_chns',{'nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... 'nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... 'nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... 'nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... 'nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... '','nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)'}, ... 'T_y_chns',{'-ny_chns*p2+nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... '-ny_chns*p2+nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... '-ny_chns*p2+nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... '-ny_chns*p2+nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... '-ny_chns*p2+nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... '','-ny_chns*p2+nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)'}, ... 'K_z_chns',{'nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... 'nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... 'nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... 'nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... 'nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... '','nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z'}, ... 'T_z_chns',{'-nz_chns*p2+nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... '-nz_chns*p2+nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... '-nz_chns*p2+nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... '-nz_chns*p2+nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... '-nz_chns*p2+nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... '','-nz_chns*p2+nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z'},'FX_smsld',{'','','','','-lm7*dvol_ale/dvol','0','-lm7*dvol_ale/dvol'}, ... 'FXAmp_smsld',{'','','','','1','1','1'}, ... 'FXPh_smsld',{'','','','','0','0','0'}, ... 'FY_smsld',{'','','','','-lm8*dvol_ale/dvol','0','-lm8*dvol_ale/dvol'}, ... 'FYAmp_smsld',{'','','','','1','1','1'}, ... 'FYPh_smsld',{'','','','','0','0','0'}, ... 'FZ_smsld',{'','','','','-lm9*dvol_ale/dvol','0','-lm9*dvol_ale/dvol'}, ... 'FZAmp_smsld',{'','','','','1','1','1'}, ... 'FZPh_smsld',{'','','','','0','0','0'}, ... 'velx_smsld',{'','','','','0','0','0'}, ... 'accx_smsld',{'','','','','0','0','0'}, ... 'vely_smsld',{'','','','','0','0','0'}, ... 'accy_smsld',{'','','','','0','0','0'}, ... 'velz_smsld',{'','','','','0','0','0'}, ... 'accz_smsld',{'','','','','0','0','0'}, ... 'Rx_smsld',{'','','','','0','0','0'}, ... 'Ry_smsld',{'','','','','0','0','0'}, ... 'Rz_smsld',{'','','','','0','0','0'}, ... 'nX_smsld',{'','','','','unX','nX','dnX'}, ... 'nY_smsld',{'','','','','unY','nY','dnY'}, ... 'nZ_smsld',{'','','','','unZ','nZ','dnZ'}, ... 'H11_smsld',{'','','','','0','1','0'}, ... 'H12_smsld',{'','','','','0','0','0'}, ... 'H13_smsld',{'','','','','0','0','0'}, ... 'H21_smsld',{'','','','','0','0','0'}, ... 'H22_smsld',{'','','','','0','1','0'}, ... 'H23_smsld',{'','','','','0','0','0'}, ... 'H31_smsld',{'','','','','0','0','0'}, ... 'H32_smsld',{'','','','','0','0','0'}, ... 'H33_smsld',{'','','','','0','1','0'}, ... 'nX_ale',{'nX','nX','nX','nX','dnX','','unX'}, ... 'nY_ale',{'nY','nY','nY','nY','dnY','','unY'}, ... 'nZ_ale',{'nZ','nZ','nZ','nZ','dnZ','','unZ'}, ... 'u0_chns',{'0.5','0','0','0','0','','0'}, ... 'v0_chns',{'0','0','0','0','0','','0'}, ... 'w0_chns',{'0','0','0','0','0','','0'}, ... 'p0_chns',{'0','0','0','0','0','','0'}, ... 'k0_chns',{'0','0','0','0','0','','0'}, ... 'd0_chns',{'0','0','0','0','0','','0'}, ... 'LT_chns',{'0.07000000000000001','0.07000000000000001','0.07000000000000001', ... '0.07000000000000001','0.07000000000000001','','0.07000000000000001'}, ... 'IT_chns',{'0.054','0.054','0.054','0.054','0.054','','0.054'}, ... 'uw_chns',{'0','0','0','0','0','','0'}, ... 'vw_chns',{'0','0','0','0','0','','0'}, ... 'ww_chns',{'0','0','0','0','0','','0'}, ... 'dw_chns',{'h','h','h','h','h','','h'}, ... 'yplus_chns',{'100','100','100','100','100','','100'}, ... 'U0_chns',{'0','0','0','0','0','','0'}, ... 'V0_chns',{'0','0','0','0','0','','0'}, ... 'p0_inl_chns',{'0','0','0','0','0','','0'}, ... 'L0_chns',{'1','1','1','1','1','','1'}, ... 'nx_chns',{'nx','nx','nx','nx','dnx','','unx'}, ... 'ny_chns',{'ny','ny','ny','ny','dny','','uny'}, ... 'nz_chns',{'nz','nz','nz','nz','dnz','','unz'}}; bnd.expr = {}; bnd.lock = [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]; bnd.mlock = {[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]}; xfem.bnd = bnd; clear edg edg.weak = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0'}}; edg.dweak = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0'}}; edg.constr = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0'}}; edg.shape = {[1;2;3;4;5;6;7],[8;9;10;1;2;3;4;5;6;7]}; edg.sshape = {[1;2],[1;2]}; edg.sshapedim = {{1;1;1;1;2;2;2;2;2;2;2},{1;1;1;1;2;2;2;2;2;2;2}}; edg.gporder = {{1;1;1;1;1;1;1;1;1;1;2},{1;1;1;1;1;1;1;1;1;1;2}}; edg.cporder = {{1;1;1;1;1;1;1;1;1;1;2},{1;1;1;1;1;1;1;1;1;1;2}}; edg.init = {{'';'';'';'';'';'';'';'';'';'';''},{'';'';'';'';'';'';'';'';''; ... '';''}}; edg.dinit = {{'';'';'';'';'';'';'';'';'';'';''},{'';'';'';'';'';'';'';'';''; ... '';''}}; edg.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2, ... 2,2,1,1,1,1]; edg.dim = {'u','v','w','p','x','y','z','u2','v2','w2','p2'}; edg.var = {'FXg_smsld',{'','0'}, ... 'FYg_smsld',{'','0'}, ... 'FZg_smsld',{'','0'}, ... 'disp_smsld',{'','sqrt(real(u)^2+real(v)^2+real(w)^2)'},'FX_smsld',{'','0'}, ... 'FXAmp_smsld',{'','1'}, ... 'FXPh_smsld',{'','0'}, ... 'FY_smsld',{'','0'}, ... 'FYAmp_smsld',{'','1'}, ... 'FYPh_smsld',{'','0'}, ... 'FZ_smsld',{'','0'}, ... 'FZAmp_smsld',{'','1'}, ... 'FZPh_smsld',{'','0'}, ... 'Rx_smsld',{'','0'}, ... 'Ry_smsld',{'','0'}, ... 'Rz_smsld',{'','0'}, ... 'H11_smsld',{'','0'}, ... 'H12_smsld',{'','0'}, ... 'H13_smsld',{'','0'}, ... 'H21_smsld',{'','0'}, ... 'H22_smsld',{'','0'}, ... 'H23_smsld',{'','0'}, ... 'H31_smsld',{'','0'}, ... 'H32_smsld',{'','0'}, ... 'H33_smsld',{'','0'}}; edg.expr = {}; edg.lock = [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]; edg.mlock = {[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]}; xfem.edg = edg; clear pnt pnt.weak = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0'}}; pnt.dweak = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0'}}; pnt.constr = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0'}}; pnt.shape = {[1;2;3;4;5;6;7],[8;9;10;1;2;3;4;5;6;7]}; pnt.sshape = {[1;2],[1;2]}; pnt.sshapedim = {{1;1;1;1;2;2;2;2;2;2;2;2},{1;1;1;1;2;2;2;2;2;2;2;2}}; pnt.init = {{'';'';'';'';'';'';'';'';'';'';'';''},{'';'';'';'';'';'';'';''; ... '';'';'';''}}; pnt.dinit = {{'';'';'';'';'';'';'';'';'';'';'';''},{'';'';'';'';'';'';'';''; ... '';'';'';''}}; pnt.ind = [1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,1,1,1,1]; pnt.dim = {'u','v','w','p','x','y','z','u2','v2','w2','p2','Pinl_chns'}; pnt.var = {'FXg_smsld',{'','0'}, ... 'FYg_smsld',{'','0'}, ... 'FZg_smsld',{'','0'}, ... 'disp_smsld',{'','sqrt(real(u)^2+real(v)^2+real(w)^2)'},'FX_smsld',{'','0'}, ... 'FXAmp_smsld',{'','1'}, ... 'FXPh_smsld',{'','0'}, ... 'FY_smsld',{'','0'}, ... 'FYAmp_smsld',{'','1'}, ... 'FYPh_smsld',{'','0'}, ... 'FZ_smsld',{'','0'}, ... 'FZAmp_smsld',{'','1'}, ... 'FZPh_smsld',{'','0'}, ... 'Rx_smsld',{'','0'}, ... 'Ry_smsld',{'','0'}, ... 'Rz_smsld',{'','0'}, ... 'H11_smsld',{'','0'}, ... 'H12_smsld',{'','0'}, ... 'H13_smsld',{'','0'}, ... 'H21_smsld',{'','0'}, ... 'H22_smsld',{'','0'}, ... 'H23_smsld',{'','0'}, ... 'H31_smsld',{'','0'}, ... 'H32_smsld',{'','0'}, ... 'H33_smsld',{'','0'}, ... 'p0_chns',{'0','0'}}; pnt.expr = {}; pnt.lock = [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]; pnt.mlock = {[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]}; xfem.pnt = pnt; xfem.var = {'t_old_ini_smsld','-1','ut','uTIME','utt','uTIMETIME','uXt','uXTIME','uYt','uYTIME','uZt','uZTIME','vt','vTIME','vtt','vTIMETIME','vXt','vXTIME','vYt','vYTIME','vZt','vZTIME','wt','wTIME','wtt','wTIMETIME','wXt','wXTIME','wYt','wYTIME','wZt','wZTIME','xt','xTIME','xtt','xTIMETIME','xxt','xxTIME','xyt','xyTIME','xzt','xzTIME','yt','yTIME','ytt','yTIMETIME','yxt','yxTIME','yyt','yyTIME','yzt','yzTIME','zt','zTIME','ztt','zTIMETIME','zxt','zxTIME','zyt','zyTIME','zzt','zzTIME','u2t','u2TIME-xTIME*u2x-yTIME*u2y-zTIME*u2z','u2tt','u2TIMETIME','u2xt','u2xTIME-xTIME*u2xx-yTIME*u2xy-zTIME*u2xz','u2yt','u2yTIME-xTIME*u2yx-yTIME*u2yy-zTIME*u2yz','u2zt','u2zTIME-xTIME*u2zx-yTIME*u2zy-zTIME*u2zz','v2t','v2TIME-xTIME*v2x-yTIME*v2y-zTIME*v2z','v2tt','v2TIMETIME','v2xt','v2xTIME-xTIME*v2xx-yTIME*v2xy-zTIME*v2xz','v2yt','v2yTIME-xTIME*v2yx-yTIME*v2yy-zTIME*v2yz','v2zt','v2zTIME-xTIME*v2zx-yTIME*v2zy-zTIME*v2zz','w2t','w2TIME-xTIME*w2x-yTIME*w2y-zTIME*w2z','w2tt','w2TIMETIME','w2xt','w2xTIME-xTIME*w2xx-yTIME*w2xy-zTIME*w2xz','w2yt','w2yTIME-xTIME*w2yx-yTIME*w2yy-zTIME*w2yz','w2zt','w2zTIME-xTIME*w2zx-yTIME*w2zy-zTIME*w2zz','p2t','p2TIME-xTIME*p2x-yTIME*p2y-zTIME*p2z','p2tt','p2TIMETIME','p2xt','p2xTIME-xTIME*p2xx-yTIME*p2xy-zTIME*p2xz','p2yt','p2yTIME-xTIME*p2yx-yTIME*p2yy-zTIME*p2yz','p2zt','p2zTIME-xTIME*p2zx-yTIME*p2zy-zTIME*p2zz'}; xfem.expr = {}; clear elemmph clear elem elem.elem = 'elpric'; elem.g = {'1'}; clear equ equ.tensor = {{'real(sX_smsld)','real(sXY_smsld)','real(sY_smsld)','real(sXZ_smsld)', ... 'real(sYZ_smsld)','real(sZ_smsld)'}}; equ.ind = {{'3'}}; elem.geomdim = {{{},{},{},equ}}; elem.basename = 's'; elem.postname = 'smsld'; elem.sdim = {'X','Y','Z'}; elemmph{1} = elem; clear elem elem.elem = 'elpric'; elem.g = {'1'}; clear equ equ.tensor = {{'real(eX_smsld)','real(eXY_smsld)','real(eY_smsld)','real(eXZ_smsld)', ... 'real(eYZ_smsld)','real(eZ_smsld)'}}; equ.ind = {{'3'}}; elem.geomdim = {{{},{},{},equ}}; elem.basename = 'e'; elem.postname = 'smsld'; elem.sdim = {'X','Y','Z'}; elemmph{2} = elem; clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{'-qual_ale'}}; equ.ipoints = {{'4'}}; equ.ind = {{'1','2','3'}}; src{1} = {{},{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'minqual_tmp1_ale'}; elem.global = {'1'}; elem.maxvars = {'1'}; elemmph{3} = elem; clear elem elem.elem = 'elconst'; elem.var = {'minqual1_ale','-minqual_tmp1_ale'}; elemmph{4} = elem; clear elem elem.elem = 'elcplextr'; elem.g = {'1'}; src = cell(1,1); src{1} = {{}}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {{},{},{},{}}; elem.geomdim = geomdim; elem.var = {}; map = cell(1,0); elem.map = map; elemmph{5} = elem; clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); src{1} = {{},{},{},{}}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {{},{},{},{}}; elem.geomdim = geomdim; elem.var = {}; elem.global = {}; elemmph{6} = elem; xfem.elemmph = elemmph; clear draw draw.p.objs = {}; draw.p.name = {}; draw.c.objs = {}; draw.c.name = {}; draw.f.objs = {}; draw.f.name = {}; draw.s.objs = {flbinary('g7','draw','tutorial5.mph'),flbinary('g8','draw','tutorial5.mph')}; draw.s.name = {'CO1','BLK1'}; xfem.draw = draw; xfem.const = {}; xfem.globalexpr = {}; clear fcns xfem.functions = {}; xfem.sol = flbinary('xfem','solution','tutorial5.mph'); xfem.xmcases = [0]; xfem.mcases = [0]; flbinary clear; xfem.rulingmode = 'smsld'; xfem.solform = 'weak'; uq~ t��gui.solvemodel.toutcomp='off'; gui.solvemodel.currsolver='stationary'; gui.solvemodel.solveroption=''; gui.solvemodel.postsolver='stationary'; gui.solvemodel.nonlin='auto'; gui.solvemodel.ntol='1.0E-6'; gui.solvemodel.maxiter='25'; gui.solvemodel.manualdamp='off'; gui.solvemodel.hnlin='off'; gui.solvemodel.initstep='1.0'; gui.solvemodel.minstep='1.0E-4'; gui.solvemodel.rstep='10.0'; gui.solvemodel.useaugsolver='off'; gui.solvemodel.autoaugcomp='on'; gui.solvemodel.augcomp=''; gui.solvemodel.augtol='1.0E-6'; gui.solvemodel.augmaxiter='25'; gui.solvemodel.augsolver='lumped'; gui.solvemodel.atol='0.0010'; gui.solvemodel.rtol='0.01'; gui.solvemodel.tlist='0:0.1:1'; gui.solvemodel.tout='tlist'; gui.solvemodel.tsteps='free'; gui.solvemodel.manualreassem='off'; gui.solvemodel.emassconst='on'; gui.solvemodel.massconst='on'; gui.solvemodel.loadconst='on'; gui.solvemodel.constrconst='on'; gui.solvemodel.jacobianconst='on'; gui.solvemodel.constrjacobianconst='on'; gui.solvemodel.manualstep='off'; gui.solvemodel.initialstep='0.0010'; gui.solvemodel.maxorder='5'; gui.solvemodel.maxstep='1.0'; gui.solvemodel.timeusestopcond='off'; gui.solvemodel.paramusestopcond='off'; gui.solvemodel.masssingular='maybe'; gui.solvemodel.consistent='bweuler'; gui.solvemodel.estrat='0'; gui.solvemodel.complex='off'; gui.solvemodel.neigs='6'; gui.solvemodel.shift='0'; gui.solvemodel.maxeigit='300'; gui.solvemodel.etol='0.0'; gui.solvemodel.krylovdim='0'; gui.solvemodel.eigname='lambda'; gui.solvemodel.eigref='0'; gui.solvemodel.pname=''; gui.solvemodel.plist=''; gui.solvemodel.porder='1'; gui.solvemodel.manualparam='off'; gui.solvemodel.pinitstep='0.0'; gui.solvemodel.pminstep='0.0'; gui.solvemodel.pmaxstep='0.0'; gui.solvemodel.autooldcomp='on'; gui.solvemodel.oldcomp=''; gui.solvemodel.outform='auto'; gui.solvemodel.symmetric='auto'; gui.solvemodel.symmhermit='auto'; gui.solvemodel.method='eliminate'; gui.solvemodel.nullfun='auto'; gui.solvemodel.blocksize='5000'; gui.solvemodel.uscale='auto'; gui.solvemodel.manscale=''; gui.solvemodel.rowscale='on'; gui.solvemodel.conjugate='off'; gui.solvemodel.complexfun='off'; gui.solvemodel.matherr='on'; gui.solvemodel.solfile='off'; gui.solvemodel.adaptgeom='currgeom'; gui.solvemodel.maxt='10000000'; gui.solvemodel.rmethod='longest'; gui.solvemodel.resmethod='weak'; gui.solvemodel.resorder='0'; gui.solvemodel.l2scale='1'; gui.solvemodel.l2staborder='2'; gui.solvemodel.eigselect='1'; gui.solvemodel.tpfun='fltpft'; gui.solvemodel.ngen='1'; gui.solvemodel.tpmult='1.1'; gui.solvemodel.tpworst='0.8'; gui.solvemodel.tpfract='0.2'; gui.solvemodel.autosolver='on'; gui.solvemodel.solcomp='z,lm5,u2,w,lm9,p2,lm8,lm4,v,lm7,u,w2,y,v2,x,lm6'; gui.solvemodel.outcomp='z,lm5,u2,w,lm9,p2,lm8,lm4,v,lm7,u,w2,y,v2,x,lm6'; gui.solvemodel.inittype='init_expr_currsol_radio'; gui.solvemodel.initsolnum='Automatic'; gui.solvemodel.inittime='0'; gui.solvemodel.utype='u_init_radio'; gui.solvemodel.usolnum='Automatic'; gui.solvemodel.utime='0'; gui.solvemodel.scriptcommands=''; gui.solvemodel.usescript='off'; gui.solvemodel.autoscript='off'; gui.solvemodel.sameaxis='off'; gui.solvemodel.linsolvernode.currlinsolver='umfpack'; gui.solvemodel.linsolvernode.type='linsolver'; gui.solvemodel.linsolvernode.droptol='0.0'; gui.solvemodel.linsolvernode.thresh='0.1'; gui.solvemodel.linsolvernode.umfalloc='0.7'; gui.solvemodel.linsolvernode.preorder='mmd'; gui.solvemodel.linsolvernode.preroworder='on'; gui.solvemodel.linsolvernode.pivotperturb='1.0E-8'; gui.solvemodel.linsolvernode.errorchk='on'; gui.solvemodel.linsolvernode.iter='2'; gui.solvemodel.linsolvernode.itol='1.0E-6'; gui.solvemodel.linsolvernode.rhob='400.0'; gui.solvemodel.linsolvernode.maxlinit='10000'; gui.solvemodel.linsolvernode.itrestart='50'; gui.solvemodel.linsolvernode.seconditer='1'; gui.solvemodel.linsolvernode.relax='1.0'; gui.solvemodel.linsolvernode.amgauto='3'; gui.solvemodel.linsolvernode.mglevels='6'; gui.solvemodel.linsolvernode.mgcycle='v'; gui.solvemodel.linsolvernode.maxcoarsedof='5000'; gui.solvemodel.linsolvernode.oocmemory='128.0'; gui.solvemodel.linsolvernode.oocfilename=''; gui.solvemodel.linsolvernode.modified='off'; gui.solvemodel.linsolvernode.fillratio='2.0'; gui.solvemodel.linsolvernode.respectpattern='on'; gui.solvemodel.linsolvernode.droptype='droptol'; gui.solvemodel.linsolvernode.vankavars=''; gui.solvemodel.linsolvernode.vankasolv='gmres'; gui.solvemodel.linsolvernode.vankatol='0.02'; gui.solvemodel.linsolvernode.vankarestart='100'; gui.solvemodel.linsolvernode.vankarelax='0.8'; gui.solvemodel.linsolvernode.mgauto='shape'; gui.solvemodel.linsolvernode.rmethod='regular'; gui.solvemodel.linsolvernode.coarseassem='on'; gui.solvemodel.linsolvernode.meshscale='2'; gui.solvemodel.linsolvernode.mgautolevels='2'; gui.solvemodel.linsolvernode.mgkeep='off'; gui.solvemodel.linsolvernode.mggeom='Geom1'; gui.solvemodel.linsolvernode.mcase0='on'; gui.solvemodel.linsolvernode.mgassem0='on'; gui.solvemodel.defaults.prefun='gmg'; gui.solvemodel.defaults.linsolver='spooles'; gui.registry.general_currentmodel='Geom1'; gui.registry.general_currmeshcase='0'; gui.registry.general_savedonserver='off'; gui.registry.general_savedchanges='off'; gui.registry.general_rulingmode=''; gui.registry.general_incompletemfilehistory='off'; gui.registry.saved_license='1027370'; gui.registry.saved_version='COMSOL 3.3.0.405'; gui.registry.info_modelname=''; gui.registry.info_author=''; gui.registry.info_company=''; gui.registry.info_department=''; gui.registry.info_reference=''; gui.registry.info_url=''; gui.registry.info_saveddate='1278450746734'; gui.registry.info_creationdate='1278433404140'; gui.registry.info_modelresult=''; gui.reportregistry.report_contents=''; gui.reportregistry.report_outputformat='html'; gui.reportregistry.report_filename=''; gui.reportregistry.report_autoopen='off'; gui.reportregistry.report_paperformat='a4'; gui.reportregistry.report_includedefaults='off'; gui.reportregistry.report_template='full'; gui.reportregistry.report_showemptysections='off'; gui.flmodel{1}.modelname='Geom1'; gui.flmodel{1}.currmode='edge'; gui.flmodel{1}.currappl='2'; gui.flmodel{1}.axis.xmin='-9.999999747378752E-6'; gui.flmodel{1}.axis.xmax='1.9999999494757503E-4'; gui.flmodel{1}.axis.ymin='0.0'; gui.flmodel{1}.axis.ymax='1.9999999494757503E-4'; gui.flmodel{1}.axis.zmin='0.0'; gui.flmodel{1}.axis.zmax='1.9999999494757503E-4'; gui.flmodel{1}.axis.xspacing='4.9999999999999996E-5'; gui.flmodel{1}.axis.yspacing='4.9999999999999996E-5'; gui.flmodel{1}.axis.zspacing='4.9999999999999996E-5'; gui.flmodel{1}.axis.extrax=''; gui.flmodel{1}.axis.extray=''; gui.flmodel{1}.axis.extraz=''; gui.flmodel{1}.camera.xmin='-2.10234396334303'; gui.flmodel{1}.camera.xmax='2.10234396334303'; gui.flmodel{1}.camera.ymin='-1.8271196161067038'; gui.flmodel{1}.camera.ymax='1.8271196161067038'; gui.flmodel{1}.camera.camposx='-10.307033115682344'; gui.flmodel{1}.camera.camposy='13.410930427848111'; gui.flmodel{1}.camera.camposz='-4.431205746436035'; gui.flmodel{1}.camera.camtargetx='0.9499999760009814'; gui.flmodel{1}.camera.camtargety='0.9999999747378752'; gui.flmodel{1}.camera.camtargetz='0.9999999747378752'; gui.flmodel{1}.camera.camupx='0.22253243627166236'; gui.flmodel{1}.camera.camupy='-0.2143585613779249'; gui.flmodel{1}.camera.camupz='-0.9510676747587338'; gui.flmodel{1}.lightmodel.headlight.type='point'; gui.flmodel{1}.lightmodel.headlight.name='headlight'; gui.flmodel{1}.lightmodel.headlight.enable='on'; gui.flmodel{1}.lightmodel.headlight.colorr='255'; gui.flmodel{1}.lightmodel.headlight.colorg='255'; gui.flmodel{1}.lightmodel.headlight.colorb='255'; gui.flmodel{1}.lightmodel.headlight.xpos='-10.307034'; gui.flmodel{1}.lightmodel.headlight.ypos='13.410931'; gui.flmodel{1}.lightmodel.headlight.zpos='-4.4312057'; gui.flmodel{1}.lightmodel.scenelight{1}.type='directional'; gui.flmodel{1}.lightmodel.scenelight{1}.name='light 1'; gui.flmodel{1}.lightmodel.scenelight{1}.enable='on'; gui.flmodel{1}.lightmodel.scenelight{1}.colorr='255'; gui.flmodel{1}.lightmodel.scenelight{1}.colorg='255'; gui.flmodel{1}.lightmodel.scenelight{1}.colorb='255'; gui.flmodel{1}.lightmodel.scenelight{1}.xdir='1.0'; gui.flmodel{1}.lightmodel.scenelight{1}.ydir='-1.0'; gui.flmodel{1}.lightmodel.scenelight{1}.zdir='1.0'; gui.flmodel{1}.lightmodel.scenelight{2}.type='directional'; gui.flmodel{1}.lightmodel.scenelight{2}.name='light 2'; gui.flmodel{1}.lightmodel.scenelight{2}.enable='on'; gui.flmodel{1}.lightmodel.scenelight{2}.colorr='255'; gui.flmodel{1}.lightmodel.scenelight{2}.colorg='255'; gui.flmodel{1}.lightmodel.scenelight{2}.colorb='255'; gui.flmodel{1}.lightmodel.scenelight{2}.xdir='-1.0'; gui.flmodel{1}.lightmodel.scenelight{2}.ydir='1.0'; gui.flmodel{1}.lightmodel.scenelight{2}.zdir='-1.0'; gui.flmodel{1}.lightmodel.scenelight{3}.type='directional'; gui.flmodel{1}.lightmodel.scenelight{3}.name='light 3'; gui.flmodel{1}.lightmodel.scenelight{3}.enable='on'; gui.flmodel{1}.lightmodel.scenelight{3}.colorr='255'; gui.flmodel{1}.lightmodel.scenelight{3}.colorg='255'; gui.flmodel{1}.lightmodel.scenelight{3}.colorb='255'; gui.flmodel{1}.lightmodel.scenelight{3}.xdir='-1.0'; gui.flmodel{1}.lightmodel.scenelight{3}.ydir='-1.0'; gui.flmodel{1}.lightmodel.scenelight{3}.zdir='1.0'; gui.flmodel{1}.lightmodel.scenelight{4}.type='directional'; gui.flmodel{1}.lightmodel.scenelight{4}.name='light 4'; gui.flmodel{1}.lightmodel.scenelight{4}.enable='on'; gui.flmodel{1}.lightmodel.scenelight{4}.colorr='255'; gui.flmodel{1}.lightmodel.scenelight{4}.colorg='255'; gui.flmodel{1}.lightmodel.scenelight{4}.colorb='255'; gui.flmodel{1}.lightmodel.scenelight{4}.xdir='1.0'; gui.flmodel{1}.lightmodel.scenelight{4}.ydir='-1.0'; gui.flmodel{1}.lightmodel.scenelight{4}.zdir='-1.0'; gui.flmodel{1}.registry.axis_visible='on'; gui.flmodel{1}.registry.axis_auto='on'; gui.flmodel{1}.registry.axis_autoy='on'; gui.flmodel{1}.registry.axis_autoz='on'; gui.flmodel{1}.registry.axis_box='off'; gui.flmodel{1}.registry.axis_equal='on'; gui.flmodel{1}.registry.axis_csys='on'; gui.flmodel{1}.registry.grid_visible='on'; gui.flmodel{1}.registry.grid_auto='on'; gui.flmodel{1}.registry.grid_autoz='on'; gui.flmodel{1}.registry.grid_labels='on'; gui.flmodel{1}.registry.labels_object='on'; gui.flmodel{1}.registry.labels_vertex='off'; gui.flmodel{1}.registry.labels_edge='off'; gui.flmodel{1}.registry.labels_face='off'; gui.flmodel{1}.registry.labels_subdomain='off'; gui.flmodel{1}.registry.symbols_vertexscale='1.0'; gui.flmodel{1}.registry.symbols_edgescale='1.0'; gui.flmodel{1}.registry.symbols_facescale='1.0'; gui.flmodel{1}.registry.select_draw2d='size'; gui.flmodel{1}.registry.select_adj='cycle'; gui.flmodel{1}.registry.light_headlight='off'; gui.flmodel{1}.registry.light_scenelight='off'; gui.flmodel{1}.registry.light_shininess='0.5'; gui.flmodel{1}.registry.camera_mouse='orbit'; gui.flmodel{1}.registry.camera_camconstr='none'; gui.flmodel{1}.registry.camera_mouseconstr='none'; gui.flmodel{1}.registry.camera_perspective='off'; gui.flmodel{1}.registry.camera_moveasbox='off'; gui.flmodel{1}.registry.draw_assembly='off'; gui.flmodel{1}.registry.draw_dialog='off'; gui.flmodel{1}.registry.draw_keepborders='on'; gui.flmodel{1}.registry.draw_keepedges='off'; gui.flmodel{1}.registry.draw_multi='off'; gui.flmodel{1}.registry.draw_snap2grid='on'; gui.flmodel{1}.registry.draw_snap2vtx='on'; gui.flmodel{1}.registry.draw_solid='on'; gui.flmodel{1}.registry.draw_workplane_coordsys='on'; gui.flmodel{1}.registry.draw_workplane_showgeom='on'; gui.flmodel{1}.registry.draw_repair='off'; gui.flmodel{1}.registry.draw_repairtol=''; gui.flmodel{1}.registry.draw_projection='intersection'; gui.flmodel{1}.registry.transparency_value='1.0'; gui.flmodel{1}.registry.mesh_geomdetail='normal'; gui.flmodel{1}.registry.mesh_showquality='off'; gui.flmodel{1}.registry.post_cameraview='2'; gui.flmodel{1}.registry.graphics_scale='10000.0'; gui.flmodel{1}.registry.render_mesh='on'; gui.flmodel{1}.registry.render_bndarrow='on'; gui.flmodel{1}.registry.render_vertex='off'; gui.flmodel{1}.registry.render_edge='on'; gui.flmodel{1}.registry.render_face='off'; gui.flmodel{1}.registry.highlight_vertex='off'; gui.flmodel{1}.registry.highlight_edge='on'; gui.flmodel{1}.registry.highlight_face='on'; gui.flmodel{1}.meshparam.hauto='7'; gui.flmodel{1}.meshparam.usehauto='on'; gui.flmodel{1}.meshparam.hmax=''; gui.flmodel{1}.meshparam.hmaxfact='5'; gui.flmodel{1}.meshparam.hcurve='1'; gui.flmodel{1}.meshparam.hgrad='2'; gui.flmodel{1}.meshparam.hcutoff='0.07'; gui.flmodel{1}.meshparam.hnarrow='0.1'; gui.flmodel{1}.meshparam.hpnt='20'; gui.flmodel{1}.meshparam.xscale='1.0'; gui.flmodel{1}.meshparam.yscale='1.0'; gui.flmodel{1}.meshparam.zscale='1.0'; gui.flmodel{1}.meshparam.jiggle='on'; gui.flmodel{1}.meshparam.mcase='0'; gui.flmodel{1}.meshparam.rmethod='longest'; gui.flmodel{1}.meshparam.hmaxvtx={'','','','','','','','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hgradvtx={'','','','','','','','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hgradedg={'','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hcurveedg={'','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hmaxedg={'','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hcutoffedg={'','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hmaxfac={'','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hcutofffac={'','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hcurvefac={'','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hgradfac={'','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hgradsub={'','',''}; gui.flmodel{1}.meshparam.hmaxsub={'','',''}; gui.flmodel{1}.mapmeshparam.edgegroups={{'2','6','4','1'},{'5','14','3','1'},{'15','2','3','7'},{'16','4','5','8'},{'8','17','7','6'},{'10','12','9','18'},{'13','33','11','9'},{'','','',''},{'','','',''},{},{},{'22','26','24','21'},{'25','29','23','21'},{},{},{},{},{}}; gui.flmodel{1}.mapmeshparam.hauto=7gui.flmodel{1}.sweptmeshparam.nsubdomains=3; gui.flmodel{1}.sweptmeshparam.sourceface={1,'2',2,'8',3,'14'}; gui.flmodel{1}.sweptmeshparam.targetface={1,'5',2,'9',3,'15'}; gui.flmodel{1}.sweptmeshparam.hauto=-1gui.flmodel{1}.postmodel.postplot.sliceplot='on'; gui.flmodel{1}.postmodel.postplot.slicedata={'mises_smsld'}; gui.flmodel{1}.postmodel.postplot.slicerangeauto='on'; gui.flmodel{1}.postmodel.postplot.slicerangemin='0.044799589399362766'; gui.flmodel{1}.postmodel.postplot.slicerangemax='6.214998989201082'; gui.flmodel{1}.postmodel.postplot.slicecont='on'; gui.flmodel{1}.postmodel.postplot.sliceunit='Pa'; gui.flmodel{1}.postmodel.postplot.slicexspacing='5'; gui.flmodel{1}.postmodel.postplot.slicexvectorspacing=''; gui.flmodel{1}.postmodel.postplot.slicexisvector='off'; gui.flmodel{1}.postmodel.postplot.sliceyspacing='0'; gui.flmodel{1}.postmodel.postplot.sliceyvectorspacing=''; gui.flmodel{1}.postmodel.postplot.sliceyisvector='off'; gui.flmodel{1}.postmodel.postplot.slicezspacing='0'; gui.flmodel{1}.postmodel.postplot.slicezvectorspacing=''; gui.flmodel{1}.postmodel.postplot.slicezisvector='off'; gui.flmodel{1}.postmodel.postplot.slicemap='jet'; gui.flmodel{1}.postmodel.postplot.slicemapdepth='1024'; gui.flmodel{1}.postmodel.postplot.slicebar='on'; gui.flmodel{1}.postmodel.postplot.sliceusemap='on'; gui.flmodel{1}.postmodel.postplot.slicecolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.slicecoloring='interp'; gui.flmodel{1}.postmodel.postplot.slicefill='fill'; gui.flmodel{1}.postmodel.postplot.isoplot='off'; gui.flmodel{1}.postmodel.postplot.isodata={'mises_smsld'}; gui.flmodel{1}.postmodel.postplot.isocont='on'; gui.flmodel{1}.postmodel.postplot.isounit='Pa'; gui.flmodel{1}.postmodel.postplot.isolevels='5'; gui.flmodel{1}.postmodel.postplot.isovectorlevels=''; gui.flmodel{1}.postmodel.postplot.isoisvector='off'; gui.flmodel{1}.postmodel.postplot.isocolordata={'mises_smsld'}; gui.flmodel{1}.postmodel.postplot.isocolorrangeauto='on'; gui.flmodel{1}.postmodel.postplot.isocolorrangemin=''; gui.flmodel{1}.postmodel.postplot.isocolorrangemax=''; gui.flmodel{1}.postmodel.postplot.isocolordatacheck='off'; gui.flmodel{1}.postmodel.postplot.isocolorunit='Pa'; gui.flmodel{1}.postmodel.postplot.isomap='jet'; gui.flmodel{1}.postmodel.postplot.isomapdepth='1024'; gui.flmodel{1}.postmodel.postplot.isobar='on'; gui.flmodel{1}.postmodel.postplot.isousemap='on'; gui.flmodel{1}.postmodel.postplot.isocolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.isocoloring='interp'; gui.flmodel{1}.postmodel.postplot.isofill='fill'; gui.flmodel{1}.postmodel.postplot.tetplot='off'; gui.flmodel{1}.postmodel.postplot.tetkeepfraction='1'; gui.flmodel{1}.postmodel.postplot.tetkeeptype='random'; gui.flmodel{1}.postmodel.postplot.tetdata={'mises_smsld'}; gui.flmodel{1}.postmodel.postplot.tetrangeauto='on'; gui.flmodel{1}.postmodel.postplot.tetrangemin=''; gui.flmodel{1}.postmodel.postplot.tetrangemax=''; gui.flmodel{1}.postmodel.postplot.tetcont='on'; gui.flmodel{1}.postmodel.postplot.tetunit='Pa'; gui.flmodel{1}.postmodel.postplot.tetmap='jet'; gui.flmodel{1}.postmodel.postplot.tetmapdepth='1024'; gui.flmodel{1}.postmodel.postplot.tetbar='on'; gui.flmodel{1}.postmodel.postplot.tetusemap='on'; gui.flmodel{1}.postmodel.postplot.tetcolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.tetcoloring='interp'; gui.flmodel{1}.postmodel.postplot.tetfill='fill'; gui.flmodel{1}.postmodel.postplot.triplot='on'; gui.flmodel{1}.postmodel.postplot.tridata={'disp_smsld'}; gui.flmodel{1}.postmodel.postplot.trirangeauto='on'; gui.flmodel{1}.postmodel.postplot.trirangemin='0.0'; gui.flmodel{1}.postmodel.postplot.trirangemax='6.03800714871271E-9'; gui.flmodel{1}.postmodel.postplot.tricont='on'; gui.flmodel{1}.postmodel.postplot.triunit='m'; gui.flmodel{1}.postmodel.postplot.trimap='jet'; gui.flmodel{1}.postmodel.postplot.trimapdepth='1024'; gui.flmodel{1}.postmodel.postplot.tribar='on'; gui.flmodel{1}.postmodel.postplot.triusemap='on'; gui.flmodel{1}.postmodel.postplot.tricolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.tricoloring='interp'; gui.flmodel{1}.postmodel.postplot.trifill='fill'; gui.flmodel{1}.postmodel.postplot.linplot='off'; gui.flmodel{1}.postmodel.postplot.lindata={'disp_smsld'}; gui.flmodel{1}.postmodel.postplot.linrangeauto='on'; gui.flmodel{1}.postmodel.postplot.linrangemin=''; gui.flmodel{1}.postmodel.postplot.linrangemax=''; gui.flmodel{1}.postmodel.postplot.lincont='on'; gui.flmodel{1}.postmodel.postplot.linunit='m'; gui.flmodel{1}.postmodel.postplot.linmap='jet'; gui.flmodel{1}.postmodel.postplot.linmapdepth='1024'; gui.flmodel{1}.postmodel.postplot.linbar='on'; gui.flmodel{1}.postmodel.postplot.linusemap='on'; gui.flmodel{1}.postmodel.postplot.lincolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.lincoloring='interp'; gui.flmodel{1}.postmodel.postplot.arrowplot='off'; gui.flmodel{1}.postmodel.postplot.arrowploton='sub'; gui.flmodel{1}.postmodel.postplot.arrowdata={'u','v','w'}; gui.flmodel{1}.postmodel.postplot.arrowunit='m'; gui.flmodel{1}.postmodel.postplot.arrowbnddata={'u','v','w'}; gui.flmodel{1}.postmodel.postplot.arrowbndunit='m'; gui.flmodel{1}.postmodel.postplot.arrowedgdata={'u','v','w'}; gui.flmodel{1}.postmodel.postplot.arrowedgunit='m'; gui.flmodel{1}.postmodel.postplot.arrowxspacing='7'; gui.flmodel{1}.postmodel.postplot.arrowxvectorspacing=''; gui.flmodel{1}.postmodel.postplot.arrowxisvector='off'; gui.flmodel{1}.postmodel.postplot.arrowyspacing='7'; gui.flmodel{1}.postmodel.postplot.arrowyvectorspacing=''; gui.flmodel{1}.postmodel.postplot.arrowyisvector='off'; gui.flmodel{1}.postmodel.postplot.arrowzspacing='7'; gui.flmodel{1}.postmodel.postplot.arrowzvectorspacing=''; gui.flmodel{1}.postmodel.postplot.arrowzisvector='off'; gui.flmodel{1}.postmodel.postplot.arrowtype='cone'; gui.flmodel{1}.postmodel.postplot.arrowlength='proportional'; gui.flmodel{1}.postmodel.postplot.arrowcolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.arrowautoscale='on'; gui.flmodel{1}.postmodel.postplot.arrowscale='1'; gui.flmodel{1}.postmodel.postplot.princplot='off'; gui.flmodel{1}.postmodel.postplot.princploton='sub'; gui.flmodel{1}.postmodel.postplot.princdata={'s1_smsld','s1X_smsld','s1Y_smsld','s1Z_smsld','s2_smsld','s2X_smsld','s2Y_smsld','s2Z_smsld','s3_smsld','s3X_smsld','s3Y_smsld','s3Z_smsld'}; gui.flmodel{1}.postmodel.postplot.princunit='Pa'; gui.flmodel{1}.postmodel.postplot.princbnddata={'s1_smsld','s1X_smsld','s1Y_smsld','s1Z_smsld','s2_smsld','s2X_smsld','s2Y_smsld','s2Z_smsld','s3_smsld','s3X_smsld','s3Y_smsld','s3Z_smsld'}; gui.flmodel{1}.postmodel.postplot.princbndunit='Pa'; gui.flmodel{1}.postmodel.postplot.princxspacing='5'; gui.flmodel{1}.postmodel.postplot.princxvectorspacing=''; gui.flmodel{1}.postmodel.postplot.princxisvector='off'; gui.flmodel{1}.postmodel.postplot.princyspacing='5'; gui.flmodel{1}.postmodel.postplot.princyvectorspacing=''; gui.flmodel{1}.postmodel.postplot.princyisvector='off'; gui.flmodel{1}.postmodel.postplot.princzspacing='5'; gui.flmodel{1}.postmodel.postplot.princzvectorspacing=''; gui.flmodel{1}.postmodel.postplot.princzisvector='off'; gui.flmodel{1}.postmodel.postplot.princtype='cone'; gui.flmodel{1}.postmodel.postplot.princlength='proportional'; gui.flmodel{1}.postmodel.postplot.princcolor='0,153,0'; gui.flmodel{1}.postmodel.postplot.princautoscale='on'; gui.flmodel{1}.postmodel.postplot.princscale='1'; gui.flmodel{1}.postmodel.postplot.flowplot='off'; gui.flmodel{1}.postmodel.postplot.flowdata={'u2','v2','w2'}; gui.flmodel{1}.postmodel.postplot.flowunit='m/s'; gui.flmodel{1}.postmodel.postplot.flowuseexpression='off'; gui.flmodel{1}.postmodel.postplot.flowcolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.flowcolordata={'mises_smsld'}; gui.flmodel{1}.postmodel.postplot.flowcolorunit='Pa'; gui.flmodel{1}.postmodel.postplot.flowmap='jet'; gui.flmodel{1}.postmodel.postplot.flowmapdepth='1024'; gui.flmodel{1}.postmodel.postplot.flowbar='on'; gui.flmodel{1}.postmodel.postplot.flowlinetype='line'; gui.flmodel{1}.postmodel.postplot.flowradiusdata={'mises_smsld'}; gui.flmodel{1}.postmodel.postplot.flowradiusdatacheck='off'; gui.flmodel{1}.postmodel.postplot.flowradiusunit='Pa'; gui.flmodel{1}.postmodel.postplot.flowradiusautoscale='on'; gui.flmodel{1}.postmodel.postplot.flowradiusscale='1'; gui.flmodel{1}.postmodel.postplot.flowlines='20'; gui.flmodel{1}.postmodel.postplot.flowstart='sub'; gui.flmodel{1}.postmodel.postplot.flowstartx=''; gui.flmodel{1}.postmodel.postplot.flowstarty=''; gui.flmodel{1}.postmodel.postplot.flowstartz=''; gui.flmodel{1}.postmodel.postplot.flowisstartvector='off'; gui.flmodel{1}.postmodel.postplot.flowtol='0.001'; gui.flmodel{1}.postmodel.postplot.flowstattol='0.01'; gui.flmodel{1}.postmodel.postplot.flowlooptol='0.01'; gui.flmodel{1}.postmodel.postplot.flowmaxtime='Inf'; gui.flmodel{1}.postmodel.postplot.flowmaxsteps='5000'; gui.flmodel{1}.postmodel.postplot.flowback='on'; gui.flmodel{1}.postmodel.postplot.flownormal='off'; gui.flmodel{1}.postmodel.postplot.flowdistuniform='0.15'; gui.flmodel{1}.postmodel.postplot.flowdistmin='0.05'; gui.flmodel{1}.postmodel.postplot.flowdistmax='0.15'; gui.flmodel{1}.postmodel.postplot.flowseedmanual='off'; gui.flmodel{1}.postmodel.postplot.flowseed1=''; gui.flmodel{1}.postmodel.postplot.flowseed2=''; gui.flmodel{1}.postmodel.postplot.flowseed3=''; gui.flmodel{1}.postmodel.postplot.flowinitref='1'; gui.flmodel{1}.postmodel.postplot.flowignoredist='0.5'; gui.flmodel{1}.postmodel.postplot.flowsat='1.3'; gui.flmodel{1}.postmodel.postplot.flowdistend='0.5'; gui.flmodel{1}.postmodel.postplot.flowdens='none'; gui.flmodel{1}.postmodel.postplot.partplot='off'; gui.flmodel{1}.postmodel.postplot.partmasstype='mass'; gui.flmodel{1}.postmodel.postplot.partplotas='lines'; gui.flmodel{1}.postmodel.postplot.predefforces='khanforce_chns'; gui.flmodel{1}.postmodel.postplot.partforceparam0='radius,partr,1e-4'; gui.flmodel{1}.postmodel.postplot.partmass='4*pi/3*1e-9'; gui.flmodel{1}.postmodel.postplot.partforce={'','',''}; gui.flmodel{1}.postmodel.postplot.part_massless_flowdata={'u','v','w'}; gui.flmodel{1}.postmodel.postplot.part_massless_flowunit='m'; gui.flmodel{1}.postmodel.postplot.parttstartauto='on'; gui.flmodel{1}.postmodel.postplot.parttstart=''; gui.flmodel{1}.postmodel.postplot.partvelstart={'0','0','0'}; gui.flmodel{1}.postmodel.postplot.explicitcoord={'0','0','0'}; gui.flmodel{1}.postmodel.postplot.partuseexpression='off'; gui.flmodel{1}.postmodel.postplot.partcolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.partcolordata={'mises_smsld'}; gui.flmodel{1}.postmodel.postplot.partmap='jet'; gui.flmodel{1}.postmodel.postplot.partmapdepth='1024'; gui.flmodel{1}.postmodel.postplot.partbar='on'; gui.flmodel{1}.postmodel.postplot.partpointcolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.partpointautoscale='on'; gui.flmodel{1}.postmodel.postplot.partpointscale='1'; gui.flmodel{1}.postmodel.postplot.partdroptype='once'; gui.flmodel{1}.postmodel.postplot.partdroptimes=''; gui.flmodel{1}.postmodel.postplot.partdropfreq=''; gui.flmodel{1}.postmodel.postplot.partbnd='stick'; gui.flmodel{1}.postmodel.postplot.partlinetype='line'; gui.flmodel{1}.postmodel.postplot.partradiusdata={'mises_smsld'}; gui.flmodel{1}.postmodel.postplot.partradiusdatacheck='off'; gui.flmodel{1}.postmodel.postplot.partradiusunit='Pa'; gui.flmodel{1}.postmodel.postplot.partradiusautoscale='on'; gui.flmodel{1}.postmodel.postplot.partradiusscale='1'; gui.flmodel{1}.postmodel.postplot.partmasslessrtol='0.001'; gui.flmodel{1}.postmodel.postplot.partmasslessatolmanual='off'; gui.flmodel{1}.postmodel.postplot.partmasslessatol={''}; gui.flmodel{1}.postmodel.postplot.partmasslessstepsizemanual='off'; gui.flmodel{1}.postmodel.postplot.partmasslesstendauto='on'; gui.flmodel{1}.postmodel.postplot.partmasslessmaxstepsauto='on'; gui.flmodel{1}.postmodel.postplot.partmasslessedgetol='0.001'; gui.flmodel{1}.postmodel.postplot.partmasslesstvar='partt'; gui.flmodel{1}.postmodel.postplot.partmasslessstatic='off'; gui.flmodel{1}.postmodel.postplot.partmasslessres='5'; gui.flmodel{1}.postmodel.postplot.partrtol='0.001'; gui.flmodel{1}.postmodel.postplot.partatolmanual='off'; gui.flmodel{1}.postmodel.postplot.partatol={'',''}; gui.flmodel{1}.postmodel.postplot.partstepsizemanual='off'; gui.flmodel{1}.postmodel.postplot.parttendauto='on'; gui.flmodel{1}.postmodel.postplot.partmaxstepsauto='on'; gui.flmodel{1}.postmodel.postplot.partedgetol='0.001'; gui.flmodel{1}.postmodel.postplot.partvelvar={'partu','partv','partw'}; gui.flmodel{1}.postmodel.postplot.parttvar='partt'; gui.flmodel{1}.postmodel.postplot.partstatic='off'; gui.flmodel{1}.postmodel.postplot.partres='5'; gui.flmodel{1}.postmodel.postplot.maxminplot='off'; gui.flmodel{1}.postmodel.postplot.maxminsubdata={'mises_smsld'}; gui.flmodel{1}.postmodel.postplot.maxminsubdatacheck='on'; gui.flmodel{1}.postmodel.postplot.maxminsubunit='Pa'; gui.flmodel{1}.postmodel.postplot.maxminbnddata={'disp_smsld'}; gui.flmodel{1}.postmodel.postplot.maxminbnddatacheck='off'; gui.flmodel{1}.postmodel.postplot.maxminbndunit='m'; gui.flmodel{1}.postmodel.postplot.maxminedgdata={'disp_smsld'}; gui.flmodel{1}.postmodel.postplot.maxminedgdatacheck='off'; gui.flmodel{1}.postmodel.postplot.maxminedgunit='m'; gui.flmodel{1}.postmodel.postplot.geom='on'; gui.flmodel{1}.postmodel.postplot.roughplot='off'; gui.flmodel{1}.postmodel.postplot.autorefine='on'; gui.flmodel{1}.postmodel.postplot.refine='5'; gui.flmodel{1}.postmodel.postplot.geomnum={'Geom1'}; gui.flmodel{1}.postmodel.postplot.phase='0'; gui.flmodel{1}.postmodel.postplot.frame='ale'; gui.flmodel{1}.postmodel.postplot.solnum='0'; gui.flmodel{1}.postmodel.postplot.selectvia='stored'; gui.flmodel{1}.postmodel.postplot.autotitle='on'; gui.flmodel{1}.postmodel.postplot.customtitle=''; gui.flmodel{1}.postmodel.postplot.smoothinternal='on'; gui.flmodel{1}.postmodel.postplot.useellogic='off'; gui.flmodel{1}.postmodel.postplot.ellogic=''; gui.flmodel{1}.postmodel.postplot.ellogictype='all'; gui.flmodel{1}.postmodel.postplot.deformplot='on'; gui.flmodel{1}.postmodel.postplot.deformsub='on'; gui.flmodel{1}.postmodel.postplot.deformbnd='on'; gui.flmodel{1}.postmodel.postplot.deformedg='on'; gui.flmodel{1}.postmodel.postplot.deformsubdata={'u','v','w'}; gui.flmodel{1}.postmodel.postplot.deformsubunit='m'; gui.flmodel{1}.postmodel.postplot.deformbnddata={'u','v','w'}; gui.flmodel{1}.postmodel.postplot.deformbndunit='m'; gui.flmodel{1}.postmodel.postplot.deformedgdata={'u','v','w'}; gui.flmodel{1}.postmodel.postplot.deformedgunit='m'; gui.flmodel{1}.postmodel.postplot.deformautoscale='on'; gui.flmodel{1}.postmodel.postplot.deformscale='2849.56665'; gui.flmodel{1}.postmodel.postplot.animate_solnum='0'; gui.flmodel{1}.postmodel.postplot.animate_selectvia='stored'; gui.flmodel{1}.postmodel.postplot.filetype='AVI'; gui.flmodel{1}.postmodel.postplot.width='640'; gui.flmodel{1}.postmodel.postplot.height='480'; gui.flmodel{1}.postmodel.postplot.fps='10'; gui.flmodel{1}.postmodel.postplot.statfunctype='full'; gui.flmodel{1}.postmodel.postplot.statnframes='11'; gui.flmodel{1}.postmodel.postplot.reverse='off'; gui.flmodel{1}.postmodel.postplot.movieinmatlab='off'; gui.flmodel{1}.postmodel.postplot.copyaxis='off'; gui.flmodel{1}.postmodel.intdata{1}.intdata={'disp_smsld'}; gui.flmodel{1}.postmodel.intdata{1}.intunit='m'; gui.flmodel{1}.postmodel.intdata{1}.phase='0'; gui.flmodel{1}.postmodel.intdata{1}.solnum='0'; gui.flmodel{1}.postmodel.intdata{1}.selectvia='stored'; gui.flmodel{1}.postmodel.intdata{2}.autoorder='on'; gui.flmodel{1}.postmodel.intdata{2}.multiplyexpr='off'; gui.flmodel{1}.postmodel.intdata{2}.intdata={'disp_smsld'}; gui.flmodel{1}.postmodel.intdata{2}.intunit='m^2'; gui.flmodel{1}.postmodel.intdata{2}.phase='0'; gui.flmodel{1}.postmodel.intdata{2}.frame='ale'; gui.flmodel{1}.postmodel.intdata{2}.solnum='0'; gui.flmodel{1}.postmodel.intdata{2}.selectvia='stored'; gui.flmodel{1}.postmodel.intdata{3}.autoorder='on'; gui.flmodel{1}.postmodel.intdata{3}.multiplyexpr='off'; gui.flmodel{1}.postmodel.intdata{3}.intdata={'disp_smsld'}; gui.flmodel{1}.postmodel.intdata{3}.intunit='m^3'; gui.flmodel{1}.postmodel.intdata{3}.phase='0'; gui.flmodel{1}.postmodel.intdata{3}.frame='ale'; gui.flmodel{1}.postmodel.intdata{3}.solnum='0'; gui.flmodel{1}.postmodel.intdata{3}.selectvia='stored'; gui.flmodel{1}.postmodel.intdata{4}.autoorder='on'; gui.flmodel{1}.postmodel.intdata{4}.multiplyexpr='off'; gui.flmodel{1}.postmodel.intdata{4}.intdata={'mises_smsld'}; gui.flmodel{1}.postmodel.intdata{4}.intunit='J'; gui.flmodel{1}.postmodel.intdata{4}.phase='0'; gui.flmodel{1}.postmodel.intdata{4}.frame='ale'; gui.flmodel{1}.postmodel.intdata{4}.solnum='0'; gui.flmodel{1}.postmodel.intdata{4}.selectvia='stored'; gui.flmodel{1}.postmodel.domainplot.colordata={'disp_smsld'}; gui.flmodel{1}.postmodel.domainplot.colorrangeauto='on'; gui.flmodel{1}.postmodel.domainplot.colorrangemin=''; gui.flmodel{1}.postmodel.domainplot.colorrangemax=''; gui.flmodel{1}.postmodel.domainplot.colorcont='on'; gui.flmodel{1}.postmodel.domainplot.colorunit='m'; gui.flmodel{1}.postmodel.domainplot.surfacesurfacemap='jet'; gui.flmodel{1}.postmodel.domainplot.surfacesurfacemapdepth='1024'; gui.flmodel{1}.postmodel.domainplot.surfacesurfacebar='on'; gui.flmodel{1}.postmodel.domainplot.surfacesurfaceusemap='on'; gui.flmodel{1}.postmodel.domainplot.surfacesurfacecolor='255,0,0'; gui.flmodel{1}.postmodel.domainplot.surfacesurfacecoloring='interp'; gui.flmodel{1}.postmodel.domainplot.surfacesurfacefill='fill'; gui.flmodel{1}.postmodel.domainplot.surfacexyaxisxaxistype='arc'; gui.flmodel{1}.postmodel.domainplot.surfacexyaxisuseexpr='off'; gui.flmodel{1}.postmodel.domainplot.xaxisdata={'disp_smsld'}; gui.flmodel{1}.postmodel.domainplot.xaxisunit='m'; gui.flmodel{1}.postmodel.domainplot.yaxisdata={'disp_smsld'}; gui.flmodel{1}.postmodel.domainplot.yaxisunit='m'; gui.flmodel{1}.postmodel.domainplot.extrusion='off'; gui.flmodel{1}.postmodel.domainplot.lineyaxisdata={'disp_smsld'}; gui.flmodel{1}.postmodel.domainplot.lineyaxiscont='on'; gui.flmodel{1}.postmodel.domainplot.lineyaxisunit='m'; gui.flmodel{1}.postmodel.domainplot.linexaxisxaxistype='arc'; gui.flmodel{1}.postmodel.domainplot.linexaxisuseexpr='off'; gui.flmodel{1}.postmodel.domainplot.linexaxisdata={'disp_smsld'}; gui.flmodel{1}.postmodel.domainplot.linexaxisunit='m'; gui.flmodel{1}.postmodel.domainplot.linelinestyle='solid'; gui.flmodel{1}.postmodel.domainplot.linelinecolor='cyclecolor'; gui.flmodel{1}.postmodel.domainplot.linelinemarker='none'; gui.flmodel{1}.postmodel.domainplot.linelegend='off'; gui.flmodel{1}.postmodel.domainplot.linelinelabels='off'; gui.flmodel{1}.postmodel.domainplot.linecolor='255,0,0'; gui.flmodel{1}.postmodel.domainplot.linesurfacemap='jet'; gui.flmodel{1}.postmodel.domainplot.linesurfacemapdepth='1024'; gui.flmodel{1}.postmodel.domainplot.linesurfacebar='on'; gui.flmodel{1}.postmodel.domainplot.linesurfaceusemap='on'; gui.flmodel{1}.postmodel.domainplot.linesurfacecolor='255,0,0'; gui.flmodel{1}.postmodel.domainplot.linesurfacecoloring='interp'; gui.flmodel{1}.postmodel.domainplot.linesurfacefill='fill'; gui.flmodel{1}.postmodel.domainplot.pointyaxisdata={'disp_smsld'}; gui.flmodel{1}.postmodel.domainplot.pointyaxisunit='m'; gui.flmodel{1}.postmodel.domainplot.pointxxaxistype=''; gui.flmodel{1}.postmodel.domainplot.pointxuseexpr='off'; gui.flmodel{1}.postmodel.domainplot.pointxdata={'disp_smsld'}; gui.flmodel{1}.postmodel.domainplot.pointxunit='m'; gui.flmodel{1}.postmodel.domainplot.pointlinestyle='solid'; gui.flmodel{1}.postmodel.domainplot.pointlinecolor='cyclecolor'; gui.flmodel{1}.postmodel.domainplot.pointlinemarker='none'; gui.flmodel{1}.postmodel.domainplot.pointlegend='off'; gui.flmodel{1}.postmodel.domainplot.pointlinelabels='off'; gui.flmodel{1}.postmodel.domainplot.pointcolor='255,0,0'; gui.flmodel{1}.postmodel.domainplot.crossdispcolor='255,0,0'; gui.flmodel{1}.postmodel.domainplot.phase='0'; gui.flmodel{1}.postmodel.domainplot.frame='ale'; gui.flmodel{1}.postmodel.domainplot.solnum='0'; gui.flmodel{1}.postmodel.domainplot.selectvia='stored'; gui.flmodel{1}.postmodel.domainplot.autotitle='on'; gui.flmodel{1}.postmodel.domainplot.customtitle=''; gui.flmodel{1}.postmodel.domainplot.autolabelx='on'; gui.flmodel{1}.postmodel.domainplot.customlabelx=''; gui.flmodel{1}.postmodel.domainplot.autolabely='on'; gui.flmodel{1}.postmodel.domainplot.customlabely=''; gui.flmodel{1}.postmodel.domainplot.axistype={'lin','lin'}; gui.flmodel{1}.postmodel.domainplot.smoothinternal='on'; gui.flmodel{1}.postmodel.domainplot.autorefine='on'; gui.flmodel{1}.postmodel.domainplot.refine='1'; gui.flmodel{1}.postmodel.domainplot.plottypeind='0'; gui.flmodel{1}.postmodel.crossplot.refine='1'; gui.flmodel{1}.postmodel.crossplot.autorefine='on'; gui.flmodel{1}.postmodel.crossplot.slicedata={'mises_smsld'}; gui.flmodel{1}.postmodel.crossplot.slicerangeauto='on'; gui.flmodel{1}.postmodel.crossplot.slicerangemin=''; gui.flmodel{1}.postmodel.crossplot.slicerangemax=''; gui.flmodel{1}.postmodel.crossplot.slicecont='on'; gui.flmodel{1}.postmodel.crossplot.sliceunit='Pa'; gui.flmodel{1}.postmodel.crossplot.slicecoord={'0','1','0','0','0','1','0','0','0'}; gui.flmodel{1}.postmodel.crossplot.slicegeombound='on'; gui.flmodel{1}.postmodel.crossplot.slicecoordsys='global'; gui.flmodel{1}.postmodel.crossplot.slicelevels='5'; gui.flmodel{1}.postmodel.crossplot.slicevectorlevels=''; gui.flmodel{1}.postmodel.crossplot.sliceisvector='off'; gui.flmodel{1}.postmodel.crossplot.sliceactive='off'; gui.flmodel{1}.postmodel.crossplot.slicesurfacemap='jet'; gui.flmodel{1}.postmodel.crossplot.slicesurfacemapdepth='1024'; gui.flmodel{1}.postmodel.crossplot.slicesurfacebar='on'; gui.flmodel{1}.postmodel.crossplot.slicesurfaceusemap='on'; gui.flmodel{1}.postmodel.crossplot.slicesurfacecolor='255,0,0'; gui.flmodel{1}.postmodel.crossplot.slicesurfacecoloring='interp'; gui.flmodel{1}.postmodel.crossplot.slicesurfacefill='fill'; gui.flmodel{1}.postmodel.crossplot.extrusion='off'; gui.flmodel{1}.postmodel.crossplot.lineyaxisdata={'mises_smsld'}; gui.flmodel{1}.postmodel.crossplot.lineyaxisunit='Pa'; gui.flmodel{1}.postmodel.crossplot.linexaxisxaxistype='arc'; gui.flmodel{1}.postmodel.crossplot.linexaxisuseexpr='off'; gui.flmodel{1}.postmodel.crossplot.linexaxisdata={'mises_smsld'}; gui.flmodel{1}.postmodel.crossplot.linexaxisunit='Pa'; gui.flmodel{1}.postmodel.crossplot.linelinestyle='solid'; gui.flmodel{1}.postmodel.crossplot.linelinecolor='cyclecolor'; gui.flmodel{1}.postmodel.crossplot.linelinemarker='none'; gui.flmodel{1}.postmodel.crossplot.linelegend='off'; gui.flmodel{1}.postmodel.crossplot.linelinelabels='off'; gui.flmodel{1}.postmodel.crossplot.linecolor='255,0,0'; gui.flmodel{1}.postmodel.crossplot.linesurfacemap='jet'; gui.flmodel{1}.postmodel.crossplot.linesurfacemapdepth='1024'; gui.flmodel{1}.postmodel.crossplot.linesurfacebar='on'; gui.flmodel{1}.postmodel.crossplot.linesurfaceusemap='on'; gui.flmodel{1}.postmodel.crossplot.linesurfacecolor='255,0,0'; gui.flmodel{1}.postmodel.crossplot.linesurfacecoloring='interp'; gui.flmodel{1}.postmodel.crossplot.linesurfacefill='fill'; gui.flmodel{1}.postmodel.crossplot.lineresolution='200'; gui.flmodel{1}.postmodel.crossplot.linecoord={'0','1','0','0','0','0'}; gui.flmodel{1}.postmodel.crossplot.pointyaxisdata={'mises_smsld'}; gui.flmodel{1}.postmodel.crossplot.pointyaxisunit='Pa'; gui.flmodel{1}.postmodel.crossplot.pointxxaxistype=''; gui.flmodel{1}.postmodel.crossplot.pointxuseexpr='off'; gui.flmodel{1}.postmodel.crossplot.pointxdata={'mises_smsld'}; gui.flmodel{1}.postmodel.crossplot.pointxunit='Pa'; gui.flmodel{1}.postmodel.crossplot.pointlinestyle='solid'; gui.flmodel{1}.postmodel.crossplot.pointlinecolor='cyclecolor'; gui.flmodel{1}.postmodel.crossplot.pointlinemarker='none'; gui.flmodel{1}.postmodel.crossplot.pointlegend='off'; gui.flmodel{1}.postmodel.crossplot.pointlinelabels='off'; gui.flmodel{1}.postmodel.crossplot.pointcolor='255,0,0'; gui.flmodel{1}.postmodel.crossplot.pointcoord={'0','0','0'}; gui.flmodel{1}.postmodel.crossplot.crossdispcolor='255,0,0'; gui.flmodel{1}.postmodel.crossplot.phase='0'; gui.flmodel{1}.postmodel.crossplot.frame='ale'; gui.flmodel{1}.postmodel.crossplot.solnum='0'; gui.flmodel{1}.postmodel.crossplot.selectvia='stored'; gui.flmodel{1}.postmodel.crossplot.autotitle='on'; gui.flmodel{1}.postmodel.crossplot.customtitle=''; gui.flmodel{1}.postmodel.crossplot.autolabelx='on'; gui.flmodel{1}.postmodel.crossplot.customlabelx=''; gui.flmodel{1}.postmodel.crossplot.autolabely='on'; gui.flmodel{1}.postmodel.crossplot.customlabely=''; gui.flmodel{1}.postmodel.crossplot.axistype={'lin','lin'}; gui.flmodel{1}.postmodel.crossplot.smoothinternal='on'; gui.flmodel{1}.postmodel.crossplot.plottypeind='1'; gui.flmodel{1}.postmodel.dataexport.pntdata={'disp_smsld'}; gui.flmodel{1}.postmodel.dataexport.pntunit='m'; gui.flmodel{1}.postmodel.dataexport.pntlocation='element'; gui.flmodel{1}.postmodel.dataexport.pntlagorder='2'; gui.flmodel{1}.postmodel.dataexport.edgdata={'disp_smsld'}; gui.flmodel{1}.postmodel.dataexport.edgcont='off'; gui.flmodel{1}.postmodel.dataexport.edgunit='m'; gui.flmodel{1}.postmodel.dataexport.edglocation='element'; gui.flmodel{1}.postmodel.dataexport.edglagorder='2'; gui.flmodel{1}.postmodel.dataexport.bnddata={'disp_smsld'}; gui.flmodel{1}.postmodel.dataexport.bndcont='off'; gui.flmodel{1}.postmodel.dataexport.bndunit='m'; gui.flmodel{1}.postmodel.dataexport.bndlocation='element'; gui.flmodel{1}.postmodel.dataexport.bndlagorder='2'; gui.flmodel{1}.postmodel.dataexport.subdata={'mises_smsld'}; gui.flmodel{1}.postmodel.dataexport.subcont='off'; gui.flmodel{1}.postmodel.dataexport.subunit='Pa'; gui.flmodel{1}.postmodel.dataexport.subxspacing='10'; gui.flmodel{1}.postmodel.dataexport.subxvectorspacing=''; gui.flmodel{1}.postmodel.dataexport.subxisvector='off'; gui.flmodel{1}.postmodel.dataexport.subyspacing='10'; gui.flmodel{1}.postmodel.dataexport.subyvectorspacing=''; gui.flmodel{1}.postmodel.dataexport.subyisvector='off'; gui.flmodel{1}.postmodel.dataexport.subzspacing='10'; gui.flmodel{1}.postmodel.dataexport.subzvectorspacing=''; gui.flmodel{1}.postmodel.dataexport.subzisvector='off'; gui.flmodel{1}.postmodel.dataexport.sublocation='element'; gui.flmodel{1}.postmodel.dataexport.sublagorder='2'; gui.flmodel{1}.postmodel.dataexport.phase='0'; gui.flmodel{1}.postmodel.dataexport.frame='ale'; gui.flmodel{1}.postmodel.dataexport.solnum='0'; gui.flmodel{1}.postmodel.dataexport.selectvia='stored'; gui.flmodel{1}.postmodel.dataexport.exportformat='ptd'; gui.flmodel{1}.postmodel.dataexport.exportedim='3'; gui.flmodel{1}.postmodel.dataexport.struct='off'; gui.flmodel{1}.postmodel.datadisplay.fullprecision='off'; gui.flmodel{1}.postmodel.datadisplay.phase='0'; gui.flmodel{1}.postmodel.datadisplay.frame='ale'; gui.flmodel{1}.postmodel.datadisplay.solnum='0'; gui.flmodel{1}.postmodel.datadisplay.selectvia='stored'; gui.flmodel{1}.postmodel.datadisplay.interpdata={'mises_smsld'}; gui.flmodel{1}.postmodel.datadisplay.interpunit='Pa'; gui.flmodel{1}.postmodel.datadisplay.coord={'0','0','0'}; gui.flmodel{1}.postmodel.globalplot.globalyaxisexprs={}; gui.flmodel{1}.postmodel.globalplot.globalyaxisexprsdisp={}; gui.flmodel{1}.postmodel.globalplot.linexaxisxaxistype=''; gui.flmodel{1}.postmodel.globalplot.linexaxisuseexpr='off'; gui.flmodel{1}.postmodel.globalplot.globallinestyle='solid'; gui.flmodel{1}.postmodel.globalplot.globallinecolor='cyclecolor'; gui.flmodel{1}.postmodel.globalplot.globallinemarker='none'; gui.flmodel{1}.postmodel.globalplot.globallegend='off'; gui.flmodel{1}.postmodel.globalplot.globallinelabels='off'; gui.flmodel{1}.postmodel.globalplot.globalcolor='255,0,0'; gui.flmodel{1}.postmodel.globalplot.autotitle='on'; gui.flmodel{1}.postmodel.globalplot.customtitle=''; gui.flmodel{1}.postmodel.globalplot.autolabelx='on'; gui.flmodel{1}.postmodel.globalplot.customlabelx=''; gui.flmodel{1}.postmodel.globalplot.autolabely='on'; gui.flmodel{1}.postmodel.globalplot.customlabely=''; gui.flmodel{1}.postmodel.globalplot.axistype={'lin','lin'}; gui.flmodel{1}.postmodel.globalplot.phase='0'; gui.flmodel{1}.postmodel.globalplot.solnum='0'; gui.flmodel{1}.postmodel.globalplot.selectvia='stored'; gui.flmodel{1}.postmodel.globalplot.plotimported='off'; gui.flmodel{1}.geommodel.suppressed{1}=[]; gui.flmodel{1}.geommodel.suppressed{2}=[]; gui.flmodel{1}.geommodel.suppressed{3}=[]; gui.flmodel{1}.geommodel.suppressed{4}=[]; gui.flmodel{1}.meshmodel.meshplot.subplot='off'; gui.flmodel{1}.meshmodel.meshplot.meshsubuseexpression='off'; gui.flmodel{1}.meshmodel.meshplot.meshsubcolor='192,192,192'; gui.flmodel{1}.meshmodel.meshplot.meshsubbordercheck='on'; gui.flmodel{1}.meshmodel.meshplot.meshwiresubplot='on'; gui.flmodel{1}.meshmodel.meshplot.meshwiresubcolor='0,0,0'; gui.flmodel{1}.meshmodel.meshplot.bndplot='on'; gui.flmodel{1}.meshmodel.meshplot.meshbnduseexpression='off'; gui.flmodel{1}.meshmodel.meshplot.meshbndcolor='128,128,128'; gui.flmodel{1}.meshmodel.meshplot.meshbndbordercheck='on'; gui.flmodel{1}.meshmodel.meshplot.meshwirebndplot='on'; gui.flmodel{1}.meshmodel.meshplot.meshwirebndcolor='0,0,0'; gui.flmodel{1}.meshmodel.meshplot.edgplot='off'; gui.flmodel{1}.meshmodel.meshplot.meshedgcolor='0,0,0'; gui.flmodel{1}.meshmodel.meshplot.useellogic='off'; gui.flmodel{1}.meshmodel.meshplot.ellogic=''; gui.flmodel{1}.meshmodel.meshplot.ellogictype='all'; gui.flmodel{1}.meshmodel.meshplot.meshkeepfraction='1'; gui.flmodel{1}.meshmodel.meshplot.meshkeeptype='random'; gui.flmodel{1}.meshmodel.meshplot.meshmap='jet'; gui.flmodel{1}.meshmodel.meshplot.meshmapdepth='1024'; gui.flmodel{1}.meshmodel.meshplot.meshbar='on'; uq~ t��clear fem0 clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem0.version = vrsn; fem0.id = 43; fem0.geomdata = 'geom'; fem0.eqvars = 'on'; fem0.cplbndeq = 'on'; fem0.cplbndsh = 'off'; fem0.drawvalid = 'on'; fem0.geomvalid = 'on'; fem0.solvalid = 'on'; fem0.meshtime = 'TIME'; clear appl appl.mode.class = 'SmeSolid3'; appl.mode.type = 'cartesian'; appl.dim = {'u','v','w','p'}; appl.sdim = {'X','Y','Z'}; appl.name = 'smsld'; appl.module = 'SME'; appl.shape = {'shlag(2,''u'')','shlag(2,''v'')','shlag(2,''w'')'}; appl.gporder = 4; appl.cporder = 2; appl.sshape = 2; appl.border = 'off'; appl.assignsuffix = '_smsld'; appl.assign = {'Ex','EX_smsld','Ey','EY_smsld','Ez','EZ_smsld','Fx','FX_smsld', ... 'FxAmp','FXAmp_smsld','FxPh','FXPh_smsld','Fxg','FXg_smsld','Fy','FY_smsld', ... 'FyAmp','FYAmp_smsld','FyPh','FYPh_smsld','Fyg','FYg_smsld','Fz','FZ_smsld', ... 'FzAmp','FZAmp_smsld','FzPh','FZPh_smsld','Fzg','FZg_smsld','Gxy','GXY_smsld', ... 'Gxz','GXZ_smsld','Gyz','GYZ_smsld','Tax','TaX_smsld','Tay','TaY_smsld', ... 'Taz','TaZ_smsld','alphax','alphaX_smsld','alphay','alphaY_smsld', ... 'alphaz','alphaZ_smsld','ex','eX_smsld','exi','eXi_smsld','exy','eXY_smsld', ... 'exyi','eXYi_smsld','exz','eXZ_smsld','exzi','eXZi_smsld','ey','eY_smsld', ... 'eyi','eYi_smsld','eyz','eYZ_smsld','eyzi','eYZi_smsld','ez','eZ_smsld', ... 'ezi','eZi_smsld','nuxy','nuXY_smsld','nuxz','nuXZ_smsld','nuyz','nuYZ_smsld', ... 'sx','sX_smsld','sxi','sXi_smsld','sxy','sXY_smsld','sxyi','sXYi_smsld', ... 'sxz','sXZ_smsld','sxzi','sXZi_smsld','sy','sY_smsld','syi','sYi_smsld', ... 'syz','sYZ_smsld','syzi','sYZi_smsld','sz','sZ_smsld','szi','sZi_smsld'}; clear prop prop.elemdefault='Lag2'; prop.analysis='static'; prop.largedef='on'; prop.impl='weak'; prop.eigtype='freq'; prop.createframe='off'; prop.deformframe='ref'; prop.frame='ref'; clear weakconstr weakconstr.value = 'off'; weakconstr.dim = {'lm1','lm2','lm3'}; prop.weakconstr = weakconstr; appl.prop = prop; clear pnt pnt.Fx = {'0'}; pnt.FxAmp = {'1'}; pnt.FxPh = {'0'}; pnt.Fy = {'0'}; pnt.FyAmp = {'1'}; pnt.FyPh = {'0'}; pnt.Fz = {'0'}; pnt.FzAmp = {'1'}; pnt.FzPh = {'0'}; pnt.loadcoord = {'global'}; pnt.constrcoord = {'global'}; pnt.constrtype = {'standard'}; pnt.H = {{'0','0','0';'0','0','0';'0','0','0'}}; pnt.R = {{'0';'0';'0'}}; pnt.Rx = {'0'}; pnt.Hx = {'0'}; pnt.Ry = {'0'}; pnt.Hy = {'0'}; pnt.Rz = {'0'}; pnt.Hz = {'0'}; pnt.style = {{{'0'},{'0','0','0'}}}; pnt.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]; appl.pnt = pnt; clear edg edg.Fx = {'0'}; edg.FxAmp = {'1'}; edg.FxPh = {'0'}; edg.Fy = {'0'}; edg.FyAmp = {'1'}; edg.FyPh = {'0'}; edg.Fz = {'0'}; edg.FzAmp = {'1'}; edg.FzPh = {'0'}; edg.loadcoord = {'global'}; edg.constrcoord = {'global'}; edg.constrtype = {'standard'}; edg.H = {{'0','0','0';'0','0','0';'0','0','0'}}; edg.R = {{'0';'0';'0'}}; edg.Rx = {'0'}; edg.Hx = {'0'}; edg.Ry = {'0'}; edg.Hy = {'0'}; edg.Rz = {'0'}; edg.Hz = {'0'}; edg.style = {{{'0'},{'0','0','0'},{'solid'}}}; edg.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1, ... 1,1,1,1,1,1]; appl.edg = edg; clear bnd bnd.name = {'Fluid load','',''}; bnd.Fx = {'-lm7*dvol_ale/dvol','0','0'}; bnd.FxAmp = {'1','1','1'}; bnd.FxPh = {'0','0','0'}; bnd.Fy = {'-lm8*dvol_ale/dvol','0','0'}; bnd.FyAmp = {'1','1','1'}; bnd.FyPh = {'0','0','0'}; bnd.Fz = {'-lm9*dvol_ale/dvol','0','0'}; bnd.FzAmp = {'1','1','1'}; bnd.FzPh = {'0','0','0'}; bnd.loadcoord = {'global','global','global'}; bnd.constrcoord = {'global','global','global'}; bnd.constrtype = {'standard','standard','standard'}; bnd.constrcond = {'free','free','fixed'}; bnd.velx = {'0','0','0'}; bnd.Hvelx = {'0','0','0'}; bnd.accx = {'0','0','0'}; bnd.Haccx = {'0','0','0'}; bnd.vely = {'0','0','0'}; bnd.Hvely = {'0','0','0'}; bnd.accy = {'0','0','0'}; bnd.Haccy = {'0','0','0'}; bnd.velz = {'0','0','0'}; bnd.Hvelz = {'0','0','0'}; bnd.accz = {'0','0','0'}; bnd.Haccz = {'0','0','0'}; bnd.H = {{'0','0','0';'0','0','0';'0','0','0'},{'0','0','0';'0','0','0'; ... '0','0','0'},{'0','0','0';'0','0','0';'0','0','0'}}; bnd.R = {{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'}}; bnd.Rx = {'0','0','0'}; bnd.Hx = {'0','0','0'}; bnd.Ry = {'0','0','0'}; bnd.Hy = {'0','0','0'}; bnd.Rz = {'0','0','0'}; bnd.Hz = {'0','0','0'}; bnd.offset = {'0','0','0'}; bnd.pn = {'E_smsld/h*min(1e-4*5^auglagiter,0.1)','E_smsld/h*min(1e-4*5^auglagiter,0.1)', ... 'E_smsld/h*min(1e-4*5^auglagiter,0.1)'}; bnd.pt = {'E_smsld/h*min(1e-4*5^auglagiter,0.1)','E_smsld/h*min(1e-4*5^auglagiter,0.1)', ... 'E_smsld/h*min(1e-4*5^auglagiter,0.1)'}; bnd.frictiontype = {'nofriction','nofriction','nofriction'}; bnd.searchmethod = {'fast','fast','fast'}; bnd.searchdist = {'auto','auto','auto'}; bnd.mandist = {'1e-2','1e-2','1e-2'}; bnd.contacttol = {'auto','auto','auto'}; bnd.mantol = {'1e-6','1e-6','1e-6'}; bnd.dynfric = {'0','0','0'}; bnd.mustat = {'0','0','0'}; bnd.mudyn = {'0','0','0'}; bnd.dcfric = {'0','0','0'}; bnd.cohe = {'0','0','0'}; bnd.Ttmax = {'Inf','Inf','Inf'}; bnd.Tni = {'1e6','1e6','1e6'}; bnd.contact_oldi = {'0','0','0'}; bnd.Ttxi = {'1e6','1e6','1e6'}; bnd.xm_oldi = {'0','0','0'}; bnd.Ttyi = {'1e6','1e6','1e6'}; bnd.ym_oldi = {'0','0','0'}; bnd.Ttzi = {'1e6','1e6','1e6'}; bnd.zm_oldi = {'0','0','0'}; bnd.style = {{{'0'},{'217','217','217'}},{{'0'},{'0','0','255'}},{{'0'},{'0', ... '255','0'}}}; bnd.ind = [2,2,2,2,2,2,2,2,2,2,2,1,1,3,3,1,1,2]; appl.bnd = bnd; clear equ equ.shape = {[1;2;3],[1;2;3]}; equ.gporder = {{1;1;1;1},{1;1;1;1}}; equ.cporder = {{1;1;1;1},{1;1;1;1}}; equ.init = {{'0';'0';'0';'0'},{'0';'0';'0';'0'}}; equ.usage = {0,1}; equ.name = {'Fluid domain','Solid domain'}; equ.E = {'2.0e11','31100'}; equ.rho = {'7850','7850'}; equ.dampingtype = {'Rayleigh','Rayleigh'}; equ.alphadM = {'1','1'}; equ.betadK = {'0.001','0.001'}; equ.eta = {'0','0'}; equ.dinit = {{'0';'0';'0';'0'},{'0';'0';'0';'0'}}; equ.materialcoord = {'global','global'}; equ.materialmodel = {'iso','iso'}; equ.mixedform = {'0','0'}; equ.hypertype = {'neo_hookean','neo_hookean'}; equ.mu = {'8e5','8e5'}; equ.C10 = {'2e5','2e5'}; equ.C01 = {'2e5','2e5'}; equ.kappa = {'1e10','1e10'}; equ.hardeningmodel = {'iso','iso'}; equ.yieldtype = {'mises','mises'}; equ.isodata = {'tangent','tangent'}; equ.ETkin = {'2.0e10','2.0e10'}; equ.ETiso = {'2.0e10','2.0e10'}; equ.Sys = {'2.0e8','2.0e8'}; equ.Syfunc = {'mises_smsld','mises_smsld'}; equ.Syfunc_kin = {'misesKin_smsld','misesKin_smsld'}; equ.Shard = {'2.0e10/(1-2.0e10/2.0e11)*epe_smsld','2.0e10/(1-2.0e10/2.0e11)*epe_smsld'}; equ.ini_stress = {'0','0'}; equ.ini_strain = {'0','0'}; equ.alpha = {'1.2e-5','1.2e-5'}; equ.nu = {'0.33','.49'}; equ.Ex = {'2.0e11','2.0e11'}; equ.nuxy = {'0.33','0.33'}; equ.Gxy = {'7.52e10','7.52e10'}; equ.alphax = {'1.2e-5','1.2e-5'}; equ.sxi = {'0','0'}; equ.sxyi = {'0','0'}; equ.exi = {'0','0'}; equ.exyi = {'0','0'}; equ.Ey = {'2.0e11','2.0e11'}; equ.nuyz = {'0.33','0.33'}; equ.Gyz = {'7.52e10','7.52e10'}; equ.alphay = {'1.2e-5','1.2e-5'}; equ.syi = {'0','0'}; equ.syzi = {'0','0'}; equ.eyi = {'0','0'}; equ.eyzi = {'0','0'}; equ.Ez = {'2.0e11','2.0e11'}; equ.nuxz = {'0.33','0.33'}; equ.Gxz = {'7.52e10','7.52e10'}; equ.alphaz = {'1.2e-5','1.2e-5'}; equ.szi = {'0','0'}; equ.sxzi = {'0','0'}; equ.ezi = {'0','0'}; equ.exzi = {'0','0'}; equ.D = {{'2.0e11/((1+0.33)*(1-2*0.33))*(1-0.33)','2.0e11/((1+0.33)*(1-2*0.33))*0.33', ... '2.0e11/((1+0.33)*(1-2*0.33))*0.33','0','0','0';'2.0e11/((1+0.33)*(1-2*0.33))*0.33', ... '2.0e11/((1+0.33)*(1-2*0.33))*(1-0.33)','2.0e11/((1+0.33)*(1-2*0.33))*0.33', ... '0','0','0';'2.0e11/((1+0.33)*(1-2*0.33))*0.33','2.0e11/((1+0.33)*(1-2*0.33))*0.33', ... '2.0e11/((1+0.33)*(1-2*0.33))*(1-0.33)','0','0','0';'0','0','0','2.0e11/((1+0.33)*2)', ... '0','0';'0','0','0','0','2.0e11/((1+0.33)*2)','0';'0','0','0','0','0','2.0e11/((1+0.33)*2)'}, ... {'2.0e11/((1+0.33)*(1-2*0.33))*(1-0.33)','2.0e11/((1+0.33)*(1-2*0.33))*0.33', ... '2.0e11/((1+0.33)*(1-2*0.33))*0.33','0','0','0';'2.0e11/((1+0.33)*(1-2*0.33))*0.33', ... '2.0e11/((1+0.33)*(1-2*0.33))*(1-0.33)','2.0e11/((1+0.33)*(1-2*0.33))*0.33', ... '0','0','0';'2.0e11/((1+0.33)*(1-2*0.33))*0.33','2.0e11/((1+0.33)*(1-2*0.33))*0.33', ... '2.0e11/((1+0.33)*(1-2*0.33))*(1-0.33)','0','0','0';'0','0','0','2.0e11/((1+0.33)*2)', ... '0','0';'0','0','0','0','2.0e11/((1+0.33)*2)','0';'0','0','0','0','0','2.0e11/((1+0.33)*2)'}}; equ.alphavector = {{'1.2e-5';'1.2e-5';'1.2e-5';'0';'0';'0'},{'1.2e-5';'1.2e-5';'1.2e-5'; ... '0';'0';'0'}}; equ.Fx = {'0','0'}; equ.FxAmp = {'1','1'}; equ.FxPh = {'0','0'}; equ.Fy = {'0','0'}; equ.FyAmp = {'1','1'}; equ.FyPh = {'0','0'}; equ.Fz = {'0','0'}; equ.FzAmp = {'1','1'}; equ.FzPh = {'0','0'}; equ.loadcoord = {'global','global'}; equ.Tflag = {'0','0'}; equ.Temp = {'0','0'}; equ.Tempref = {'0','0'}; equ.constrcoord = {'global','global'}; equ.constrtype = {'standard','standard'}; equ.constrcond = {'free','free'}; equ.velx = {'0','0'}; equ.Hvelx = {'0','0'}; equ.accx = {'0','0'}; equ.Haccx = {'0','0'}; equ.vely = {'0','0'}; equ.Hvely = {'0','0'}; equ.accy = {'0','0'}; equ.Haccy = {'0','0'}; equ.velz = {'0','0'}; equ.Hvelz = {'0','0'}; equ.accz = {'0','0'}; equ.Haccz = {'0','0'}; equ.H = {{'0','0','0';'0','0','0';'0','0','0'},{'0','0','0';'0','0','0'; ... '0','0','0'}}; equ.R = {{'0';'0';'0'},{'0';'0';'0'}}; equ.Rx = {'0','0'}; equ.Hx = {'0','0'}; equ.Ry = {'0','0'}; equ.Hy = {'0','0'}; equ.Rz = {'0','0'}; equ.Hz = {'0','0'}; equ.dx = {'1','1'}; equ.Lx = {'dx_smsld','dx_smsld'}; equ.dy = {'1','1'}; equ.Ly = {'dy_smsld','dy_smsld'}; equ.dz = {'1','1'}; equ.Lz = {'dz_smsld','dz_smsld'}; equ.dr = {'1','1'}; equ.Lr = {'dr_smsld','dr_smsld'}; equ.R0 = {'1','1'}; equ.userPML = {{'0';'0';'0'},{'0';'0';'0'}}; equ.PMLtype = {'none','none'}; equ.coordOnx = {'0','0'}; equ.coordOny = {'0','0'}; equ.coordOnz = {'0','0'}; equ.x0 = {'0','0'}; equ.y0 = {'0','0'}; equ.z0 = {'0','0'}; equ.srcaxis = {{'0';'0';'0'},{'0';'0';'0'}}; equ.coord = {'global','global'}; equ.rOn = {'0','0'}; equ.style = {{{'0'},{'217','217','217'}},{{'0'},{'0','0','255'}}}; equ.ind = [1,1,2]; appl.equ = equ; appl.var = {'t_old_ini','-1'}; fem0.appl{1} = appl; clear appl appl.mode.class = 'MovingMesh'; appl.mode.type = 'cartesian'; appl.dim = {}; appl.sdim = {'X','Y','Z'}; appl.name = 'ale'; appl.shape = {'shlag(2,''lm4'')','shlag(2,''lm5'')','shlag(2,''lm6'')','shlag(2,''x'')','shlag(2,''y'')','shlag(2,''z'')'}; appl.gporder = {10,4}; appl.cporder = 2; appl.sshape = 2; appl.border = 'off'; appl.assignsuffix = '_ale'; clear prop prop.elemdefault='Lag2'; prop.smoothing='winslow'; prop.analysis='static'; prop.allowremesh='off'; prop.definesframe='ale'; prop.origrefframe='ale'; prop.frame='ref'; clear weakconstr weakconstr.value = 'non-ideal'; weakconstr.dim = {'lm4','lm5','lm6'}; prop.weakconstr = weakconstr; appl.prop = prop; clear bnd bnd.name = {'Fixed','','Structural displacement'}; bnd.constrcoord = {'global','global','global'}; bnd.type = {'def','def','def'}; bnd.deform = {{'0';'0';'0'},{'0';'0';'0'},{'u';'v';'w'}}; bnd.veldeform = {{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'}}; bnd.defflag = {{'1';'1';'1'},{'0';'0';'0'},{'1';'1';'1'}}; bnd.veldefflag = {{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'}}; bnd.weakconstr = {'1','1','1'}; bnd.wcshape = {[1;2;3],[1;2;3],[1;2;3]}; bnd.wcgporder = {{1;1;1},{1;1;1},{1;1;1}}; bnd.wcinit = {{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'}}; bnd.style = {{{'0'},{'217','217','217'}},{{'0'},{'0','255','0'}},{{'0'},{'217', ... '217','217'}}}; bnd.ind = [1,1,1,1,1,1,1,1,1,2,1,3,3,2,2,3,3,1]; appl.bnd = bnd; clear equ equ.shape = {[4;5;6],[4;5;6]}; equ.gporder = {{2;2;2},{2;2;2}}; equ.cporder = {{1;1;1},{1;1;1}}; equ.init = {{'xinit_ale';'yinit_ale';'zinit_ale'},{'xinit_ale';'yinit_ale'; ... 'zinit_ale'}}; equ.usage = {1,1}; equ.name = {'Fluid domain','Solid domain'}; equ.type = {'free','phys'}; equ.physexpr = {{'0';'0';'0'},{'u';'v';'w'}}; equ.presexpr = {{'0';'0';'0'},{'0';'0';'0'}}; equ.dinit = {{'0';'0';'0'},{'0';'0';'0'}}; equ.style = {{{'0'},{'217','217','217'}},{{'0'},{'217','217','217'}}}; equ.ind = [1,1,2]; appl.equ = equ; fem0.appl{2} = appl; clear appl appl.mode.class = 'NavierStokes'; appl.mode.type = 'cartesian'; appl.dim = {'u2','v2','w2','p2','logk','logd','nxw','nyw','nzw'}; appl.sdim = {'x','y','z'}; appl.name = 'chns'; appl.module = 'CHEM'; appl.shape = {'shlag(2,''lm7'')','shlag(2,''lm8'')','shlag(2,''lm9'')','shlag(2,''u2'')','shlag(2,''v2'')','shlag(2,''w2'')','shlag(1,''p2'')'}; appl.gporder = {10,4,2}; appl.cporder = {2,1}; appl.sshape = 2; appl.border = 'off'; appl.assignsuffix = '_chns'; clear prop prop.elemdefault='Lagp2p1'; prop.analysis='static'; prop.stensor='full'; prop.cornersmoothing='Off'; prop.nisot='Off'; prop.turbmodel='None'; prop.nonnewtonian='Off'; prop.brinkmandef='Off'; prop.GLSdef='false'; prop.frame='ale'; clear weakconstr weakconstr.value = 'non-ideal'; weakconstr.dim = {'lm7','lm8','lm9','lm10','lm11'}; prop.weakconstr = weakconstr; appl.prop = prop; clear pnt pnt.p0 = {'0'}; pnt.pnton = {'0'}; pnt.style = {{{'0'},{'0','0','0'}}}; pnt.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]; appl.pnt = pnt; clear edg edg.style = {{{'0'},{'0','0','0'},{'solid'}}}; edg.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1, ... 1,1,1,1,1,1]; appl.edg = edg; clear bnd bnd.name = {'','','','Structural velocity'}; bnd.type = {'uv','neutral','noslip','uv'}; bnd.u0 = {'.5','0','0','ut'}; bnd.v0 = {'0','0','0','vt'}; bnd.w0 = {'0','0','0','wt'}; bnd.p0 = {'0','0','0','0'}; bnd.k0 = {'0','0','0','0'}; bnd.d0 = {'0','0','0','0'}; bnd.TinType = {'LTIT','LTIT','LTIT','LTIT'}; bnd.LT = {'0.07','0.07','0.07','0.07'}; bnd.IT = {'0.054','0.054','0.054','0.054'}; bnd.uw = {'0','0','0','0'}; bnd.vw = {'0','0','0','0'}; bnd.ww = {'0','0','0','0'}; bnd.dwType = {'dw','dw','dw','dw'}; bnd.dw = {'h','h','h','h'}; bnd.yplus = {'100','100','100','100'}; bnd.relExpr = {{},{},{},{}}; bnd.U0 = {'0','0','0','0'}; bnd.V0 = {'0','0','0','0'}; bnd.p0_inl = {'0','0','0','0'}; bnd.L0 = {'1','1','1','1'}; bnd.flowtype = {'velocity','velocity','velocity','velocity'}; bnd.constr0 = {'0','0','0','0'}; bnd.weakconstr = {'1','1','1','1'}; bnd.wcshape = {[1;2;3],[1;2;3],[1;2;3],[1;2;3]}; bnd.wcgporder = {{1;1;1},{1;1;1},{1;1;1},{1;1;1}}; bnd.wcinit = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; bnd.style = {{{'0'},{'0','255','255'}},{{'0'},{'0','255','0'}},{{'0'},{'0', ... '0','255'}},{{'0'},{'217','217','217'}}}; bnd.ind = [1,2,2,2,2,2,3,3,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.shape = {[4;5;6;7],[4;5;6;7]}; equ.gporder = {{2;2;2;3},{2;2;2;3}}; equ.cporder = {{1;1;1;2},{1;1;1;2}}; equ.init = {{'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0';'0'; ... '0';'0';'0'}}; equ.usage = {1,0}; equ.name = {'Fluid domain','Solid domain'}; equ.rho = {'1000','1'}; equ.eta = {'.001','1'}; equ.F_x = {'0','0'}; equ.F_y = {'0','0'}; equ.F_z = {'0','0'}; equ.relExpr = {{},{}}; equ.eta0 = {'1','1'}; equ.m = {'0','0'}; equ.n = {'0','0'}; equ.lambda = {'0','0'}; equ.eta_inf = {'0','0'}; equ.type_visc = {'power','power'}; equ.kappadv = {'0','0'}; equ.k = {'1','1'}; equ.brinkmaneqns = {'0','0'}; equ.idon = {{'0'},{'0'}}; equ.delid = {{'0.5'},{'0.5'}}; equ.sdon = {{'0'},{'0'}}; equ.sdtype = {{'pgc'},{'pgc'}}; equ.delsd = {{'0.25'},{'0.25'}}; equ.cdon = {{'0'},{'0'}}; equ.cdtype = {{'sc'},{'sc'}}; equ.delcd = {{'0.35'},{'0.35'}}; equ.pson = {{'0'},{'0'}}; equ.delps = {{'1'},{'1'}}; equ.idTon = {'1','1'}; equ.delidT = {'0.5','0.5'}; equ.sdTon = {'1','1'}; equ.sdTtype = {'ad','ad'}; equ.delsdT = {'0.5','0.5'}; equ.style = {{{'0'},{'217','217','217'}},{{'0'},{'217','217','217'}}}; equ.ind = [1,1,2]; appl.equ = equ; fem0.appl{3} = appl; fem0.geom = flbinary('fem44','geom','tutorial5.mph'); fem0.mesh = flbinary('fem44.0','mesh','tutorial5.mph'); fem0.sdim = {{'X','Y','Z'},{'x','y','z'}}; fem0.frame = {'ref','ale'}; fem0.shape = {'shlag(''order'',2,''basename'',''x'',''frame'',''ale'')','shlag(''order'',2,''basename'',''y'',''frame'',''ale'')','shlag(''order'',2,''basename'',''z'',''frame'',''ale'')','shlag(''order'',2,''basename'',''u2'',''frame'',''ale'')','shlag(''order'',2,''basename'',''v2'',''frame'',''ale'')','shlag(''order'',2,''basename'',''w2'',''frame'',''ale'')','shlag(''order'',1,''basename'',''p2'',''frame'',''ale'')','shlag(2,''u'')','shlag(2,''v'')','shlag(2,''w'')','shlag(2,''lm4'')','shlag(2,''lm5'')','shlag(2,''lm6'')','shlag(2,''lm7'')','shlag(2,''lm8'')','shlag(2,''lm9'')'}; fem0.gporder = {4,2,10}; fem0.cporder = {2,1}; clear sshape sshape.dvolname = 'dvol'; sshape.frame = 'ref'; sshape.sorder = 2; sshape.type = 'fixed'; fem0.sshape{1} = sshape; clear sshape sshape.dvolname = 'dvol_ale'; sshape.frame = 'ale'; sshape.sorder = 2; sshape.type = 'moving_abs'; sshape.refframe = 'ref'; fem0.sshape{2} = sshape; clear sshape sshape.dvolname = 'dvol_ale'; sshape.frame = 'ale'; sshape.sorder = 2; sshape.type = 'moving_rel'; sshape.sdimdofs = {'u','v','w'}; sshape.refframe = 'ref'; fem0.sshape{3} = sshape; fem0.simplify = 'on'; fem0.border = 1; fem0.form = 'weak'; clear units; units.basesystem = 'SI'; fem0.units = units; clear equ equ.shape = {[1;2;3;4;5;6;7],[8;9;10]}; equ.gporder = {{1;1;1;1;1;1;1;1;1;1;2},{1;1;1;1;1;1;1;1;1;1;2}}; equ.cporder = {{1;1;1;1;1;1;1;1;1;1;2},{1;1;1;1;1;1;1;1;1;1;2}}; equ.init = {{'0';'0';'0';'0';'xinit_ale';'yinit_ale';'zinit_ale';'0';'0'; ... '0';'0'},{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'}}; equ.dinit = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0'}}; equ.weak = {{'0';'0';'0';'0';'-Xx*test(xx)-Xy*test(xy)-Xz*test(xz)';'-Yx*test(yx)-Yy*test(yy)-Yz*test(yz)'; ... '-Zx*test(zx)-Zy*test(zy)-Zz*test(zz)';'(-2*eta_chns*u2x+p2)*test(u2x)-eta_chns*(u2y+v2x)*test(u2y)-eta_chns*(u2z+w2x)*test(u2z)-rho_chns*(u2*u2x+v2*u2y+w2*u2z)*test(u2)'; ... '-eta_chns*(v2x+u2y)*test(v2x)+(-2*eta_chns*v2y+p2)*test(v2y)-eta_chns*(v2z+w2y)*test(v2z)-rho_chns*(u2*v2x+v2*v2y+w2*v2z)*test(v2)'; ... '-eta_chns*(w2x+u2z)*test(w2x)-eta_chns*(w2y+v2z)*test(w2y)+(-2*eta_chns*w2z+p2)*test(w2z)-rho_chns*(u2*w2x+v2*w2y+w2*w2z)*test(w2)'; ... '-divU_chns*test(p2)'},{'-eX_smsld_test*SX_smsld-eY_smsld_test*SY_smsld-eZ_smsld_test*SZ_smsld-2*eXY_smsld_test*SXY_smsld-2*eYZ_smsld_test*SYZ_smsld-2*eXZ_smsld_test*SXZ_smsld'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0';'0'}}; equ.dweak = {{'0';'0';'0';'0';'0';'0';'0';'rho_chns*u2t*test(u2)';'rho_chns*v2t*test(v2)'; ... 'rho_chns*w2t*test(w2)';'0'},{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'}}; equ.constr = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0'}}; equ.sshape = {[1;2],[1;3]}; equ.sshapedim = {{1;1;1;1;2;2;2;2;2;2;2},{1;1;1;1;3;3;3;3;3;3;3}}; equ.ind = [1,1,2]; equ.dim = {'u','v','w','p','x','y','z','u2','v2','w2','p2'}; equ.var = {'FXg_smsld',{'','0'}, ... 'FYg_smsld',{'','0'}, ... 'FZg_smsld',{'','0'}, ... 'disp_smsld',{'','sqrt(real(u)^2+real(v)^2+real(w)^2)'}, ... 'sX_smsld',{'','(F11_smsld*(SX_smsld*F11_smsld+SXY_smsld*F12_smsld+SXZ_smsld*F13_smsld)+F12_smsld*(SXY_smsld*F11_smsld+SY_smsld*F12_smsld+SYZ_smsld*F13_smsld)+F13_smsld*(SXZ_smsld*F11_smsld+SYZ_smsld*F12_smsld+SZ_smsld*F13_smsld))/J_smsld'}, ... 'sY_smsld',{'','(F21_smsld*(SX_smsld*F21_smsld+SXY_smsld*F22_smsld+SXZ_smsld*F23_smsld)+F22_smsld*(SXY_smsld*F21_smsld+SY_smsld*F22_smsld+SYZ_smsld*F23_smsld)+F23_smsld*(SXZ_smsld*F21_smsld+SYZ_smsld*F22_smsld+SZ_smsld*F23_smsld))/J_smsld'}, ... 'sZ_smsld',{'','(F31_smsld*(SX_smsld*F31_smsld+SXY_smsld*F32_smsld+SXZ_smsld*F33_smsld)+F32_smsld*(SXY_smsld*F31_smsld+SY_smsld*F32_smsld+SYZ_smsld*F33_smsld)+F33_smsld*(SXZ_smsld*F31_smsld+SYZ_smsld*F32_smsld+SZ_smsld*F33_smsld))/J_smsld'}, ... 'sXY_smsld',{'','(F11_smsld*(SX_smsld*F21_smsld+SXY_smsld*F22_smsld+SXZ_smsld*F23_smsld)+F12_smsld*(SXY_smsld*F21_smsld+SY_smsld*F22_smsld+SYZ_smsld*F23_smsld)+F13_smsld*(SXZ_smsld*F21_smsld+SYZ_smsld*F22_smsld+SZ_smsld*F23_smsld))/J_smsld'}, ... 'sYZ_smsld',{'','(F21_smsld*(SX_smsld*F31_smsld+SXY_smsld*F32_smsld+SXZ_smsld*F33_smsld)+F22_smsld*(SXY_smsld*F31_smsld+SY_smsld*F32_smsld+SYZ_smsld*F33_smsld)+F23_smsld*(SXZ_smsld*F31_smsld+SYZ_smsld*F32_smsld+SZ_smsld*F33_smsld))/J_smsld'}, ... 'sXZ_smsld',{'','(F11_smsld*(SX_smsld*F31_smsld+SXY_smsld*F32_smsld+SXZ_smsld*F33_smsld)+F12_smsld*(SXY_smsld*F31_smsld+SY_smsld*F32_smsld+SYZ_smsld*F33_smsld)+F13_smsld*(SXZ_smsld*F31_smsld+SYZ_smsld*F32_smsld+SZ_smsld*F33_smsld))/J_smsld'}, ... 'eX_smsld',{'','uX+0.5*(uX^2+vX^2+wX^2)'}, ... 'eY_smsld',{'','vY+0.5*(uY^2+vY^2+wY^2)'}, ... 'eZ_smsld',{'','wZ+0.5*(uZ^2+vZ^2+wZ^2)'}, ... 'eXY_smsld',{'','0.5*(uY+vX+uX*uY+vX*vY+wX*wY)'}, ... 'eYZ_smsld',{'','0.5*(vZ+wY+uY*uZ+vY*vZ+wY*wZ)'}, ... 'eXZ_smsld',{'','0.5*(uZ+wX+uX*uZ+vX*vZ+wX*wZ)'}, ... 'SX_smsld',{'','E_smsld*(1-nu_smsld)*eX_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*nu_smsld*eY_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*nu_smsld*eZ_smsld/((1+nu_smsld)*(1-2*nu_smsld))'}, ... 'SY_smsld',{'','E_smsld*nu_smsld*eX_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*(1-nu_smsld)*eY_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*nu_smsld*eZ_smsld/((1+nu_smsld)*(1-2*nu_smsld))'}, ... 'SZ_smsld',{'','E_smsld*nu_smsld*eX_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*nu_smsld*eY_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*(1-nu_smsld)*eZ_smsld/((1+nu_smsld)*(1-2*nu_smsld))'}, ... 'SXY_smsld',{'','E_smsld*eXY_smsld/(1+nu_smsld)'}, ... 'SYZ_smsld',{'','E_smsld*eYZ_smsld/(1+nu_smsld)'}, ... 'SXZ_smsld',{'','E_smsld*eXZ_smsld/(1+nu_smsld)'}, ... 'K_smsld',{'','E_smsld/(3*(1-2*nu_smsld))'}, ... 'G_smsld',{'','0.5*E_smsld/(1+nu_smsld)'}, ... 'mises_smsld',{'','sqrt(sX_smsld^2+sY_smsld^2+sZ_smsld^2-sX_smsld*sY_smsld-sY_smsld*sZ_smsld-sX_smsld*sZ_smsld+3*sXY_smsld^2+3*sYZ_smsld^2+3*sXZ_smsld^2)'}, ... 'Ws_smsld',{'','0.5*(sX_smsld*eX_smsld+sY_smsld*eY_smsld+sZ_smsld*eZ_smsld+2*sXY_smsld*eXY_smsld+2*sYZ_smsld*eYZ_smsld+2*sXZ_smsld*eXZ_smsld)'}, ... 'evol_smsld',{'','-1+Jel_smsld'}, ... 'F11_smsld',{'','1+uX'}, ... 'F12_smsld',{'','uY'}, ... 'F13_smsld',{'','uZ'}, ... 'F21_smsld',{'','vX'}, ... 'F22_smsld',{'','1+vY'}, ... 'F23_smsld',{'','vZ'}, ... 'F31_smsld',{'','wX'}, ... 'F32_smsld',{'','wY'}, ... 'F33_smsld',{'','1+wZ'}, ... 'detF_smsld',{'','F11_smsld*F22_smsld*F33_smsld+F12_smsld*F23_smsld*F31_smsld+F13_smsld*F21_smsld*F32_smsld-F11_smsld*F23_smsld*F32_smsld-F12_smsld*F21_smsld*F33_smsld-F13_smsld*F22_smsld*F31_smsld'}, ... 'J_smsld',{'','detF_smsld'}, ... 'Jel_smsld',{'','J_smsld'}, ... 'invF11_smsld',{'','(F22_smsld*F33_smsld-F23_smsld*F32_smsld)/detF_smsld'}, ... 'invF12_smsld',{'','(F13_smsld*F32_smsld-F12_smsld*F33_smsld)/detF_smsld'}, ... 'invF13_smsld',{'','(F12_smsld*F23_smsld-F13_smsld*F22_smsld)/detF_smsld'}, ... 'invF21_smsld',{'','(F31_smsld*F23_smsld-F21_smsld*F33_smsld)/detF_smsld'}, ... 'invF22_smsld',{'','(F11_smsld*F33_smsld-F31_smsld*F13_smsld)/detF_smsld'}, ... 'invF23_smsld',{'','(F21_smsld*F13_smsld-F11_smsld*F23_smsld)/detF_smsld'}, ... 'invF31_smsld',{'','(F21_smsld*F32_smsld-F31_smsld*F22_smsld)/detF_smsld'}, ... 'invF32_smsld',{'','(F31_smsld*F12_smsld-F11_smsld*F32_smsld)/detF_smsld'}, ... 'invF33_smsld',{'','(F11_smsld*F22_smsld-F21_smsld*F12_smsld)/detF_smsld'}, ... 'tresca_smsld',{'','max(max(abs(s1_smsld-s2_smsld),abs(s2_smsld-s3_smsld)),abs(s1_smsld-s3_smsld))'}, ... 'xinit_ale',{'X','X'}, ... 'yinit_ale',{'Y','Y'}, ... 'zinit_ale',{'Z','Z'}, ... 'dx_ale',{'x-X','x-X'}, ... 'dy_ale',{'y-Y','y-Y'}, ... 'dz_ale',{'z-Z','z-Z'}, ... 'U_chns',{'sqrt(u2^2+v2^2+w2^2)',''}, ... 'Vx_chns',{'w2y-v2z',''}, ... 'Vy_chns',{'u2z-w2x',''}, ... 'Vz_chns',{'v2x-u2y',''}, ... 'V_chns',{'sqrt(Vx_chns^2+Vy_chns^2+Vz_chns^2)',''}, ... 'divU_chns',{'u2x+v2y+w2z',''}, ... 'cellRe_chns',{'rho_chns*U_chns*h_ale/eta_chns',''}, ... 'res_u2_chns',{'rho_chns*(u2*u2x+v2*u2y+w2*u2z)+p2x-F_x_chns-eta_chns*(2*u2xx+u2yy+v2xy+u2zz+w2xz)', ... ''}, ... 'res_tst_u2_chns',{'nojac(rho_chns)*(nojac(u2)*u2x+nojac(v2)*u2y+nojac(w2)*u2z)+p2x-nojac(eta_chns)*(2*u2xx+u2yy+v2xy+u2zz+w2xz)', ... ''}, ... 'res_sc_u2_chns',{'rho_chns*(u2*u2x+v2*u2y+w2*u2z)+p2x-F_x_chns', ... ''}, ... 'res_v2_chns',{'rho_chns*(u2*v2x+v2*v2y+w2*v2z)+p2y-F_y_chns-eta_chns*(v2xx+u2yx+2*v2yy+v2zz+w2yz)', ... ''}, ... 'res_tst_v2_chns',{'nojac(rho_chns)*(nojac(u2)*v2x+nojac(v2)*v2y+nojac(w2)*v2z)+p2y-nojac(eta_chns)*(v2xx+u2yx+2*v2yy+v2zz+w2yz)', ... ''}, ... 'res_sc_v2_chns',{'rho_chns*(u2*v2x+v2*v2y+w2*v2z)+p2y-F_y_chns', ... ''}, ... 'res_w2_chns',{'rho_chns*(u2*w2x+v2*w2y+w2*w2z)+p2z-F_z_chns-eta_chns*(w2xx+u2zx+w2yy+v2zy+2*w2zz)', ... ''}, ... 'res_tst_w2_chns',{'nojac(rho_chns)*(nojac(u2)*w2x+nojac(v2)*w2y+nojac(w2)*w2z)+p2z-nojac(eta_chns)*(w2xx+u2zx+w2yy+v2zy+2*w2zz)', ... ''}, ... 'res_sc_w2_chns',{'rho_chns*(u2*w2x+v2*w2y+w2*w2z)+p2z-F_z_chns', ... ''}, ... 'beta_x_chns',{'rho_chns*u2',''}, ... 'beta_y_chns',{'rho_chns*v2',''}, ... 'beta_z_chns',{'rho_chns*w2',''}, ... 'Dm_chns',{'eta_chns',''}, ... 'da_chns',{'rho_chns',''},'E_smsld',{'','31100'}, ... 'rho_smsld',{'','7850'}, ... 'alphadM_smsld',{'','1'}, ... 'betadK_smsld',{'','0.001'}, ... 'eta_smsld',{'','0'}, ... 'mixedform_smsld',{'','0'}, ... 'mu_smsld',{'','800000'}, ... 'C10_smsld',{'','200000'}, ... 'C01_smsld',{'','200000'}, ... 'kappa_smsld',{'','10000000000'}, ... 'ETkin_smsld',{'','20000000000'}, ... 'ETiso_smsld',{'','20000000000'}, ... 'Sys_smsld',{'','200000000'}, ... 'Syfunc_smsld',{'','mises_smsld'}, ... 'Syfunc_kin_smsld',{'','misesKin_smsld'}, ... 'Shard_smsld',{'','22222222222.22222*epe_smsld'}, ... 'alpha_smsld',{'','1.2e-005'}, ... 'nu_smsld',{'','0.49'}, ... 'EX_smsld',{'','200000000000'}, ... 'nuXY_smsld',{'','0.33'}, ... 'GXY_smsld',{'','75200000000'}, ... 'alphaX_smsld',{'','1.2e-005'}, ... 'sXi_smsld',{'','0'}, ... 'sXYi_smsld',{'','0'}, ... 'eXi_smsld',{'','0'}, ... 'eXYi_smsld',{'','0'}, ... 'EY_smsld',{'','200000000000'}, ... 'nuYZ_smsld',{'','0.33'}, ... 'GYZ_smsld',{'','75200000000'}, ... 'alphaY_smsld',{'','1.2e-005'}, ... 'sYi_smsld',{'','0'}, ... 'sYZi_smsld',{'','0'}, ... 'eYi_smsld',{'','0'}, ... 'eYZi_smsld',{'','0'}, ... 'EZ_smsld',{'','200000000000'}, ... 'nuXZ_smsld',{'','0.33'}, ... 'GXZ_smsld',{'','75200000000'}, ... 'alphaZ_smsld',{'','1.2e-005'}, ... 'sZi_smsld',{'','0'}, ... 'sXZi_smsld',{'','0'}, ... 'eZi_smsld',{'','0'}, ... 'eXZi_smsld',{'','0'}, ... 'FX_smsld',{'','0'}, ... 'FXAmp_smsld',{'','1'}, ... 'FXPh_smsld',{'','0'}, ... 'FY_smsld',{'','0'}, ... 'FYAmp_smsld',{'','1'}, ... 'FYPh_smsld',{'','0'}, ... 'FZ_smsld',{'','0'}, ... 'FZAmp_smsld',{'','1'}, ... 'FZPh_smsld',{'','0'}, ... 'Temp_smsld',{'','0'}, ... 'Tempref_smsld',{'','0'}, ... 'velx_smsld',{'','0'}, ... 'accx_smsld',{'','0'}, ... 'vely_smsld',{'','0'}, ... 'accy_smsld',{'','0'}, ... 'velz_smsld',{'','0'}, ... 'accz_smsld',{'','0'}, ... 'Rx_smsld',{'','0'}, ... 'Ry_smsld',{'','0'}, ... 'Rz_smsld',{'','0'}, ... 'dx_smsld',{'','1'}, ... 'Lx_smsld',{'','dx_smsld'}, ... 'dy_smsld',{'','1'}, ... 'Ly_smsld',{'','dy_smsld'}, ... 'dz_smsld',{'','1'}, ... 'Lz_smsld',{'','dz_smsld'}, ... 'dr_smsld',{'','1'}, ... 'Lr_smsld',{'','dr_smsld'}, ... 'R0_smsld',{'','1'}, ... 'x0_smsld',{'','0'}, ... 'y0_smsld',{'','0'}, ... 'z0_smsld',{'','0'}, ... 'H11_smsld',{'','0'}, ... 'H12_smsld',{'','0'}, ... 'H13_smsld',{'','0'}, ... 'H21_smsld',{'','0'}, ... 'H22_smsld',{'','0'}, ... 'H23_smsld',{'','0'}, ... 'H31_smsld',{'','0'}, ... 'H32_smsld',{'','0'}, ... 'H33_smsld',{'','0'}, ... 'rho_chns',{'1000',''}, ... 'eta_chns',{'0.001',''}, ... 'F_x_chns',{'0',''}, ... 'F_y_chns',{'0',''}, ... 'F_z_chns',{'0',''}, ... 'eta0_chns',{'1',''}, ... 'm_chns',{'0',''}, ... 'n_chns',{'0',''}, ... 'lambda_chns',{'0',''}, ... 'eta_inf_chns',{'0',''}, ... 'type_visc_chns',{'power',''}, ... 'kappadv_chns',{'0',''}, ... 'k_chns',{'1',''}, ... 'brinkmaneqns_chns',{'0',''}}; equ.expr = {}; equ.bnd.weak = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'}}; equ.bnd.gporder = {{1;1;1;1;1;1;1;1;1;1;2}}; equ.bnd.ind = [1,1,1]; equ.bnd.expr = {}; equ.lock = [0,0,0]; equ.mlock = {[0,0,0]}; fem0.equ = equ; clear bnd bnd.weak = {{'0';'0';'0';'0';'0';'0';'0';'-lm4_test*(-x+X)+x_test*lm4';'-lm5_test*(-y+Y)+y_test*lm5'; ... '-lm6_test*(-z+Z)+z_test*lm6';'0';'0';'0';'0';'-lm7_test*(-u2+u0_chns)+u2_test*lm7'; ... 'lm8_test*v2+v2_test*lm8';'lm9_test*w2+w2_test*lm9'},{'0';'0';'0';'0';'0'; ... '0';'0';'-lm4_test*(-x+X)+x_test*lm4';'-lm5_test*(-y+Y)+y_test*lm5';'-lm6_test*(-z+Z)+z_test*lm6'; ... '0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0';'0';'0';'-lm4_test*(-x+X)+x_test*lm4'; ... '-lm5_test*(-y+Y)+y_test*lm5';'-lm6_test*(-z+Z)+z_test*lm6';'0';'0';'0'; ... '0';'lm7_test*u2+u2_test*lm7';'lm8_test*v2+v2_test*lm8';'lm9_test*w2+w2_test*lm9'}, ... {'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'FXg_smsld*u_test'; ... 'FYg_smsld*v_test';'FZg_smsld*w_test';'0';'0';'0';'0';'-lm4_test*(u-x+X)+x_test*lm4'; ... '-lm5_test*(v-y+Y)+y_test*lm5';'-lm6_test*(w-z+Z)+z_test*lm6';'0';'0';'0'; ... '0';'lm7_test*u2+u2_test*lm7';'lm8_test*v2+v2_test*lm8';'lm9_test*w2+w2_test*lm9'}, ... {'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'FXg_smsld*u_test'; ... 'FYg_smsld*v_test';'FZg_smsld*w_test';'0';'0';'0';'0';'-lm4_test*(u-x+X)+x_test*lm4'; ... '-lm5_test*(v-y+Y)+y_test*lm5';'-lm6_test*(w-z+Z)+z_test*lm6';'0';'0';'0'; ... '0';'lm7_test*u2+u2_test*lm7';'lm8_test*v2+v2_test*lm8';'lm9_test*w2+w2_test*lm9'}}; bnd.dweak = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'; ... '0';'0'},{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'}, ... {'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'}}; bnd.constr = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'; ... '0';'0'},{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'}, ... {'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'-u'; ... '-v';'-w';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'}}; bnd.shape = {[1;2;3;11;12;13;4;5;6;7;14;15;16],[1;2;3;11;12;13;4;5;6;7],[1; ... 2;3;11;12;13;4;5;6;7;14;15;16],[1;2;3;4;5;6;7],[8;9;10;1;2;3;11;12;13;4; ... 5;6;7;14;15;16],[8;9;10],[8;9;10;1;2;3;11;12;13;4;5;6;7;14;15;16]}; bnd.sshape = {[1;2],[1;2],[1;2],[1;2],[1;2],[1;3],[1;2]}; bnd.sshapedim = {{1;1;1;1;2;2;2;2;2;2;2;2;2;2;2;2;2},{1;1;1;1;2;2;2;2;2;2;2;2; ... 2;2;2;2;2},{1;1;1;1;2;2;2;2;2;2;2;2;2;2;2;2;2},{1;1;1;1;2;2;2;2;2;2;2;2; ... 2;2;2;2;2},{1;1;1;1;2;2;2;2;2;2;2;2;2;2;2;2;2},{1;1;1;1;3;3;3;3;3;3;3;3; ... 3;3;3;3;3},{1;1;1;1;2;2;2;2;2;2;2;2;2;2;2;2;2}}; bnd.gporder = {{1;1;1;1;1;1;1;3;3;3;1;1;1;2;3;3;3},{1;1;1;1;1;1;1;3;3;3;1;1; ... 1;2;3;3;3},{1;1;1;1;1;1;1;3;3;3;1;1;1;2;3;3;3},{1;1;1;1;1;1;1;3;3;3;1;1; ... 1;2;3;3;3},{1;1;1;1;1;1;1;3;3;3;1;1;1;2;3;3;3},{1;1;1;1;1;1;1;3;3;3;1;1; ... 1;2;3;3;3},{1;1;1;1;1;1;1;3;3;3;1;1;1;2;3;3;3}}; bnd.cporder = {{1;1;1;1;1;1;1;1;1;1;1;1;1;2;1;1;1},{1;1;1;1;1;1;1;1;1;1;1;1; ... 1;2;1;1;1},{1;1;1;1;1;1;1;1;1;1;1;1;1;2;1;1;1},{1;1;1;1;1;1;1;1;1;1;1;1; ... 1;2;1;1;1},{1;1;1;1;1;1;1;1;1;1;1;1;1;2;1;1;1},{1;1;1;1;1;1;1;1;1;1;1;1; ... 1;2;1;1;1},{1;1;1;1;1;1;1;1;1;1;1;1;1;2;1;1;1}}; bnd.init = {{'';'';'';'';'';'';'';'0';'0';'0';'';'';'';'';'0';'0';'0'},{''; ... '';'';'';'';'';'';'0';'0';'0';'';'';'';'';'0';'0';'0'},{'';'';'';'';''; ... '';'';'0';'0';'0';'';'';'';'';'0';'0';'0'},{'';'';'';'';'';'';'';'0';'0'; ... '0';'';'';'';'';'0';'0';'0'},{'';'';'';'';'';'';'';'0';'0';'0';'';'';''; ... '';'0';'0';'0'},{'';'';'';'';'';'';'';'0';'0';'0';'';'';'';'';'0';'0';'0'}, ... {'';'';'';'';'';'';'';'0';'0';'0';'';'';'';'';'0';'0';'0'}}; bnd.dinit = {{'';'';'';'';'';'';'';'';'';'';'';'';'';'';'';'';''},{'';'';''; ... '';'';'';'';'';'';'';'';'';'';'';'';'';''},{'';'';'';'';'';'';'';'';''; ... '';'';'';'';'';'';'';''},{'';'';'';'';'';'';'';'';'';'';'';'';'';'';''; ... '';''},{'';'';'';'';'';'';'';'';'';'';'';'';'';'';'';'';''},{'';'';'';''; ... '';'';'';'';'';'';'';'';'';'';'';'';''},{'';'';'';'';'';'';'';'';'';''; ... '';'';'';'';'';'';''}}; bnd.ind = [1,2,2,2,2,2,3,3,3,4,3,5,5,6,6,7,7,2]; bnd.dim = {'u','v','w','p','x','y','z','lm4','lm5','lm6','u2','v2','w2', ... 'p2','lm7','lm8','lm9'}; bnd.var = {'FXg_smsld',{'','','','','FX_smsld','0','FX_smsld'}, ... 'FYg_smsld',{'','','','','FY_smsld','0','FY_smsld'}, ... 'FZg_smsld',{'','','','','FZ_smsld','0','FZ_smsld'}, ... 'disp_smsld',{'','','','','sqrt(real(u)^2+real(v)^2+real(w)^2)','sqrt(real(u)^2+real(v)^2+real(w)^2)', ... 'sqrt(real(u)^2+real(v)^2+real(w)^2)'}, ... 'TaX_smsld',{'','','','','(F11_smsld*SX_smsld+F12_smsld*SXY_smsld+F13_smsld*SXZ_smsld)*nX_smsld+(F11_smsld*SXY_smsld+F12_smsld*SY_smsld+F13_smsld*SYZ_smsld)*nY_smsld+(F11_smsld*SXZ_smsld+F12_smsld*SYZ_smsld+F13_smsld*SZ_smsld)*nZ_smsld', ... '(F11_smsld*SX_smsld+F12_smsld*SXY_smsld+F13_smsld*SXZ_smsld)*nX_smsld+(F11_smsld*SXY_smsld+F12_smsld*SY_smsld+F13_smsld*SYZ_smsld)*nY_smsld+(F11_smsld*SXZ_smsld+F12_smsld*SYZ_smsld+F13_smsld*SZ_smsld)*nZ_smsld', ... '(F11_smsld*SX_smsld+F12_smsld*SXY_smsld+F13_smsld*SXZ_smsld)*nX_smsld+(F11_smsld*SXY_smsld+F12_smsld*SY_smsld+F13_smsld*SYZ_smsld)*nY_smsld+(F11_smsld*SXZ_smsld+F12_smsld*SYZ_smsld+F13_smsld*SZ_smsld)*nZ_smsld'}, ... 'TaY_smsld',{'','','','','(F21_smsld*SX_smsld+F22_smsld*SXY_smsld+F23_smsld*SXZ_smsld)*nX_smsld+(F21_smsld*SXY_smsld+F22_smsld*SY_smsld+F23_smsld*SYZ_smsld)*nY_smsld+(F21_smsld*SXZ_smsld+F22_smsld*SYZ_smsld+F23_smsld*SZ_smsld)*nZ_smsld', ... '(F21_smsld*SX_smsld+F22_smsld*SXY_smsld+F23_smsld*SXZ_smsld)*nX_smsld+(F21_smsld*SXY_smsld+F22_smsld*SY_smsld+F23_smsld*SYZ_smsld)*nY_smsld+(F21_smsld*SXZ_smsld+F22_smsld*SYZ_smsld+F23_smsld*SZ_smsld)*nZ_smsld', ... '(F21_smsld*SX_smsld+F22_smsld*SXY_smsld+F23_smsld*SXZ_smsld)*nX_smsld+(F21_smsld*SXY_smsld+F22_smsld*SY_smsld+F23_smsld*SYZ_smsld)*nY_smsld+(F21_smsld*SXZ_smsld+F22_smsld*SYZ_smsld+F23_smsld*SZ_smsld)*nZ_smsld'}, ... 'TaZ_smsld',{'','','','','(F31_smsld*SX_smsld+F32_smsld*SXY_smsld+F33_smsld*SXZ_smsld)*nX_smsld+(F31_smsld*SXY_smsld+F32_smsld*SY_smsld+F33_smsld*SYZ_smsld)*nY_smsld+(F31_smsld*SXZ_smsld+F32_smsld*SYZ_smsld+F33_smsld*SZ_smsld)*nZ_smsld', ... '(F31_smsld*SX_smsld+F32_smsld*SXY_smsld+F33_smsld*SXZ_smsld)*nX_smsld+(F31_smsld*SXY_smsld+F32_smsld*SY_smsld+F33_smsld*SYZ_smsld)*nY_smsld+(F31_smsld*SXZ_smsld+F32_smsld*SYZ_smsld+F33_smsld*SZ_smsld)*nZ_smsld', ... '(F31_smsld*SX_smsld+F32_smsld*SXY_smsld+F33_smsld*SXZ_smsld)*nX_smsld+(F31_smsld*SXY_smsld+F32_smsld*SY_smsld+F33_smsld*SYZ_smsld)*nY_smsld+(F31_smsld*SXZ_smsld+F32_smsld*SYZ_smsld+F33_smsld*SZ_smsld)*nZ_smsld'}, ... 'K_x_chns',{'2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '','2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)'}, ... 'T_x_chns',{'-nx_chns*p2+2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '-nx_chns*p2+2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '-nx_chns*p2+2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '-nx_chns*p2+2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '-nx_chns*p2+2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)', ... '','-nx_chns*p2+2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)'}, ... 'K_y_chns',{'nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... 'nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... 'nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... 'nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... 'nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... '','nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)'}, ... 'T_y_chns',{'-ny_chns*p2+nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... '-ny_chns*p2+nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... '-ny_chns*p2+nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... '-ny_chns*p2+nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... '-ny_chns*p2+nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)', ... '','-ny_chns*p2+nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)'}, ... 'K_z_chns',{'nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... 'nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... 'nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... 'nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... 'nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... '','nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z'}, ... 'T_z_chns',{'-nz_chns*p2+nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... '-nz_chns*p2+nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... '-nz_chns*p2+nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... '-nz_chns*p2+nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... '-nz_chns*p2+nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z', ... '','-nz_chns*p2+nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z'},'FX_smsld',{'','','','','-lm7*dvol_ale/dvol','0','-lm7*dvol_ale/dvol'}, ... 'FXAmp_smsld',{'','','','','1','1','1'}, ... 'FXPh_smsld',{'','','','','0','0','0'}, ... 'FY_smsld',{'','','','','-lm8*dvol_ale/dvol','0','-lm8*dvol_ale/dvol'}, ... 'FYAmp_smsld',{'','','','','1','1','1'}, ... 'FYPh_smsld',{'','','','','0','0','0'}, ... 'FZ_smsld',{'','','','','-lm9*dvol_ale/dvol','0','-lm9*dvol_ale/dvol'}, ... 'FZAmp_smsld',{'','','','','1','1','1'}, ... 'FZPh_smsld',{'','','','','0','0','0'}, ... 'velx_smsld',{'','','','','0','0','0'}, ... 'accx_smsld',{'','','','','0','0','0'}, ... 'vely_smsld',{'','','','','0','0','0'}, ... 'accy_smsld',{'','','','','0','0','0'}, ... 'velz_smsld',{'','','','','0','0','0'}, ... 'accz_smsld',{'','','','','0','0','0'}, ... 'Rx_smsld',{'','','','','0','0','0'}, ... 'Ry_smsld',{'','','','','0','0','0'}, ... 'Rz_smsld',{'','','','','0','0','0'}, ... 'nX_smsld',{'','','','','unX','nX','dnX'}, ... 'nY_smsld',{'','','','','unY','nY','dnY'}, ... 'nZ_smsld',{'','','','','unZ','nZ','dnZ'}, ... 'H11_smsld',{'','','','','0','1','0'}, ... 'H12_smsld',{'','','','','0','0','0'}, ... 'H13_smsld',{'','','','','0','0','0'}, ... 'H21_smsld',{'','','','','0','0','0'}, ... 'H22_smsld',{'','','','','0','1','0'}, ... 'H23_smsld',{'','','','','0','0','0'}, ... 'H31_smsld',{'','','','','0','0','0'}, ... 'H32_smsld',{'','','','','0','0','0'}, ... 'H33_smsld',{'','','','','0','1','0'}, ... 'nX_ale',{'nX','nX','nX','nX','dnX','','unX'}, ... 'nY_ale',{'nY','nY','nY','nY','dnY','','unY'}, ... 'nZ_ale',{'nZ','nZ','nZ','nZ','dnZ','','unZ'}, ... 'u0_chns',{'0.5','0','0','0','0','','0'}, ... 'v0_chns',{'0','0','0','0','0','','0'}, ... 'w0_chns',{'0','0','0','0','0','','0'}, ... 'p0_chns',{'0','0','0','0','0','','0'}, ... 'k0_chns',{'0','0','0','0','0','','0'}, ... 'd0_chns',{'0','0','0','0','0','','0'}, ... 'LT_chns',{'0.07000000000000001','0.07000000000000001','0.07000000000000001', ... '0.07000000000000001','0.07000000000000001','','0.07000000000000001'}, ... 'IT_chns',{'0.054','0.054','0.054','0.054','0.054','','0.054'}, ... 'uw_chns',{'0','0','0','0','0','','0'}, ... 'vw_chns',{'0','0','0','0','0','','0'}, ... 'ww_chns',{'0','0','0','0','0','','0'}, ... 'dw_chns',{'h','h','h','h','h','','h'}, ... 'yplus_chns',{'100','100','100','100','100','','100'}, ... 'U0_chns',{'0','0','0','0','0','','0'}, ... 'V0_chns',{'0','0','0','0','0','','0'}, ... 'p0_inl_chns',{'0','0','0','0','0','','0'}, ... 'L0_chns',{'1','1','1','1','1','','1'}, ... 'nx_chns',{'nx','nx','nx','nx','dnx','','unx'}, ... 'ny_chns',{'ny','ny','ny','ny','dny','','uny'}, ... 'nz_chns',{'nz','nz','nz','nz','dnz','','unz'}}; bnd.expr = {}; bnd.lock = [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]; bnd.mlock = {[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]}; fem0.bnd = bnd; clear edg edg.weak = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0'}}; edg.dweak = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0'}}; edg.constr = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0'}}; edg.shape = {[1;2;3;4;5;6;7],[8;9;10;1;2;3;4;5;6;7]}; edg.sshape = {[1;2],[1;2]}; edg.sshapedim = {{1;1;1;1;2;2;2;2;2;2;2},{1;1;1;1;2;2;2;2;2;2;2}}; edg.gporder = {{1;1;1;1;1;1;1;1;1;1;2},{1;1;1;1;1;1;1;1;1;1;2}}; edg.cporder = {{1;1;1;1;1;1;1;1;1;1;2},{1;1;1;1;1;1;1;1;1;1;2}}; edg.init = {{'';'';'';'';'';'';'';'';'';'';''},{'';'';'';'';'';'';'';'';''; ... '';''}}; edg.dinit = {{'';'';'';'';'';'';'';'';'';'';''},{'';'';'';'';'';'';'';'';''; ... '';''}}; edg.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2, ... 2,2,1,1,1,1]; edg.dim = {'u','v','w','p','x','y','z','u2','v2','w2','p2'}; edg.var = {'FXg_smsld',{'','0'}, ... 'FYg_smsld',{'','0'}, ... 'FZg_smsld',{'','0'}, ... 'disp_smsld',{'','sqrt(real(u)^2+real(v)^2+real(w)^2)'},'FX_smsld',{'','0'}, ... 'FXAmp_smsld',{'','1'}, ... 'FXPh_smsld',{'','0'}, ... 'FY_smsld',{'','0'}, ... 'FYAmp_smsld',{'','1'}, ... 'FYPh_smsld',{'','0'}, ... 'FZ_smsld',{'','0'}, ... 'FZAmp_smsld',{'','1'}, ... 'FZPh_smsld',{'','0'}, ... 'Rx_smsld',{'','0'}, ... 'Ry_smsld',{'','0'}, ... 'Rz_smsld',{'','0'}, ... 'H11_smsld',{'','0'}, ... 'H12_smsld',{'','0'}, ... 'H13_smsld',{'','0'}, ... 'H21_smsld',{'','0'}, ... 'H22_smsld',{'','0'}, ... 'H23_smsld',{'','0'}, ... 'H31_smsld',{'','0'}, ... 'H32_smsld',{'','0'}, ... 'H33_smsld',{'','0'}}; edg.expr = {}; edg.lock = [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]; edg.mlock = {[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]}; fem0.edg = edg; clear pnt pnt.weak = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0'}}; pnt.dweak = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0'}}; pnt.constr = {{'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0'; ... '0';'0';'0';'0';'0';'0';'0';'0';'0'}}; pnt.shape = {[1;2;3;4;5;6;7],[8;9;10;1;2;3;4;5;6;7]}; pnt.sshape = {[1;2],[1;2]}; pnt.sshapedim = {{1;1;1;1;2;2;2;2;2;2;2;2},{1;1;1;1;2;2;2;2;2;2;2;2}}; pnt.init = {{'';'';'';'';'';'';'';'';'';'';'';''},{'';'';'';'';'';'';'';''; ... '';'';'';''}}; pnt.dinit = {{'';'';'';'';'';'';'';'';'';'';'';''},{'';'';'';'';'';'';'';''; ... '';'';'';''}}; pnt.ind = [1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,1,1,1,1]; pnt.dim = {'u','v','w','p','x','y','z','u2','v2','w2','p2','Pinl_chns'}; pnt.var = {'FXg_smsld',{'','0'}, ... 'FYg_smsld',{'','0'}, ... 'FZg_smsld',{'','0'}, ... 'disp_smsld',{'','sqrt(real(u)^2+real(v)^2+real(w)^2)'},'FX_smsld',{'','0'}, ... 'FXAmp_smsld',{'','1'}, ... 'FXPh_smsld',{'','0'}, ... 'FY_smsld',{'','0'}, ... 'FYAmp_smsld',{'','1'}, ... 'FYPh_smsld',{'','0'}, ... 'FZ_smsld',{'','0'}, ... 'FZAmp_smsld',{'','1'}, ... 'FZPh_smsld',{'','0'}, ... 'Rx_smsld',{'','0'}, ... 'Ry_smsld',{'','0'}, ... 'Rz_smsld',{'','0'}, ... 'H11_smsld',{'','0'}, ... 'H12_smsld',{'','0'}, ... 'H13_smsld',{'','0'}, ... 'H21_smsld',{'','0'}, ... 'H22_smsld',{'','0'}, ... 'H23_smsld',{'','0'}, ... 'H31_smsld',{'','0'}, ... 'H32_smsld',{'','0'}, ... 'H33_smsld',{'','0'}, ... 'p0_chns',{'0','0'}}; pnt.expr = {}; pnt.lock = [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]; pnt.mlock = {[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]}; fem0.pnt = pnt; fem0.var = {'t_old_ini_smsld','-1','ut','uTIME','utt','uTIMETIME','uXt','uXTIME','uYt','uYTIME','uZt','uZTIME','vt','vTIME','vtt','vTIMETIME','vXt','vXTIME','vYt','vYTIME','vZt','vZTIME','wt','wTIME','wtt','wTIMETIME','wXt','wXTIME','wYt','wYTIME','wZt','wZTIME','xt','xTIME','xtt','xTIMETIME','xxt','xxTIME','xyt','xyTIME','xzt','xzTIME','yt','yTIME','ytt','yTIMETIME','yxt','yxTIME','yyt','yyTIME','yzt','yzTIME','zt','zTIME','ztt','zTIMETIME','zxt','zxTIME','zyt','zyTIME','zzt','zzTIME','u2t','u2TIME-xTIME*u2x-yTIME*u2y-zTIME*u2z','u2tt','u2TIMETIME','u2xt','u2xTIME-xTIME*u2xx-yTIME*u2xy-zTIME*u2xz','u2yt','u2yTIME-xTIME*u2yx-yTIME*u2yy-zTIME*u2yz','u2zt','u2zTIME-xTIME*u2zx-yTIME*u2zy-zTIME*u2zz','v2t','v2TIME-xTIME*v2x-yTIME*v2y-zTIME*v2z','v2tt','v2TIMETIME','v2xt','v2xTIME-xTIME*v2xx-yTIME*v2xy-zTIME*v2xz','v2yt','v2yTIME-xTIME*v2yx-yTIME*v2yy-zTIME*v2yz','v2zt','v2zTIME-xTIME*v2zx-yTIME*v2zy-zTIME*v2zz','w2t','w2TIME-xTIME*w2x-yTIME*w2y-zTIME*w2z','w2tt','w2TIMETIME','w2xt','w2xTIME-xTIME*w2xx-yTIME*w2xy-zTIME*w2xz','w2yt','w2yTIME-xTIME*w2yx-yTIME*w2yy-zTIME*w2yz','w2zt','w2zTIME-xTIME*w2zx-yTIME*w2zy-zTIME*w2zz','p2t','p2TIME-xTIME*p2x-yTIME*p2y-zTIME*p2z','p2tt','p2TIMETIME','p2xt','p2xTIME-xTIME*p2xx-yTIME*p2xy-zTIME*p2xz','p2yt','p2yTIME-xTIME*p2yx-yTIME*p2yy-zTIME*p2yz','p2zt','p2zTIME-xTIME*p2zx-yTIME*p2zy-zTIME*p2zz'}; fem0.expr = {}; clear elemmph clear elem elem.elem = 'elpric'; elem.g = {'1'}; clear equ equ.tensor = {{'real(sX_smsld)','real(sXY_smsld)','real(sY_smsld)','real(sXZ_smsld)', ... 'real(sYZ_smsld)','real(sZ_smsld)'}}; equ.ind = {{'3'}}; elem.geomdim = {{{},{},{},equ}}; elem.basename = 's'; elem.postname = 'smsld'; elem.sdim = {'X','Y','Z'}; elemmph{1} = elem; clear elem elem.elem = 'elpric'; elem.g = {'1'}; clear equ equ.tensor = {{'real(eX_smsld)','real(eXY_smsld)','real(eY_smsld)','real(eXZ_smsld)', ... 'real(eYZ_smsld)','real(eZ_smsld)'}}; equ.ind = {{'3'}}; elem.geomdim = {{{},{},{},equ}}; elem.basename = 'e'; elem.postname = 'smsld'; elem.sdim = {'X','Y','Z'}; elemmph{2} = elem; clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{'-qual_ale'}}; equ.ipoints = {{'4'}}; equ.ind = {{'1','2','3'}}; src{1} = {{},{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'minqual_tmp1_ale'}; elem.global = {'1'}; elem.maxvars = {'1'}; elemmph{3} = elem; clear elem elem.elem = 'elconst'; elem.var = {'minqual1_ale','-minqual_tmp1_ale'}; elemmph{4} = elem; clear elem elem.elem = 'elcplextr'; elem.g = {'1'}; src = cell(1,1); src{1} = {{}}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {{},{},{},{}}; elem.geomdim = geomdim; elem.var = {}; map = cell(1,0); elem.map = map; elemmph{5} = elem; clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); src{1} = {{},{},{},{}}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {{},{},{},{}}; elem.geomdim = geomdim; elem.var = {}; elem.global = {}; elemmph{6} = elem; fem0.elemmph = elemmph; clear draw draw.p.objs = {}; draw.p.name = {}; draw.c.objs = {}; draw.c.name = {}; draw.f.objs = {}; draw.f.name = {}; draw.s.objs = {}; draw.s.name = {}; fem0.draw = draw; fem0.const = {}; fem0.globalexpr = {}; clear fcns fem0.functions = {}; fem0.sol = flbinary('fem0','solution','tutorial5.mph'); fem0.xmcases = [0]; fem0.mcases = [0]; flbinary clear; fem0.rulingmode = 'smsld'; fem0.solform = 'weak'; srcom.femlab.geom.Geom3]�(�.� xrcom.femlab.geom.Geom͹�6��{L geomAssoctLcom/femlab/geom/GeomAssoc;Lversionq~xpwq~wH�ur[B���T�xpH�Geom3�����|�=-C��6?�h㈵���'�>�?�'�>�?���������|�=�h㈵���'�>�?t^c���?���������|�=�h㈵��v^c���?�'�>�?���������|�=�h㈵��v^c���?t^c���?���������|�=���������|�=!�rh��̻-C��6*?���������|�=�'�>�?�'�>�?���������|�=�'�>�?v^c���?���������|�=v^c���?�'�>�?���������|�=v^c���?v^c���?���������|�=-C��6*?���������|�=!�rh��̻-C��6*?-C��6*?���������|�=-C��6*?!�rh���;���������|�=-C��6*?-C��6*?���������|�=-C��6*?-C��6*?!�rh���;���������|�=-C��6*?-C��6*?-C��6*?���������|�=4����������������?������?������?�?������?������?������?�?������?�?������?������?���������������������?������?������?�?�����333333�?433333�?������?������?������?�?�����333333�?gfffff�?������?�?������?������?����� gfffff�?433333�?����� �?�?����� �?����� �?����� gfffff�?gfffff�?����� ����� ����� ����� �?����� �?����� �?�?����� �?�?����� �?����� �?����� �?����� �?����� �?�?������?�?������?������?������?�?������?������?���������������������?����!��?����������?������?����������?������?����#� �?��������� �?����������?����� �?��������� �?����� �?����������?���� ��?����"� �?����� �?����� �?����$� �?����� �?��������� �?��������� �?����� �?������?���� ��?�����4�?��?��?������?������?��?� �?����� �?������? ��? � �? � �? ��?����� �?����� �?����� "�?����� �?� �?� #�?����� $�?����� )�?� *�?� &�?����� '�? ����� ,�?� -�? ��������?-C��6?�?��? ��������?-C��6?�?��? ��������?!-C��6? �?"�!�? #��������?$-C��6?!�? %�"�?&�$&�?'�%(�? (�#/�?�����%1�? �����'2�? �����(4�? �����*,�?-�+.�? .�)/�?/�+0�? 0�-2�? 1�.3�? 2�03�? 3�14�? 4� ������������$ BezierTri�?-C��6:?!�rh���;�?-C��6:?�? BezierTri�?-C��6:?�?!�rh��ܻ-C��6:?�? BezierTri�?!�rh��ܻ-C��6:?�?-C��6:?!�rh���;�? BezierTri-C��6*?-C��6*?-C��6*?�?-C��6*�-C��6*?-C��6*?�?-C��6*?-C��6*�-C��6*?�? BezierTri-C��6*?-C��6*?-C��6*?�?-C��6*?-C��6*�-C��6*?�?-C��6*?-C��6*?-C��6*��? BezierTri-C��6*?-C��6*?-C��6*?�?-C��6*?-C��6*?-C��6*��?-C��6*�-C��6*?-C��6*?�? BezierCurve�?-C��6*?!�rh���;�? BezierCurve-C��6*?!�rh���;�?-C��6*?-C��6*?!�rh���;�? BezierCurve-C��6*?-C��6*?!�rh���;�?-C��6*?�? BezierCurve-C��6*?�?�? BezierCurve!�rh��̻-C��6*?�?-C��6*?-C��6*?�? BezierCurve-C��6*?-C��6*?�?-C��6*?-C��6*?-C��6*?�? BezierCurve-C��6*?-C��6*?-C��6*?�?!�rh��̻-C��6*?-C��6*?�? BezierCurve!�rh��̻-C��6*?-C��6*?�?!�rh��̻-C��6*?�? BezierCurve�?!�rh��̻-C��6*?�? BezierCurve-C��6*?!�rh���;�?-C��6*?-C��6*?�? BezierCurve-C��6*?�?!�rh��̻-C��6*?-C��6*?�? BezierCurve-C��6*?-C��6*?!�rh���;�?-C��6*?-C��6*?-C��6*?�? BezierTri�h㈵���'�>�?�'�>�?�?�h㈵��>�'�>�?�'�>�?�?�h㈵�����3.?�'�>�?�? BezierTri�h㈵���'�>�?�'�>�?�?�h㈵�����3.?�'�>�?�?�h㈵���'�>�?���3.?�? BezierTri�h㈵���'�>�?�'�>�?�?�h㈵���'�>�?���3.?�?�h㈵��>�'�>�?�'�>�?�? BezierTriv^c���?v^c���?�?�h㈵���v^c���?t^c���?�?V�F�??v^c���?�? BezierTriv^c���?v^c���?�?V�F�??v^c���?�?�;v^c���?V�F�??�? BezierTriv^c���?v^c���?�?�;v^c���?V�F�??�?�h㈵���v^c���?t^c���?�? BezierCurve�h㈵���'�>�?�'�>�?�?�'�>�?�'�>�?�? BezierCurve�'�>�?�'�>�?�?v^c���?�'�>�?�? BezierCurvev^c���?�'�>�?�?�h㈵��v^c���?�'�>�?�? BezierCurve�h㈵��v^c���?�'�>�?�?�h㈵���'�>�?�'�>�?�? BezierCurve�h㈵���'�>�?t^c���?�?�'�>�?v^c���?�? BezierCurve�'�>�?v^c���?�?v^c���?v^c���?�? BezierCurvev^c���?v^c���?�?�h㈵��v^c���?t^c���?�? BezierCurve�h㈵��v^c���?t^c���?�?�h㈵���'�>�?t^c���?�? BezierCurve�h㈵���'�>�?�'�>�?�?�h㈵���'�>�?t^c���?�? BezierCurve�'�>�?�'�>�?�?�'�>�?v^c���?�? BezierCurve�h㈵��v^c���?�'�>�?�?�h㈵��v^c���?t^c���?�? BezierCurvev^c���?�'�>�?�?v^c���?v^c���?�?4PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�? BSplineCurve ��G�zd?@�G�zt?���Q�~?��G�z�?�������?�������?�������?�������?333333�?433333�?233333�?N贁N�?033333�?��Q���?233333�?ԣp= ��?233333�?�G�z�?.33333�?> ףp=�?233333�?Y�%�X�?333333�?gfffff�?PolChain�?�?�?PolChain�?�?�? BSplineCurve ��G�zd?��G�zt?���Q�~?��G�z�?�������?�������?�������?�������?333333�?433333�?O贁N�?633333�?��Q���?:33333�?أp= ��?633333�?�G�z�?333333�?> ףp=�?733333�?Z�%�X�?533333�?gfffff�?433333�?PolChain�?�?�?PolChain�?�?�? BSplineCurve ��G�zd?��G�zt?���Q�~?��G�z�?�������?�������?�������?�������?333333�?gfffff�?O贁N�?hfffff�?��Q���?jfffff�?أp= ��?gfffff�?�G�z�?ffffff�?> ףp=�?ifffff�?Z�%�X�?hfffff�?gfffff�?gfffff�?PolChain�?PolChain�? BSplineCurve ��G�zd?@�G�zt?���Q�~?��G�z�?�������?�������?�������?�������?gfffff�?433333�?ffffff�?N贁N�?gfffff�?��Q���?gfffff�?ԣp= ��?gfffff�?�G�z�?ffffff�?> ףp=�?gfffff�?Y�%�X�?gfffff�?gfffff�?PolChain�?PolChain�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?PolChain�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?PolChain�?PolChain�?PolChain�? AssocAttrib VectorInt�     $         xwxsrcom.femlab.geom.Blockx��a��E�DlxDlyDlzLbaseq~LlxExprt!Lcom/femlab/geom/Geom$Expression;LlyExprq~3LlzExprq~3xrcom.femlab.geom.Prim3�n.D���Drot[axist[D[axisExprt"[Lcom/femlab/geom/Geom$Expression;[posq~5[posExprq~6LrotExprq~3xq~,wq~w">uq~0">Geom3�����|�=-C��6?�h㈵��>�h㈵��>���������|�=�h㈵�$?�h㈵��>V-��;���������|�=�h㈵��>� ��W�(?���������|�=�h㈵�$?� ��W�(?V-��;���������|�=�h㈵��>�h㈵��>-C��6*?���������|�=�h㈵�$?�h㈵��>-C��6*?���������|�=�h㈵��>� ��W�(?-C��6*?���������|�=�h㈵�$?� ��W�(?-C��6*?���������|�=����������������?������?�?������?������?������?������?�?������?�?������?������?������?������?�?������?������?������?������?�?������?�?������?������?�������������������� �?������?������?���� ��?���� ��?���� ��?���� ��?���� ��?������?������?������?������?������?��?� �?� �?� �?� �?��?��?� �? ��? ��? ��? ��? ��?��?��?� �?�  �?� �?� �?� �?� �?� �?� �?������� BezierTri�h㈵��>�h㈵��>�?�M���P4?�h㈵��>V-��;�?�h㈵��>W�F�?8?�? BezierTri�h㈵��>�h㈵��>�?�h㈵��>W�F�?8?�?�h㈵��>�h㈵��>-C��6:?�? BezierTri�h㈵��>�h㈵��>�?�h㈵��>�h㈵��>-C��6:?�?�M���P4?�h㈵��>V-��;�? BezierTri�h㈵�$?� ��W�(?-C��6*?�?���מY"�� ��W�(?-C��6*?�?�h㈵�$?��q�@H&�-C��6*?�? BezierTri�h㈵�$?� ��W�(?-C��6*?�?�h㈵�$?��q�@H&�-C��6*?�?�h㈵�$?� ��W�(?-C��6*��? BezierTri�h㈵�$?� ��W�(?-C��6*?�?�h㈵�$?� ��W�(?-C��6*��?���מY"�� ��W�(?-C��6*?�? BezierCurve�h㈵��>�h㈵��>�?�h㈵�$?�h㈵��>V-��;�? BezierCurve�h㈵�$?�h㈵��>V-��;�?�h㈵�$?� ��W�(?V-��;�? BezierCurve�h㈵�$?� ��W�(?V-��;�?�h㈵��>� ��W�(?�? BezierCurve�h㈵��>� ��W�(?�?�h㈵��>�h㈵��>�? BezierCurve�h㈵��>�h㈵��>-C��6*?�?�h㈵�$?�h㈵��>-C��6*?�? BezierCurve�h㈵�$?�h㈵��>-C��6*?�?�h㈵�$?� ��W�(?-C��6*?�? BezierCurve�h㈵�$?� ��W�(?-C��6*?�?�h㈵��>� ��W�(?-C��6*?�? BezierCurve�h㈵��>� ��W�(?-C��6*?�?�h㈵��>�h㈵��>-C��6*?�? BezierCurve�h㈵��>�h㈵��>�?�h㈵��>�h㈵��>-C��6*?�? BezierCurve�h㈵�$?�h㈵��>V-��;�?�h㈵�$?�h㈵��>-C��6*?�? BezierCurve�h㈵��>� ��W�(?�?�h㈵��>� ��W�(?-C��6*?�? BezierCurve�h㈵�$?� ��W�(?V-��;�?�h㈵�$?� ��W�(?-C��6*?�?PolChain�?PolChain�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?PolChain�?PolChain�?�?�?PolChain�?�?�?PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?�?�?PolChain�?�?�?PolChain�?PolChain�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?PolChain�? AssocAttrib VectorInt} $    xwxwur[D>���cZxp>�����h�>�����h�ur"[Lcom.femlab.geom.Geom$Expression;�\2�Y�Uxpsrcom.femlab.geom.Geom$Expression OpI_h�DnumScaleLexprStrq~Lthis$0tLcom/femlab/geom/Geom;xpwt.1e-4w?�xsq~=wt.1e-4w?�xsq~=wt0w?�xuq~9?�uq~;sq~=wt0w?�xsq~=wt0w?�xsq~=wt1w?�xwsq~=wt0w?��F�R�9xxw ?#�*0U2asq~=wt1.5e-4w?�xw?'��9��sq~=wt1.8e-4w?�xw?*6��C-sq~=wt2e-4w?�xtcornerxsq~,wq~wr�uq~0r�Geom3�����|�=-C��6?�h㈵���'�>�?�'�>�?���������|�=�h㈵���'�>�?t^c���?���������|�=�h㈵��w^c���?�'�>�?���������|�=�h㈵��w^c���?t^c���?���������|�=���������|�=!�rh��̻-C��6*?���������|�=�'�>�?�'�>�?���������|�=�'�>�?w^c���?���������|�=w^c���?�'�>�?���������|�=w^c���?w^c���?���������|�=-C��6*?���������|�=!�rh��̻-C��6*?-C��6*?���������|�=�h㈵��>�h㈵��>���������|�=�h㈵��>�h㈵��>-C��6*?���������|�=�h㈵��>� ��W�(?���������|�=�h㈵��>� ��W�(?-C��6*?���������|�=�h㈵�$?�h㈵��>V-��;���������|�=�h㈵�$?�h㈵��>-C��6*?���������|�=�h㈵�$?� ��W�(?V-��;���������|�=�h㈵�$?� ��W�(?-C��6*?���������|�=-C��6*?!�rh���;���������|�=-C��6*?-C��6*?���������|�=-C��6*?-C��6*?!�rh���;���������|�=-C��6*?-C��6*?-C��6*?���������|�=T����������������?������?������?�?������?������?������?�?������?�?������?������?���������������������?������?������?�?�����333333�?433333�?������?������?������?�?�����333333�?gfffff�?������?�?������?������?����� gfffff�?433333�?����� �?�?����� �?����� �?����� gfffff�?gfffff�?����� ����� ����� ����� �?����� �?����� �?�?����� �?�?����� �?����� �?����� �������?�������?����� ����%� ����&� ����'�gfffff�?ffffff�?������?����&��?����'��?�?����(��������?gfffff�?������?����%��?����&��?�?����*�gfffff�?�������?������?�?����&��?����(��?����*��������?�������?������?����%��?����'��?�?����)��������?ffffff�?������?�?����'��?����(��?����)��������?gfffff�?������?�?����%��?����)��?����*��������?�������?���������(�����)�����*��?������?������?�?������?�?������?������?������?�?������?������?��������������������$�?����!��?����������?������?����������?������?����#� �?��������� �?����������?����� �?����������?����� �?����������?���� ��?����"� �?����� �?����� �?����$� �?����� �?��������� �?��������� �?����3� �?��������� �?����+��?����������?����/��?����5��?����������?����������?����4��?����,��?����0��?����6��?������?������?���� ��?�����T�?��?��?������?������?��?� �?����� �?������? ��? � �? � �? ��?����� �?����� �?����� "�?����� �?� �?� #�?����� $�?����� I�?� J�?� &�?����� '�? ����� L�?� M�? ��������?-C��6?�?��? ��������?-C��6?�?��? ��������?!-C��6? �?"�!�? #��������?$-C��6?!�? %�"�?&�$&�?'�%(�? (�#O�?�����%Q�? �����'R�? �����(T�? �����+.�? -&�,/�? .'�)1�������?����-C��6?*2�?����%�+3�? ����&�)9�������?2-C��6?*:�?3%�,;�? 4'�-5�������? ����-C��6?.6�? ����&�07�?����(�-=�? 8-C��6?/>�? 9'�0?�?:(�36�? ;&�48�?<*�1A�?����-C��6?2B�?����%�4D�?����*�5E�? ����-C��6?7F�?����(�8H�?����*�;>�? C'�<@�?D)�9A�������?E-C��6?:B�?F%�<C�?G)�=E�������? H-C��6??F�?I(�@G�?J)� CG�?K)� DH�?L*�!JL�?M�!KN�?N�"IO�?O�"KP�?P�#MR�? Q�#NS�?R�$PS�?S�$QT�? T������������&�'�%�(�*�)��6 BezierTri�?-C��6:?!�rh���;�?-C��6:?�? BezierTri�?-C��6:?�?!�rh��ܻ-C��6:?�? BezierTri�?!�rh��ܻ-C��6:?�?-C��6:?!�rh���;�? BezierTri-C��6*?-C��6*?-C��6*?�?-C��6*�-C��6*?-C��6*?�?-C��6*?-C��6*�-C��6*?�? BezierTri-C��6*?-C��6*?-C��6*?�?-C��6*?-C��6*�-C��6*?�?-C��6*?-C��6*?-C��6*��? BezierTri-C��6*?-C��6*?-C��6*?�?-C��6*?-C��6*?-C��6*��?-C��6*�-C��6*?-C��6*?�? BezierCurve�?-C��6*?!�rh���;�? BezierCurve-C��6*?!�rh���;�?-C��6*?-C��6*?!�rh���;�? BezierCurve-C��6*?-C��6*?!�rh���;�?-C��6*?�? BezierCurve-C��6*?�?�? BezierCurve!�rh��̻-C��6*?�?-C��6*?-C��6*?�? BezierCurve-C��6*?-C��6*?�?-C��6*?-C��6*?-C��6*?�? BezierCurve-C��6*?-C��6*?-C��6*?�?!�rh��̻-C��6*?-C��6*?�? BezierCurve!�rh��̻-C��6*?-C��6*?�?!�rh��̻-C��6*?�? BezierCurve�?!�rh��̻-C��6*?�? BezierCurve-C��6*?!�rh���;�?-C��6*?-C��6*?�? BezierCurve-C��6*?�?!�rh��̻-C��6*?-C��6*?�? BezierCurve-C��6*?-C��6*?!�rh���;�?-C��6*?-C��6*?-C��6*?�? BezierTri�h㈵���'�>�?�'�>�?�?�h㈵��>�'�>�?�'�>�?�?�h㈵�����3.?�'�>�?�? BezierTri�h㈵���'�>�?�'�>�?�?�h㈵�����3.?�'�>�?�?�h㈵���'�>�?���3.?�? BezierTri�h㈵���'�>�?�'�>�?�?�h㈵���'�>�?���3.?�?�h㈵��>�'�>�?�'�>�?�? BezierTriw^c���?w^c���?�?�h㈵���w^c���?t^c���?�?V�F�??w^c���?�? BezierTriw^c���?w^c���?�?V�F�??w^c���?�?�;w^c���?V�F�??�? BezierTriw^c���?w^c���?�?�;w^c���?V�F�??�?�h㈵���w^c���?t^c���?�? BezierCurve�h㈵���'�>�?�'�>�?�?�'�>�?�'�>�?�? BezierCurve�'�>�?�'�>�?�?w^c���?�'�>�?�? BezierCurvew^c���?�'�>�?�?�h㈵��w^c���?�'�>�?�? BezierCurve�h㈵��w^c���?�'�>�?�?�h㈵���'�>�?�'�>�?�? BezierCurve�h㈵���'�>�?t^c���?�?�'�>�?w^c���?�? BezierCurve�'�>�?w^c���?�?w^c���?w^c���?�? BezierCurvew^c���?w^c���?�?�h㈵��w^c���?t^c���?�? BezierCurve�h㈵��w^c���?t^c���?�?�h㈵���'�>�?t^c���?�? BezierCurve�h㈵���'�>�?�'�>�?�?�h㈵���'�>�?t^c���?�? BezierCurve�'�>�?�'�>�?�?�'�>�?w^c���?�? BezierCurve�h㈵��w^c���?�'�>�?�?�h㈵��w^c���?t^c���?�? BezierCurvew^c���?�'�>�?�?w^c���?w^c���?�? BezierTri�h㈵��>�h㈵��>�?�M���P4?�h㈵��>V-��;�?�h㈵��>X�F�?8?�? BezierTri�h㈵��>�h㈵��>�?�h㈵��>X�F�?8?�?�h㈵��>�h㈵��>-C��6:?�? BezierTri�h㈵��>�h㈵��>�?�h㈵��>�h㈵��>-C��6:?�?�M���P4?�h㈵��>V-��;�? BezierTri�h㈵�$?� ��W�(?-C��6*?�?���מY"�� ��W�(?-C��6*?�?�h㈵�$?��q�@H&�-C��6*?�? BezierTri�h㈵�$?� ��W�(?-C��6*?�?�h㈵�$?��q�@H&�-C��6*?�?�h㈵�$?� ��W�(?-C��6*��? BezierTri�h㈵�$?� ��W�(?-C��6*?�?�h㈵�$?� ��W�(?-C��6*��?���מY"�� ��W�(?-C��6*?�? BezierCurve�h㈵��>�h㈵��>�?�h㈵�$?�h㈵��>V-��;�? BezierCurve�h㈵�$?�h㈵��>V-��;�?�h㈵�$?� ��W�(?V-��;�? BezierCurve�h㈵�$?� ��W�(?V-��;�?�h㈵��>� ��W�(?�? BezierCurve�h㈵��>� ��W�(?�?�h㈵��>�h㈵��>�? BezierCurve�h㈵��>�h㈵��>-C��6*?�?�h㈵�$?�h㈵��>-C��6*?�? BezierCurve�h㈵�$?�h㈵��>-C��6*?�?�h㈵�$?� ��W�(?-C��6*?�? BezierCurve�h㈵�$?� ��W�(?-C��6*?�?�h㈵��>� ��W�(?-C��6*?�? BezierCurve�h㈵��>� ��W�(?-C��6*?�?�h㈵��>�h㈵��>-C��6*?�? BezierCurve�h㈵��>�h㈵��>�?�h㈵��>�h㈵��>-C��6*?�? BezierCurve�h㈵�$?�h㈵��>V-��;�?�h㈵�$?�h㈵��>-C��6*?�? BezierCurve�h㈵��>� ��W�(?�?�h㈵��>� ��W�(?-C��6*?�? BezierCurve�h㈵�$?� ��W�(?V-��;�?�h㈵�$?� ��W�(?-C��6*?�?TPolChain�?PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�? BSplineCurve ��G�zd?@�G�zt?���Q�~?��G�z�?�������?�������?�������?�������?333333�?433333�?233333�?N贁N�?033333�?��Q���?233333�?ԣp= ��?233333�?�G�z�?.33333�?> ףp=�?233333�?Y�%�X�?333333�?gfffff�?PolChain�?�?�?PolChain�?�?�? BSplineCurve ��G�zd?��G�zt?���Q�~?��G�z�?�������?�������?�������?�������?333333�?433333�?O贁N�?633333�?��Q���?:33333�?أp= ��?633333�?�G�z�?333333�?> ףp=�?733333�?Z�%�X�?533333�?gfffff�?433333�?PolChain�?�?�?PolChain�?�?�? BSplineCurve ��G�zd?��G�zt?���Q�~?��G�z�?�������?�������?�������?�������?333333�?gfffff�?O贁N�?hfffff�?��Q���?jfffff�?أp= ��?gfffff�?�G�z�?ffffff�?> ףp=�?ifffff�?Z�%�X�?hfffff�?gfffff�?gfffff�?PolChain�?PolChain�? BSplineCurve ��G�zd?@�G�zt?���Q�~?��G�z�?�������?�������?�������?�������?gfffff�?433333�?ffffff�?N贁N�?gfffff�?��Q���?gfffff�?ԣp= ��?gfffff�?�G�z�?ffffff�?> ףp=�?gfffff�?Y�%�X�?gfffff�?gfffff�?PolChain�?PolChain�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?PolChain�?PolChain�?PolChain�? BSplineCurve ףp= �?ףp= �?H�z�G�? ףp= �?�������?�������?�������?�������?�������?ffffff�?�������?{�G�z�?�������?�p= ף�?�������?�z�G��?�������?C ףp=�?�������?o= ףp�?�������?(\���(�?�������?�������?PolChain�?PolChain�? BSplineCurve 233333�?333333�?�������?233333�?�������?�������?�������?�������?�������?�������?�������?�������?�������?�������?dfffff�?�������?�?�������?�������?�������?�?�������?�������?�������?PolChain�?PolChain�? BSplineCurve ףp= �?ףp= �?H�z�G�? ףp= �?�������?�������?�������?�������?gfffff�?�������?gfffff�?%\���(�?jfffff�?p= ףp�?ffffff�?< ףp=�?jfffff�?�z�G��?hfffff�?�p= ף�?gfffff�?{�G�z�?gfffff�?ffffff�?PolChain�?�?�?PolChain�?�?�? BSplineCurve 433333�?433333�?�������?333333�?�?�?�?�?gfffff�?ffffff�?�������?ffffff�?�������?ffffff�?�������?ffffff�?�������?efffff�?jfffff�?hfffff�?�?ffffff�?�������?ffffff�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�? BSplineCurve 433333�?233333�?�������?333333�?�?�?�?�?�������?gfffff�?�������?ffffff�?�������?gfffff�?�?jfffff�?hfffff�?kfffff�?�������?hfffff�?�������?gfffff�?�������?gfffff�?PolChain�?�?�?PolChain�?�?�? BSplineCurve 833333�?233333�?�������?333333�?�?�?�?�?�������?�������?�?�������?hfffff�?�������?�?s������?�������?������?�������?�������?�������?�������?gfffff�?�������?PolChain�?PolChain�?PolChain�?�?�?PolChain�?�?�? BSplineCurve ףp= �? ףp= �?J�z�G�? ףp= �?�������?�������?�������?�������?�������?�������?�������?*\���(�?�������?t= ףp�?�������?> ףp=�?�������?�z�G��?�������?�p= ף�?�������?{�G�z�?�������?ffffff�?PolChain�?�?�?PolChain�?�?�? BSplineCurve ףp= �? ףp= �?I�z�G�? ףp= �?�������?�������?�������?�������?�������?ffffff�?�������?{�G�z�?�������?�p= ף�?�������?�z�G��?�������?< ףp=�?�������?n= ףp�?�������?(\���(�?�������?�������?PolChain�?PolChain�?PolChain�?PolChain�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?�?�?PolChain�?PolChain�?PolChain�?PolChain�?xwxsrcom.femlab.mesh.Mesh�_�q �Lversionq~xpwq~w�uq~0�Mesh��h㈵���'�>�?�'�>�?�h㈵���'�>�?t^c���?�h㈵��w^c���?�'�>�?�h㈵��w^c���?t^c���?!�rh��̻-C��6*?�'�>�?�'�>�?�'�>�?w^c���?w^c���?�'�>�?w^c���?w^c���?-C��6*?!�rh��̻-C��6*?-C��6*?�h㈵��>�h㈵��>�h㈵��>�h㈵��>-C��6*?�h㈵��>� ��W�(?�h㈵��>� ��W�(?-C��6*?�h㈵�$?�h㈵��>V-��;�h㈵�$?�h㈵��>-C��6*?�h㈵�$?� ��W�(?V-��;�h㈵�$?� ��W�(?-C��6*?-C��6*?!�rh���;-C��6*?-C��6*?-C��6*?-C��6*?!�rh���;-C��6*?-C��6*?-C��6*?�2Bv���B��G?�cYGV�û uQ�U"?N�?�\?uT�K��!?��7I �?fL��o�;(߁[N� ?�������;#�rh��̻N�?�\?-C��6*? �rh��̻~T�K��!?/C��6*?��7I �?,C��6*?(߁[N� ?.C��6*?�2Bv���.C��6*?B��G?�cYGV�û,C��6*? uQ�U"?��7I �?,C��6*?eL��o�;߁[N� ?,C��6*?�������;��7I �?+C��6*?+C��6*?$߁[N� ?-C��6*?-C��6*?�h㈵��>�h㈵��>0�<�?�h㈵��>�h㈵��>�����!?�h㈵��>�>P��?�h㈵��>�#�(�a!?*�5ݷ�?�h㈵��>RO�P��;�CHԥG?�h㈵��>��O�k�;�h㈵��>�>P��?*C��6*?�h㈵��>�#�(�a!?,C��6*?$�5ݷ�?�h㈵��>,C��6*?�CHԥG?�h㈵��>/C��6*?�h㈵��>� ��W�(?0�<�?�h㈵��>� ��W�(?�����!?q���Q�?� ��W�(?e�G���;���XE?� ��W�(?x"xh�;j���Q�?� ��W�(?+C��6*?���XE?� ��W�(?/C��6*?�h㈵�$?�h㈵��>1�<�?�h㈵�$?�h㈵��>�����!?�h㈵�$?�,���7?V-��;�h㈵�$?�,G��!?V-��;�h㈵�$?k5�X>?0C��6*?�h㈵�$?w��>�!?-C��6*?�h㈵�$?� ��W�(?���/�?�h㈵�$?� ��W�(?FK���!?,C��6*?�b� � ?�����?�?"�F��3�f��#?�����?"��u�Żq��P?4�f��#?�8��m4��h��P?�'�>� ?�hr���'�>� ?b5��?�2Bv�����[���%?B��G?� ���oȻ��[���%?�6g%&?� ���oȻN�?�\?�6g%&?�2Bv���N�?�\?B��G?(߁[N� ?.C��6?(߁[N�?��X}�>?���E?b2U0*�#?���5�l#?b��k�"?��B��`?��X}�>?F��׮s#?��1{�u ?��7I �?B��G?��7I �?�6g%&?߁[N� ?,C��6*?.C��6?߁[N�?-C��6*?��X}�>?���E?-C��6*?a2U0*�#?���5�l#?-C��6*?b��k�"?��B��`?,C��6*?��X}�>?:��׮s#?.C��6*?��1{�u ?��7I �?-C��6*?D��G?��7I �?-C��6*?�6g%&?�h㈵��>1C��6?0C��6?�h㈵��>�@�7g�?0C��6 ?�h㈵��>��4���!?�:��?�h㈵��>aE��^}?b2U0*�#?�h㈵��>@Yϧ:�?}��fw�"?�h㈵��>�d#?0؞6�?�h㈵��>N�8��� ?1��Ï�?�h㈵��>�l5I?0�<�?�h㈵��>6�]�$%?�|�S�%?�h㈵��>�Qᔎk%?�:���>�h㈵��>^��XQ-?՛�(-v&?��q�@H?�h㈵��>/C��6?KMh��?�h㈵��>0C��6 ?���Z��?�h㈵��>c2U0*�#?sŃ9D�!?�h㈵��>�|�S�%?3h����?�h㈵��>0�<�?sŃ9D�!?�h㈵��>1�<�?1h����?�h㈵��>�|�S�%?�q�@H?NLoB�o?V-��;���Z��?l���� ?O�R����;W�|�?�?1�]�$%?f�G���;4h����?�l5I?RO�P��;(qR���!?Ŝj�A%?� m�43�;rŃ9D�!?��Ɔ �?-�>�3�;�q�@H?����l?-C��6*?JMh��?�4�� ?,C��6*?U�|�?�?4�]�$%?-C��6*?2h����?�l5I?-C��6*?+qR���!?�Z�h�?%?-C��6*?rŃ9D�!?��� �?,C��6*?��q�@H?� ��W�(?�פ]�5?$Iz���?� ��W�(?�W���#?��h޴�?� ��W�(?�פ]�5 ?)qR���!?� ��W�(?���/�?+qR���!?� ��W�(?:�Z���%?X�|�?�?� ��W�(?1�<�?R�|�?�?� ��W�(?�|�S�%?�h㈵�$?0C��6?�פ]�5?�h㈵�$?�7c�l�?�פ]�5 ?�h㈵�$?F�_��!?�[�e$?�h㈵�$?P��!s�?�W���#?�h㈵�$?duƑH�!?lQHn۴"?�h㈵�$?��� �?�|�S�%?�h㈵�$?��Ɔ �?0�<�?.C��6*?.C��6?0C��6?-C��6*?b2U0*�#?��Г��?-C��6*?b2U0*�#?a�gB�?.C��6*?-C��6 ?�Г��?-C��6*?Z�gB�?3C��6 ?-C��6*?-C��6 ?^�gB�?-C��6*?��Г��?b2U0*�#?.C��6*?�b� -C��6?cUMu�>Q�G�le?�7r}E�?�^�s��?r�β�K? �)��?��[� ?�t��Ì$?Y�Et�%?vtx  edgT    !!  ""## $$%% &&'' (()) **++ ,,-- ..// 00112233445566778899::;;<<==>>??@@AABBCCDDEEFFGGT�h㈵��> i㈵��>�h㈵��> i㈵��>�h㈵��>�h㈵��>�h㈵��>�h㈵��>A��G?A��G? uQ�U"? uQ�U"?,C��6*?O�?�\?O�?�\?uT�K��!?uT�K��!?-C��6*?��7I �?��7I �?&߁[N� ?&߁[N� ?,C��6*?O�?�\?O�?�\?~T�K��!?~T�K��!?-C��6*?��7I �?��7I �?'߁[N� ?'߁[N� ?.C��6*?i㈵��> i㈵��> i㈵��>i㈵��>A��G?A��G? uQ�U"? uQ�U"?,C��6*?��7I �?��7I �?߁[N� ?߁[N� ?-C��6*?��7I �?��7I �?$߁[N� ?$߁[N� ?.C��6*?0�<�?0�<�?�����!?�����!?,C��6*?N�g��?N�g��?8�e�a ?8�e�a ?��9̗'?��z�S ?��z�S ?��+#��?��+#��?a2U0*�#?[�g��?[�g��?:�e�a ?:�e�a ?��9̗'?��z�S ?��z�S ?��+#��?��+#��?b2U0*�#?0�<�?0�<�?�����!?�����!?,C��6*?6��T$X ?6��T$X ?��f6B�?��f6B�?a2U0*�#?0��T$X ?0��T$X ?��f6B�?��f6B�?b2U0*�#?0�<�?0�<�?�����!?�����!?,C��6*?�~I�1 ?�~I�1 ?\��'\K ?\��'\K ?��9̗'?���O�= ?���O�= ?�q�UH ?�q�UH ?��9̗'?���/�?���/�?DK���!?DK���!?,C��6*?�b� 2�54�6�6��>�5��>���?���7�2�4�3����<��8�=�9��;�:��9��=<�98�����8�:;��;�>�������=��?�>?��>�9�<�8�:�A�@����C�E�����D�D�BC����ED�G�F����FG��F�B��C�����@�A@�@������G�A�����B�����F�����E�����F�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?333333�?433333�?333333�?gfffff�?333333�?}D����?�?>!P���?�������?_��W��?233333�?|D����?gfffff�?gfffff�?gfffff�?433333�?233333�?|D����?�?�?>!P���?M��h���?>!P�޳?�?�?�K�,g�?�?Q��h���?�w�+M�?`��W��?333333�?}D����?��i]�1�?�w�+M�?333333�?9��A���?>!P���?��i]�1�?>!P�޳?>!P���?��i]�1�?>!P�޳?gfffff�?433333�?333333�?433333�?[r5c��?433333�?333333�?}D����?>!P���?333333�?9��A���?�?`��W��?��i]�1�?�w�+M�?�K�,g�?�?��i]�1�?�?[r5c��?433333�?333333�?gfffff�?gfffff�?gfffff�?[r5c��?433333�?233333�?|D����?�������?_��W��?Q��h���?�w�+M�?��i]�1�?�K�,g�?[r5c��?433333�?�K�,g�?�?M��h���?>!P�޳?333333�?433333�?333333�?}D����?333333�?9��A���?`��W��?>!P���?333333�?}D����?gfffff�?gfffff�?233333�?|D����?[r5c��?433333�?�������?_��W��?�?�?Q��h���?�w�+M�?��i]�1�?�?�?��i]�1�?�w�+M�?333333�?}D����?333333�?gfffff�?[r5c��?433333�?[r5c��?433333�?�K�,g�?M��h���?>!P�޳?233333�?|D����?gfffff�?433333�?[r5c��?433333�?��i]�1�?��i]�1�?>!P�޳?[r5c��?433333�?333333�?433333�?333333�?9��A���?�?>!P���?233333�?|D����?M��h���?>!P�޳?233333�?|D����?[r5c��?433333�?M��h���?>!P�޳?�K�,g�?�?[r5c��?433333�?Q��h���?�w�+M�?[r5c��?433333�?233333�?|D����?Q��h���?�w�+M�?333333�?}D����?[r5c��?433333�?��i]�1�?�w�+M�?[r5c��?433333�?��i]�1�?�?��i]�1�?�w�+M�?��i]�1�?[r5c��?433333�?��i]�1�?>!P�޳?[r5c��?433333�?333333�?9��A���?��i]�1�?>!P�޳?�������?W����d�?�?�\����?�w�+M�?W����d�?>!P���?������'9`��W��?��e��?��&=��?`��W��?�?�w�+M�?W����d�?>!P���?������'9>!P�޳?X����d�?�?��&=��?�?�?8�GԐ��?%io��?�?������9��&=��?�-q����?V���?>!P���?������'9��e��?��&=��?>!P�޳?X����d�?�?��&=��?��e��?��&=��?�?�\����?������9��&=��?��e�?\ ����?�-q����?V���?p���!��?�?�஼��?�������?�?��&=��?�?�������?W����d�?�w�+M�?W����d�?�������?W����d�?�?��&=��?�?�\����?�஼��?�������?�?�-q����?V���?��e��?��&=��?�?��&=��?��e�?\ ����?�?�\����?�?��&=��?8�GԐ��?%io��?�?�?p���!��?�?8�GԐ��?%io��?p���!��?�?�?��&=��?8�GԐ��?%io��?�?��&=��?�?�\����?8�GԐ��?%io��?������9��&=��?������'�X����d�?��e�?\ ����?������'�X����d�?>!P�޳?X����d�?�?��&=��?�஼��?�������?�-q����?V���?��e�?\ ����?�?��&=��?�-q����?V���?��e��?��&=��?��e�?\ ����?>!P�޳?X����d�?��e�?\ ����?������'�X����d�?>!P�޳?X����d�?��e��?��&=��?`��W��?�w�+M�?W����d�?�?�\����?��e��?��&=��?�w�+M�?W����d�?�?�������?gfffff�?W����d�?�������?�������?�������?X����d�?�������?gfffff�?�?�K�,g�?�������?�������?��i]�1�?W����d�?�������?�������?gfffff�? �_?��?ffffff�?�?�������?�������?��&=��?��i]�1�?�������?�������?�������?�����?�������?gfffff�?�?�?��&=��?�������?�������?�������?X����d�?/�xp��?�������?/�xp��?�������?X����d�?r�����?�������?�K�,g�?��i]�1�?�������?�~ 8�?��&=��?�������?W����d�?�������?��M����?ffffff�?�������?gfffff�?�K�,g�?�������?�~ 8�?��i]�1�?�������?�����?�������?�~ 8�?��&=��?�������?�������?r�����?�������?X����d�?��&=��?r�����?�������?W����d�?�������? �_?��?ffffff�?��M����?ffffff�?�������?gfffff�?��&=��?�������?��M����?ffffff�?�?�?�������?gfffff�?�?p���!��?�������?gfffff�?�������?S���}�?�?p���!��?�������?�������?�?�?�஼��?�������?V;����?�������?�������?�?�஼��?�������?S���}�?�������?V;����?�?p���!��?�������?V;����?�?�஼��?�?p���!��?�?gfffff�?�������?V����?������� ��?rs�@���?���7g�?�������?� r>�?��n Bk�?8��8��U ��?qs�@���?� r>��?�?���7g�?�������?� r>��?rs�@���?�������??2����?1p�����? E~�R�?�|cpF�? E~�R�?���7g�?���9����3�?�?���7g�??2��?���7g�?�������?�?� r>�?��n Bk�?3?�|��?�������?���7g�?�������?� r>��?�?�?�?� r>��?�?� r>��?rs�@���?�?�?����3�?�?1p�����? E~�R�?���7g�?���9���7g�??2��?���7g�?���90?�|��?����3�?�?����3�?�?0?�|��?1p�����? E~�R�?�?�������??2����?�|cpF�? E~�R�?�?�?1p�����? E~�R�?�?ss�@���?� r>��?�?�?�?�?ss�@���?�?�溁��?�?�?� r>��?qs�@���?3?�|��?�������?� r>��?�?� r>��?qs�@���?����3�?�?�?�?�?"E~�R�?�?�?� r>��?rs�@���?�?"E~�R�?�������??2����?�?�溁��?�?ss�@���?1p�����? E~�R�?�������??2����?�?ss�@���?8��8��U<�溁��?8��8��U ��?rs�@���?8��8��U<�溁��?�?"E~�R�?����3�?�?�?"E~�R�?���7g�??2��?�?"E~�R�?8��8��U ��?�?�?ss�@���?� r>��?qs�@���?�?ss�@���?�?�溁��?� r>��?qs�@���?0?�|��?�?�|cpF�? E~�R�?1p�����? E~�R�?0?�|��?�|cpF�? E~�R�?�?8��8��U<�溁��?� r>�?��n Bk�?8��8��U<�溁��?� r>��?rs�@���?� r>�?��n Bk�?�溁��?Rm��W�q<�?rs�@���?���Q��?�?:^�C�89"��&ױ�??2��?�Vz����?�������?���Q��?�?!��&ױ�?�?�Vz����?�?�R �(N�?�����9���Q��??2��?���Q��?�?�?�溁��?�?rs�@���?�Vz����??2����? +�ӄ�:<�?�R �(N�??2��?���Q��?�溁��?�?�?�?�?�Vz����?�?!��&ױ�?�?�?rs�@���?�Vz����??2����? +�ӄ�:<�溁��?Rm��W�q<�?�?�溁��?�??2����?�?�?�??2����? +�ӄ�:<�?�?�?�R �(N�?:^�C�89"��&ױ�?�����9���Q��?�?�R �(N�??2����?�?�??2��?�Vz����?:^�C�89"��&ױ�?�?�R �(N�??2��?�Vz����?�?�������?���Q��?rs�@���?���Q��?�������?���Q��?�?�Vz����?rs�@���?���Q��?�溁��?�?�?�Vz����?rs�@���?�Vz����?�?�Vz����?�?!��&ױ�?rs�@���?�Vz����??2����? +�ӄ�: ��?����� j����7g�?���Q��?���7g�?�?�?�nE����?�������?`�"����?�D�p� �?v"u;��?�������?�?v"u;��?� r>��?�Vz����?>%���&�?"��&ױ�?8��8��U��Vz����?��> %���&�?�������?��> %���&�?�Vz����?��> %���&�?�������?��> %���&�?���Q��?8��8��U�"��&ױ�?8��8��U��Vz����?>%���&�?�������?��> %���&�?�Vz����?>%���&�?���Q��?8��8��U����Q��?���7g�?���Q��?8��8��U��Vz����?>%���&�?���Q��?���7g�?0?�|��?�������?>%���&�?v"u;��?� r>��?�������?>%���&�?v"u;��?�������?v"u;��?� r>��?�������?>%���&�?����� j����7g�?���Q��?���7g�?�Vz����?>%���&�?�������?>%���&�?���Q��?���7g�?�nE����?�������?�������?>%���&�?`�"����?�D�p� �?�������?>%���&�?�������?������?`�"����?�D�p� �?"��&ױ�?8��8��U��?�Vz����?��> ��?r"u;��?8��8����r"u;��?��4��Գ?�nE����?8��8���<�?d�"����?���7g�?���Q��?�������?�?���Q��?�r]� �?r"u;��?8��8�����nE����?8��8���<�?%�4)Ҷ�?$��&ױ�?�������?���Q��?�������?�Vz����?�.M����?��4����?r"u;��?��4��Գ?�?���7g�?�?2?�|��?�?%�4)Ҷ�?����� �� �庪�?��4����?�?%�4)Ҷ�?$��&ױ�?�������?�Vz����?�.M����?�Vz����?� r>��?�?%�4)Ҷ�?�?2?�|��?�Vz����?�.M����?�?����� �� �庪�?���Q��?�r]� �?�Vz����?�.M����?���Q��?�������?���Q��?�r]� �?�?���7g�?�?%�4)Ҷ�?d�"����?���7g�?�?%�4)Ҷ�?�nE����?8��8��� ��?�?�?$��&ױ�?�������?�Vz����?� r>��?r"u;��?8��8�����?%�4)Ҷ�?r"u;��?��4��Գ?�?%�4)Ҷ�?��4����?r"u;��?��4��Գ?����� �� �庪�?�?%�4)Ҷ�?���Q��?�r]� �?�?%�4)Ҷ�?�Vz����?�.M����?���Q��?�r]� �?72����?�?�?<2��?d�"����?�?�?~"u;��?0PE����?w"u;��?��<�nE����?���q"u;��?=#�P��?7��P�?�L(L�?a�"����?�?�nE����?ps�@���?b�"����?9��>P��?����� ��7��>P��?j"u;��?�溁��?�?�L(L�?a�"����?ps�@���?b�"����?9��>P��?����� ��>#�P��?�������?=#�P��?7��P�?���q"u;��?7��>P��?j"u;��?�溁��?�?72����?�?>#�P��?�������?9��>P��?����� ��_���׫�?����� ��>#�P��?�������?�溁��?�?>#�P��?�������?�L(L�?a�"����?�?~"u;��?�?�nE����?�L(L�?a�"����?�?��<�nE����?<2��?d�"����?��<�nE����?=#�P��?7��P�?<2��?d�"����?_���׫�?����� ���?0PE����?w"u;��?�?~"u;��?�L(L�?a�"����?0PE����?w"u;��?>#�P��?�������?_���׫�?����� ��0PE����?w"u;��?�L(L�?a�"����?>#�P��?�������?0PE����?w"u;��?9��>P��?����� ��=#�P��?7��P�?7��>P��?j"u;��?=#�P��?7��P�?���q"u;��?7��>P��?j"u;��?�?�?�溁��?�?ps�@���?b�"����?�?�nE����?�?�?ps�@���?b�"����?>#�P��?�������?72����?�?<2��?d�"����?=#�P��?7��P�?>#�P��?�������?<2��?d�"����?�r]� �?:#�P��? �庪�?L���r]� �?02��?�D�p� �?�L(L�?�������?�溁��?�D�p� �?ps�@���?��4����?�r]� �?:q�GtT�?�������?72����?�r]� �?:#�P��?�r]� �?02��?��> #�P��?�r]� �?:#�P��?��4����? �庪�?L���r]� �?:#�P��?�������?72����?�������?�溁��?�������?>#�P��?�������?>#�P��?�D�p� �?�L(L�?�D�p� �?Yk��?�������?>#�P��?�������?�溁��?�D�p� �?�L(L�?������?�?��> #�P��?�D�p� �?Yk��?�r]� �?:q�GtT�?�r]� �?:#�P��?�������?>#�P��?�r]� �?:q�GtT�?��4����?�r]� �?:#�P��?�r]� �?:q�GtT�?8��8����9��>P��?�r]� �?:q�GtT�?8��8����`���׫�?8��8����9��>P��?�r]� �?:q�GtT�?�D�p� �?Yk��?8��8����`���׫�?�r]� �?:q�GtT�?�?�������?72����?�r]� �?02��? �庪�?L���?�r]� �?02��?�������?�溁��?�?�?�D�p� �?ps�@���?�?�?������?�?�D�p� �?ps�@���?�?�?�஼��?9�GԐ��?�஼��?�?q���!��?�?�?9�GԐ��?8�GԐ��?�?�ipW�F�?�?�������?9�GԐ��?�������?�஼��?�������?�?�஼��?8�GԐ��?�஼��?�஼��?�஼��?�?8�GԐ��?�?�������?�?�ipW�F�?9�GԐ��?�������?r���!��?9�GԐ��?�஼��?r���!��?�?9�GԐ��?�஼��?r���!��?�������?�஼��?�������?�ipW�F�?�������?�?�������?�?8�GԐ��?�?�ipW�F�?�஼��?r���!��?9�GԐ��?�������?�஼��?�஼��?�஼��?�?r���!��?�஼��?8�GԐ��?�?8�GԐ��?�?�������?�ipW�F�?�������?r���!��?�஼��?�?�ipW�F�?�?8�GԐ��?r���!��?�?�ipW�F�?�?�?r���!��?�������?9�GԐ��?8�GԐ��?�ipW�F�?�������?�஼��?�������?�஼��?8�GԐ��?�?�������?�?8�GԐ��?�ipW�F�?�������?�?8�GԐ��?�?q���!��?9�GԐ��?8�GԐ��?�?�஼��?�?q���!��?�?�ipW�F�?�?q���!��?�?8�GԐ��?�?�ipW�F�?�?�������?�?�ipW�F�?9�GԐ��?�������?�?�ipW�F�?�஼��?�஼��?�஼��?�?�஼��?�?�ipW�F�?9�GԐ��?�஼��?�?�ipW�F�?9�GԐ��?�������?9�GԐ��?�஼��?r���!��?�������?�ipW�F�?�������?9�GԐ��?8�GԐ��?�ipW�F�?�������?�?8�GԐ��?9�GԐ��?8�GԐ��?r���!��?�?8�GԐ��?�஼��?8�GԐ��?�?8�GԐ��?�ipW�F�?�������?�஼��?8�GԐ��?�஼��?9�GԐ��?�������?�஼��?�஼��?9�GԐ��?�������?�?�ipW�F�?�஼��?�஼��?F Ftet P W P *hv *h Ph hpv p,v W,p ,W W p(W(mWpmphv(hmpbmhv (hP h(p P( W(L(P(HH(L(LHg)(Hg(hLg(PLh(mhgbghm(g)l(RlR)((RW(WmRRUWm(mlR(mglQURlUmRlmgl�m,WpWUm-mU,m-tm-,mW,,pmv,vmtvmsbvsmtmsb�gba�mbg�hbLgPKLbLbgHLgHagbag  LKbKabKPbPLhbPhb*+bs*bvs*hb*bhv+b*+bK+K+jcuK+jc+uscb+sKc+jMcKjMKj+cKbKbcaaK   aKcaacfcab�cfa�cIfKIcIKMc2IMcIc2f2I#"2MI""Z2_c2��2#Z"23Z2fccuj�c�u�2_��2�_"M2_"22j�j2Mcj2�2cMjj+u+j MMj_ " M"ju� $_4$_4_�u4�us4�u�4�4_�$5�$45$�]54s�$]_�4�_��c�2�Z2c�2�_Z_]Z�Z�]Z]Ycf�s�c�cbs�csu�s�;�ws;�sw��5sw�5�]�5w��%]5�%$5]%5�5w�^%�%^]���w�w;�;���w�%^>�C�;C�>F�>F^>^>�^>��>��;�C�;C��C���;:C�;�:�;�����������������������������������>F^Y>�F�>���>�F�>FG�>GFY>���>��>��>Y^�>Y�Y]^�>?Y���Y]���]����s������s���l�m�l���8�l��sm��mstx�:t:st�:;s�BC:�B:������B�����B�:B��x:��8�������������������8�9�8@AQ8�9�8A@�8@��@���8���@�8�8V@Q8���8q��x�q�:x�B:�B�B��@8V8@�8�xq�VqV8q8��8�8VUVqVq-q-qxxq�tmqt�-tqx-mqt-Uq-UUq-mqmUlQqUlmlq�8ql�8VQqVUQq8qQll89Q98l�SnQl9Qnl9QTn9nTo9ln�TQSnTnSoSn1o! 1S!S1o1on~1nz~n9��n�~�o1~!1o!Ton~o�!TSono9�o9T9T9��9o�!To~�9�9�A9TA�D�D�<D�~<�9���AT9Q9�A�9���9���9�A�A�@�89A�8A9Q�����9����������9���<���~�<�<D��D�������<ED�<�=�=<y�~y<�y�n�y~n�yn~zln��9l����l�y�����������y���������[Y\�?�YY�[?>��?�?\Y�?\��?���?�>�?G>Y?>G���>�?���?G��?\GY��������������������������=�<=E�E=���E��=E���?��?�\?�\??\G�?G=E�E�?�'\}���=�=}���}�'[\�'\�}7�7'�&'7['7[�7}��[�\�7�[��7y}�y�}=y}�=�y�/{y�dy��y���f�����ZY[`Z[[�����`[�3��3Z`&`[�6���&7�[&��[67y��y7�6�7�&�76&��66{��6y{�/i{�6{�&�`&�6 &`{i�3` 3 NNi N/i/i{3iN3i�3#N 3`# �3`i�{�3�i�3if�3f�2Z#323f#`3Z3`�#I3N2#I323If3iIf3NIiJidfJIif�IJf�Iffd��dfi�f�dada� a��a �afdfa��JI �I J�Jfd�Jd�JNiNJIi/Jid/di�/.dy/yd�/Ji/.Jd/J/.Je.k.ke|.ez|e.ydOJeJ.e.eJdJedJHe   adeaeHaHaHaegHJOeega�ead�edy�elg�eyn�enyzey.z0zr|nr 00nrz1n0zn 10n rSn1 SSX rrnezenl�SrnlSQRlSRXlXR)lSXrlenrlX)rl)XR)erl(R))gelHO)eg)eH(H))HO)O)X )kr k)OOekO)ekek)rr|ek)r X X r 0 rX 0r| rk|re|z Ok. k k.| O)O )X xsrcom.femlab.xmesh.Solution[ʏQ�qSxpwuq~0� h#h#  !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������                           ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~  � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � �                           ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~  � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � �                           ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~  � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � �                           ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~  � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � �                           ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~  � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � �       !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~��������������������������������������������������������������������������������������������������������������������������������                           ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~  � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � !!!!!!!!! ! ! ! ! !!!!!!!!!!!!!!!!!!! !!!"!#!$!%!&!'!(!)!*!+!,!-!.!/!0!1!2!3!4!5!6!7!8!9!:!;! !?!@!A!B!C!D!E!F!G!H!I!J!K!L!M!N!O!P!Q!R!S!T!U!V!W!X!Y!Z![!\!]!^!_!`!a!b!c!d!e!f!g!h!i!j!k!l!m!n!o!p!q!r!s!t!u!v!w!x!y!z!{!|!}!~!!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!�!""""""""" " " " " """"""""""""""""""" "!"""#"$"%"&"'"(")"*"+","-"."/"0"1"2"3"4"5"6"7"8"9":";"<"=">"?"@"A"B"C"D"E"F"G"H"I"J"K"L"M"N"O"P"Q"R"S"T"U"V"W"X"Y"Z"["\"]"^"_"`"a"b"c"d"e"f"g"h"i"j"k"l"m"n"o"p"q"r"s"t"u"v"w"x"y"z"{"|"}"~""�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"�"######### # # # # ################### #!#"###$#%#&#'#(#)#*#+#,#-#.#/#0#1#2#3#4#5#6#7#8#9#:#;#<#=#>#?#@#A#B#C#D#E#F#G#H#I#J#K#L#M#N#O#P#Q#R#S#T#U#V#W#X#Y#Z#[#\#]#^#_#`#a#b#c#d#e#f#g#h#� �B�la@��UjA@V�6�7_A@  ��/@>6� y�?1%1�~�׿��&��O @�� \j @V�`x� @��u Q/@�>yFJ��?Y�YS�.�?P��qT�S�"��'�\O�fY|���?��Go��$��?�?�������?�������?���]���N�$C���^��˃?���٪��?�1��5O�?p'\���?�L;�G�Ж7�B���%273�P1��*���5b�N����`��;5���%663������N�7�jϏa�t�����o?p5�Yy�j?���E��w���Q3p��7�73�8#\P3�-p.5��@���@��Ќ�p�1��J����h�g(�1��?�$�]�H�$ �3�a0��3$3BߵOV��X�$p?F�( L�`�#�|��3j?x �o��H+��K���� dz���Q#��ć�X�3x�K��&��h㈵���h㈵���h㈵���h㈵�侤� ��\;���ϩ̻I��{KN?;`#n���;;�|r}���:�3���$;`�[�V;�y��̻-C��6*?-C��6*?-C��6*?-C��6*?�'�>�?�'�>�?w^c���?w^c���?��t���;��x��g�';�'�>�?�'�>�?w^c���?w^c���?-C��6*?-C��6*?�a�ɻZ;P ���?;-C��6*?-C��6*?�'�>�?t^c���?�'�>�?t^c���?rt�v;-C��6*?�'�>�?w^c���?�'�>�?x^c���?�=��X�$;-C��6*?��{�ј�;-C��6*?��(��;-C��6*?k��QV�ؿYΣt@�ֿ�3�ؿ��������%U?���ſQ?�_I/�s.?հ_�d�?�Rg�Ҷ���W`��:�!~��@�EEq�x?38Ԫ�Hj�d_���`���E3�ES �r�@;5v3�%w�s{��q��3�'ӄkQ�,�Њ3@�� 0�Hȕ�yf� �ZN�3�����3HG�Et��������� �3���S8���F �4ئ��9P��h㈵��>�h㈵��>�h㈵��>�h㈵��>�h㈵�$?�h㈵�$?�h㈵�$?�h㈵�$?�h㈵��>�h㈵��>� ��W�(?� ��W�(?�h㈵��>�h㈵��>� ��W�(?� ��W�(?��w��;-C��6*?�W�#����-C��6*?���b�;.C��6*?�0��^�;-C��6*?����痭?@��3V��?��M��?�4q��ؿ��( �?�_8��?ve+���?5�l�����b�#���? a6A4�?"��jC����}�l �?'�����d��,>X��������?��{�c%s?��{V��M��Wfr�H��;t�m�� mCo��>�f��!�Z����>�D}���N�nu�� K��"�3�9������r3 ���j��F�K3a�3�Z$�٣��a���u3��d?�;�3@�f����)E��ԘL�@yM�� ��ii�V�`É|+3����2@�I�kܲ@���M��P{�B4� �2���b��2��k�#ײ�&�M#Ų�?�?���J9��?�������? A�8�p�?�������?���s�?$e�����?�ϖ��9�.�5�аr��2��v{I���u\s��.�9@|��:ƕk���4��3�������U��`rWTP�����`3̚���@ ��3o��X� �g�à?���x�%�?!L�Z��?��4�7 �?ƞai�(�ՋIJP��m��@ D@�T�@*������+�2���.@��dQ@3��/���PMɲ�l��IJ@���ܲ8d�Բ@"������ �����B���h03ةݯ�23^�G��2�l@����TnW���iHQܲ7n���2R���W�L�ύI3�(�T��P� Z3� f:F�pxJ�v3�ȈQ�53���;� ���33���~if��G��w9e?�H|���S?h�!i�`q?�r�\�3̗���2 —,.3>����Rr��@V�N��q130�a�R3��7`�2���n����sD�\u�Ӥ�2��� ��2�.�3�J�`�Tt�e32)�d�]��Sx�c3ڡ��h����s53�\�e+3h��nbɲY�"��2��Rmm[�(o!�����m��b3Tޗ��[���d��S�3���3pg:��#�3��Y߆���ԑ�3�X�r���c�k��P��+�����@=Qӳ`E��7���r�ɳ@�c3;��vJB��g� �:���$��gW� �[R��R�pK�li'4@X�y�3��y��ೀO�5�"00�N~Ֆ1�")��)~��!�_�@ �}�Ј y�?�f�1�0��:$=젿i�J)=Ѭ?���$G���`.p�pF�/%n3� �S��36�Ţb3��{��Q��)��P�@��7T3���%�3�s�km�3�bx�=8��wk��w~���%Q�3t�,ӿ�3 ���ڳ��D�U)d?�{KA h�^(��ѫq?���I��S?���K��3x�P��f�xc�q3P�ܮ���S���3�;d�����R3�N�5��3HB����m=�[� [=�X���Œ��3��$^����_�3p��H4��9'4��lA9���W4@��Rp���������ݷ��Q����yvu� �»��Zi;1������#A���7I �?(߁[N� ?_`ج��̻\1��¯̻��7I �?(߁[N� ?��~�i ��zVg9k�û��7I �?߁[N� ?��7I �?$߁[N� ?,C��6*?-C��6*?-C��6*?-C��6*?-C��6*?-C��6*?-C��6*?-C��6*?�h㈵���h㈵���h㈵�Ծ�h㈵���h㈵�Ծ�h㈵���h㈵�Ծ�h㈵�Ծ{R�NAx����|���� I �Ȼ'���TKJ;�� ����:���c[�2���7I �?���E?+O��%?/ L0ͻ�@�&��̻�k!I��̻��7I �?���E?)O��%?0�ȹ��I;x�eݒ� ;���R~6�^�F�Ke��^��졻�b������Ng���iȻ��7I �?t��E?O��%?��7I �?���E?(O��%?+C��6*?.C��6*?,C��6*?*C��6*?.C��6*?,C��6*?*C��6*?.C��6*?,C��6*?*C��6*?,C��6*?-C��6*?7]��L��e.ؒ �?-C��6?�'�>�?-C��6?�'�>�?v^c���?x^c���?x^c���?�� ���%�ِe �Ez�d�@�O]�O�?�\?C��6?��[���%?\H�]b�0��R�����}:+�O�?�\?&C��6?��[���%?��D��OP;���$;�' ��U;�'�>�?-C��6?-C��6?x^c���?+C��6*?,C��6*?,C��6*?0C��6*?/C��6*?+C��6*?,C��6*?,C��6*?,C��6*?�E��G@;2j�����2�X�?a,;�b� �?�'�>�?s^c���?w^c���?,C��6?�'�>�?w^c���?@��G?/C��6?�6g%&?0W�w:*;J؞��l;lo '$�)W�ˢ;�5�� �;�����;.C��6*?,C��6*?,C��6*?,C��6*?-C��6*?,C��6*?0C��6?�'�>�?v^c���?/C��6?@��G?-C��6?�6g%&?� �;����;����g��;,C��6*?,C��6*?,C��6*?�b� Ω�U��-?:J��e�p���O�=&���N��=��!W�>#h����>%��-�7>���t�`>XF�o�E>���Ď�>e����=�Fi��q�=�A���=�e��IB�=�׷_��>`v�Y���=�*\���=!c���>��}��=k�4���=G�׶�s>������=@�Aix��x����3�����3 ����`$VЃ��@�:�j3�`�xc�3�1ȃ���<�e���'3Mf36^~ɳ@Mk���3�g(�$���B�4��>9���(� �{3��I��^����q3�+���)���gyrX����";?3 ���QH�뱛jP��쏾�M3hZ�҄3`��$[ѳ`�/�&�3@�c��3��;7�3�q�୯��!� {3@��3 �W��ѳdX�@̟s������w����s���3@�Lެ�3tԫ�8Y3h��=�e3�h<53 �}L�3P�!*�3�n6��3�6�b�@��=�2�f��Np��A�`{�@������L>`� �e��3�|�ȏ3`Ab���p2S�PO��r�^�@�n_L_?P3"bH�3�H���S3� ��=�>��:�@�.��43M�㽨�=K`���=��^�X�=�-���=�Y˜U�=b��h�=<�����=�2��+�=tC"�9̽�@�ܺ2�=e�ظD���&��)��=���,��=���"9X�=K��C~�н�A� =�=ϒ��l�ʽF�D[���=|�=���=X�VϢ �=���G㋳�3��3�WXE.f3�Fx3?��S���?�Ob3��e}3`���hw��;� �R���% �R3�i�Ħ��Y3!SXӫ38�e�3@H�{�w3�����P��㓿���'���3~J�3�?�w3f�1��w�pٷ�}���Q�J�p;_��4��vL�2��w����@{��=e����[3������K>w3@���;3�"ȡ%P���^l�Ho�k�{u�[p3x8�9@�3�G��a3��H�Q�*����t��(/@z3�/F|3 �"H�\�"�X9�3@�Q0Kq3�� P0�3���RG� ����U3x��nD�B� �������nЪ�L, ����:�K����Z�I�3�^޲�c�����~��]R����<� =3��*X�S3I�F��3���m�d�"|RZl�=�*}��ʽ����XŽ6E�J�=�3�z��ͽ���v���=1x���ս� ��%�=���ꗳ��NR�k�= ���l�=r�^S�_ͽw~�9k��=K�*��cW=X�;��2ؽ��໘�=��r���=p����У��=v�' ��=��P��3�Z�B������Y�3�"�^T��{����3��������IU��3�r;�‘3&����3)(@4أ5�ӳ�e��ѳh��eȳ�2vR�6���]�ʳ�P)9�����Q46��W�R4P2��;���H�3~m��y�Ҷ.������5uF��4db,4���_'�3�\�I�3�[���3��n|R��� 4]���^�u��t3���Q~���V���3P����3|g���3���h���cG�6�����Dj�3D����3E��@8������3֯�u�ʳX,�W�3��#�e�3�;+_Q������"4p�ʫ�3`Z�,NԳ [e4���´ ��u��G4@\��g�0BYK�@��C)��`܊<"#��uR��<������u4�����g4 ����5�O�������)V4s�&���>�V�����>�h㈵��>�h㈵��>+�5ݷ�?�CHԥG?�h㈵��>�h㈵��>%�5ݷ�?�CHԥG?u������>�[3� ��>r���Q�?���XE?k���Q�?���XE?V4�V��$?�!��$?�h㈵�$?�h㈵�$?�h㈵�$?�h㈵�$?�Lں�$?,���$?��á���>���l���>-��g���>�h㈵��>�h㈵��>�h㈵��>3h����?~�q�@H?sŃ9D�!?�h㈵��>�h㈵��>�h㈵��>.h����?{�q�@H?pŃ9D�!?�-����>��H7��>)V����>W�|�?�?|�q�@H?(qR���!?T�|�?�?}�q�@H?)qR���!?;�Vi��$?`h���$?�)�_��$?�h㈵�$?�h㈵�$?�h㈵�$?�h㈵�$?�h㈵�$?�h㈵�$?������$?�V�e��$?�Ƹ�$?�Ƿ����>�j�����>�>P��?�#�(�a!?�h㈵��>�h㈵��>�>P��?�#�(�a!?�h㈵��>�h㈵��>��R}X�(?,S[�(?� ��W�(?� ��W�(?� ��W�(?� ��W�(? F���>+�i����>�,���7?�,G��!?k5�X>?w��>�!?d<�X�(?]�X�(?�s�z���>M"Y����>*C�״��>�l5I?*C��6?4�]�$%?�h㈵��>�h㈵��>�h㈵��>�l5I?.C��6?4�]�$%?�h㈵��>�h㈵��>�h㈵��>(���X�(?Ф�Z�(?˞8Y�(?� ��W�(?� ��W�(?� ��W�(?� ��W�(?� ��W�(?� ��W�(?�F$���>�+���>u+���>��Ɔ �?.C��6?Üj�A%?��� �?*C��6?�Z�h�?%?w7cpX�(?�y��W�(?#�JX�(?��%�<�?�$�1��!?7~��U����3��{�UdZp7��;&��az�;*C��6*?,C��6*?-C��6*?/C��6*?��Q�;�?LC���!?|�p�Ĵ�;��$&�;*C��6*?/C��6*?\�)�;�?MzO4��!?�Ⱦ¹��;:�X��z�;1C��6*?-C��6*?�Uj[.�?�����!?��W�;�?u��6?S/8T�%?�9?tp;ڒ�=��;ǜ�J��;�;��;����W'�;?$/ʲ?�;-C��6*?,C��6*?/C��6*?*C��6*?,C��6*?,C��6*?�#�:�?�S�6?.���S�%?��n��;�kp���;��}G�;.C��6*?+C��6*?.C��6*?J:��9�? �h��6?v@NzT�%? ��J���;���_gw�;]x�d�;.C��6*?+C��6*?-C��6*?�iˇ+�?ϊ](�6?9����%?8�G�\.߿�/�p �߿Y�R���g?G;��DQ��u�ۿ�����|ۿ�Y���f?����»�?�3$�3O�?Q�"q�q?�y+�/�?7���ޱڿ�`�,��?�`�������| T�z��Ta�У�?"DaJ��g?O���BH���$��fۿ��/g��?��3�h��?{+5f n?b7�o�俲\pPEԿ߫�H�S�?�!q&���|���7@�E��-�Q�?*�%���ǿ:�VN��Կ��I�AC�y� ۿ^\R �?)+'z�? �!�,�n?��Xs�係��clԿ� b�c�R?x��+s��,'i��#Q�ϫ���?�-Ǭbǿ�Z���aԿ1#ഌ��jz��2߿. 8!�#ۿ@���3�?ԥ�tD�?��"d E�?�� J!͸��X��{��*� T��d?��߿k���<�!� ���ܬ�֪�?7��u�2�?����?�p5�w�?�ƫ��q����嫭x�?����������dF�?��L� ��*�. +:�?���URc?���ؚ��h�.�` �?¬|RD��bf����#b�N�6��lB�(H�?�D�\��X?�*rlE9����=٫�?���߷Ҏ�N̬F���s��J&��?0K<�����)�Q�?��m��ʟ�ʄL�x���[�?Y�]8R��d���?�Hua�L�?��|� ׿'��� ͱ?�kl!u�?��쏱b��y��R�?��`�@)��O��}��?���*�ķ?yV0[+���=3������>�E�H?�]�Í٪��=׶F�?I�%X����j��b��?�E�������S;��F�?���|�����É-Z��@��~ ���Xj}p�]^G���0�]��T�?J�W�Ԙ?�Q��ֿ��}��F�?нeJ��?�C�`�f�YB�9�@�?!��� ���Ӯru�?�i���?5�&#�����BɉCX�[�FP�F��� u���2ڬr�?� �b�������ы�?��Cj���P���yS�?�vC�,8����J�� ���ׁz�j�?o�V�^ܢ?�O����?�D`�Ԡ?�u���뭿�~�X���>m��ˑ�[�F�Ѩ�?���>>3��9�9ϻG�?5�� ��`?��w"���@]Z�Y��?�R�(뎿��:Y�����K%�9밿��|<��?��W�[? ��Ţ�?�P{���?��'o7�yC ���{��u�?,�n=����� ���c�?�k�!Ϳ�Y�?=��czH �Z��4���Z�?ƿ0:�x�?C���~u�?�`aC�?�#;��l?n���g�?�\Э��p?��+��?�E\V��?���/��>? ��v��?��������6>)���?Re|����m����?����?�?北��絿FnY#o����a�]��?���㹺?iQ���u߿q�qÓ߿��)���ڿӐeA��߿���I߿��oŕ*?�{�)���?�M"�Uޟ�Ӕ��H�X���˯���?�����{]?<��t�?-�%��Q?�9�a&����Dހ1u���J9��쑿7 ��P2�Q�u�J�?��am�?��P�A�?���>x�?y�OE�����ށ� v���.Ķܶ?� eY_���3B��?m�?�m���f�5Z?���7a�?��+ٙ�=|��-տwH��#῾�8c��?���C2��?�W!}����a�>������lC�?�E�����֐�Eɛ?�����d鿘�[��P�5*��^�?��di��� ׇտ\�A� ���%^jۿ�Q8@��߿�!�� ��� %�˕?��噌�?��9��4?��j6��?�6@�f��?���h_?YIE��?����Jk��9'`��'��US���I�|S�We�?�������?�i�@�߿s��[a濄O}��?I@���?�'�����?�-����U���+h�Ź��rE�?x3�ʃ�?�� �RB��u@���?bd���^�?�\����?�h��`s����)vV�g���["���?�,w�q�?w���޿��Jx�ĿŸm��̩?�����Z忛D|�V<߿��?��a����gٿ ��z��e��o�|ݿSR�g���5/����&_���,>-�DYڿ������q����뿅�|��쿌��B�޿S渙�6��+P�c��:�h&�?���G���?�I��ѿm�ɢ�?�?د����9��кÿI�P� ��?��T�\0o����5�?�� �h��?T� n��?F�v*:�a?y/�J�E?���x'{�?��.��W�?�<�<��ѿU͝\�?o��G�[���-�����������?�f�rua�J�^���?�;J���? ��T��?sJ&ˬ9E?IP3����!Qn�@"�?G���*�?*�wH?��?b�b����?�FI�}��?��`UD��?�}go���?d��d�?����B�����Ӈ���??���￘&Z�}E��ǰ^�_��N�;kw�<���V��m������5���yy�)�s� J���eD6l�k���� +_n����"]ѡ ���� 8�����t���l��ܡ�t���&�y\� b�pA�Tc��w Ǻ��%:��5��K�ˍ���d�� �d����f@�;��p���?O?[�[�?�\��� �?u����"���?��=�y鿔�h��?�� ��@�\���? �L���?�aӛ��� ͘,n?�ȁ�y��e[-��}R���'!�u�e�y�Ѻ?%�GJH���� l=/�保��S=�?ā�cT�?���� ۯ�c*�h/Ð?���v���WB��?+?�.��a��?���-�O�?�_G��?��nݥ����Oj��?��v��鿡s, �?�>}��崿T}���?E I�l��?�v��ls��Ͷ��p��V��C����vId?�d3�&�m?�xf����?f0��{��� a0�1�*g#�̧�? ���?P0]�^��7����ϑ?#F[I~Ғ���aƹ\�|�oR.��?T��Q�?!�{�_W�?�{�N�?U��8s�?���;��?��b2���?qS�j���?��� �u�?FM��"�?�&�LTm�?q�����?D�?���?�~�� �?���q̰�?H��s��?��(��?f�\[� �?���G�b�?������??��d]�?�_�6t��?�>���?���me�?�� 5B��?Y�j2ԋ�?��>L��?�w#M�X��2�W-B꿭��M�&�����%&�鿓3B~?�z?��jK�?2�3��w����C�9��F�N�N?1-�!¡r?��������I��?��L��N�?jV�P��m�Fy������1�j6d?�����xq?C� ?f�?����E�?@ ��� �? s��� �?ZN�O �n:4��ֿXM3.P��f���޿��F�iZ߿8S�ӏ�H������D�!������mW�鿫ہL-��G�J�.*�T�B@�X�E�K��)�����/�$��,�rG��"��f����j,����u ���}�7���L����?�y�����Qt�SE��?q�^ 3��j]� J��@���9�׿�oE;t?����VE�?H=Y&�?z �;撗�o׎<5/�?|��9g�z?�'����E�����?�`����J�?d���5౿�j�����d�z�*6ؿ���=�O?rmd��?blf����?�R[h����S$e�<��?�d�|���?I9��1�?q3�5 ��?���m8x�?28�Nd��?�����?ؐlϡ��?�������?qB ���%�� ����WhI{¿��9M҇���� �ο� �������D��%¿�����8�3��˿z����ҿ�_G�P$ؿS��G�aԿ�b �a�?�J߈�J�?ȗ(���?��%a��?' 8�5��?}��T[��?�N�\k�?��v"�J�?�@D��?�~Ȍ;�??��� &�?B�s�m�?"sh��C�?6[plW7�� ј,?��ER�k6�4�Sۂ�n?���j�k��s��SzR?�>$���?���$����v��Z��?`����?��oR�ᗿ['CZ}�J��mb�?C���ƥ?i��h%��dQ!�?�2�Ƌ����WN?�#ߛ'=�?�ͨ,z#9���& ���؟3���-ʁ����MьƂT?�p�-��?Q�"�����v�]��?���PY��9�'(�ȗ?n�rTy��?��Oρ?�R�/h���LC,f�z??�/��e�����l��q�X�8cA��?��+��ɿb���R�(�.��ș �~ɿ��S�=+�]"¿ZQ�Ԧ@���q.�����_��ȿv#&�����Rs+=�z� 9� ·:�̿k�uU���I;�I�\MO�Es�9Le�mw��F��ǿ��� �޿u&a���b����������4�fKI���2��Mn�P���S�?�N��"�?�1����?���L_��?��1xQW�?f.F�)��? w� :�?��SK��?h�jJS�?w�7���?��o>O�?���<�H�? *����?\_�I��?�7X�Z�?1�+;)��?�`�G"��?,�:����?��i����?v�����?0�� ��?�+ ��*�?5�Z��?��C��y�?� Rq�͗��{=.�wD�G��r�G�?�J��ȥ?O"�U�N��'���$�?� Б��?E7yt�VN?~.�Q��?�?�[�D��ߨ�x��-�G�R�����M�������&U?����В?��I������M���?�}�0����3i��?�������&�5-H?�$��w�ݳnZz?���X�k����4Q�q�^����?"4x#���?��∀M�?���*8��MU�ۅ�?H�he�,���*�����TN�!�I��Ye�����@�ƻ�ն@! ����=�^�׿���QS׿�r'h�?�rqn�?X�+ʭ�?��E� �?k��^�?π���*�?���x���?)�·I�?�56�5,�����{�V�?�� pv ����r�sCֿ��l��o��d�hM?v}��?"CI���*� ������/�t'�S?����Q�?�c���?�sP�OI���|E)����z����ژ?����yĿ�m���ɿt1����'�4�-+�I��I���?��˶�?+?2���u�O�[;���.�u��9�"���'j�M2Ł^�%��T��"��^�B�W�;�S�k)㔖���yD$�ĿL�����gIK��'׿��2�@5߿=� �gؿ�-�Q�#�?� �(�?k.0�T�?��>i�?�u����?��$��?�?O��$�Y�?�M��4�?Y�p���?��5����?���՗��?���y�q�?����LE�?�≵@�?zfݣ�+�?sp#����is!���?$�U-�����'{U�7�J����[?7�QD�͘�58{�L����p� ;��?"�&��1�ՠ�?]WJ��`���?�` d��9?�����O��).��� Q�ɿ[+��� ɿ���g��ȿ �ڔ�����z�?�ǿF{7�r���@)[�|޿0�l�H�ؿ~S�����?��y�K�?��L,i��?���W���?!��mQ�?gfį��?m�����?=������?US��Ŀ������f@�dš�j@��E�����5d�g�?� ��[�?��>S\��?�R��_�_�!M��T?�t���sQ�����CV���� A?n�������)ۭ3�O?H�%��Ě?F����e���*��P?�� p��������w?�&�����?� ���?�3Fy U��T��Mz��?�l)��.���߅��?;�� ����ihh�U9p���F?�;�.�{W?z��?X�A�z���*���?�Ȱ<��?�i�b��?��H�,���K�>�Q��?j�R�D1?*b�� ��d�x�[ LQ��0Y^^+?с��"`?{�W�"?Q�y��辫��a�R�?7�F^|s?��{{A�E��r�W?�a���R?�F} K�? ���l?F�8^e�p?��T���U@��-��qG@�ӻ��G���3��I���l�F�?* �o�Ԓ?|�\QV���rd��Y��dy�*��?��Q9dl?���U�lW��i\�HI?��7m\���?f�es�|��� �J�P�`L^���y�zl"�V7�� �[Z�m�Ш�A��<���g�>{F���]�����X�?ik���S� t�Cd�V��>�|�u����� e?��a��=@RZ0���=&c�Կ}�g�{��?�5�P@?J��M;ڃ�!�� Y_?�y�i��?0 ?���A?i�M`?�M��1��!�L+h~�j�@��&�>��%���>�u�Z���??L�3돡?�2Y�$��?����xL�?R�!l���z�"1?|��t%!@�c�"�X�������|�g�P .�b�}v�N�?r���H�k����>�?$���P¿n4]��X�ck�_5x���}��GR?J��]b�E?����+?<�r�zA�>�~O�����m�Í�� e���?0�Z�7����.o��?$�͛�朿�}*b�Dq?���ˬ�?�u=:�w �ɟ� �O�������?� �:�Y����� 7U?��'�V�\��{l[���5� �u�;����I��C�VY�y��L@?�Y�*�A�ۺ0�'H����dO��͘7��P?��x�?mD�T?0�wA�<R?�^/OEá�^N�1�x��q%m�]s?y�Qs���4�Xa@�������������?����>{P��ߣ��RV�[���R�?�X�S���e�67�jՖՅ���D��/��l�pa��70����M8#?���Z"R�?��-�g����J|?P�] ���ү�.�E�* u.���59!��3?Bb�;9��?�\�F��?Vn/�S���Z��)�:���p) ^@_�>� ^@� Ƈ�P�?���M����I)f�ɿ�.c.�R���\�A"?R�ٓM����<�1q?���F��J?��ˑ�rq�WQ��YL?V%�4��m?h��^�?�*e�RS����/g������3t� ��g���� f�[ ��YeE���P� �꿒 �I���?��r�%�b��]J�N8ݿ4�ͯ�TT�j1��Fb��健�俻f,��o?����p���#� �>(!��G'?���úž8��l�ؿFk�7��?GI ����?a����^�l��#�E�xoK���;��x�,�?{ /C&N�?;���c?���Ds~y��#H��ʾ���F� ?��ː��>�5拤��?c:�%F�?n�^ �Bҿ����B�1 e�8="�]r�䕃����B?9��K�:J?�6*~� C�?gmMH?]���gW�^]Y#��d���-r肿��e�����N��'�`�f�Q(/�U@ I|O�ϿB~y_xt��q!ʑ�?;�ͮG&�]�ω�< d�^��? \d�\�?�d�R/�?��n��N?�g��ɿD�1��?�����M?��*_�?g�����? ��b9I���=�I?q$C+>�?W�8����?�&:>��?rU�E�?��U��G�?�݃�:J�?$��R��?���2?��?)?�;q1�? Qv����l?���ɰ�����%M��G�n�#�?� �kt�ɿ��ۭVn?pù?����h���F�w ��T"�?�j��t����tUg�տBm����?�� G�?�NB)���?a t|��fq�oЂ�0IbI��Z?;_�|k���2n���5ѻ���,YC?�J�]�?�I'9Z?��u?O� a�0FM���2Q a�����-EG��mN��l�.���^"�?o��<�wt?$jUu�P�?Q�̳}�d?M�-� �?�֖*�N�?V �\I:W�����{?�?j2� �;ÿxX�CEz���t�W���ֶz{��o?�t^��6c?�:�A�J���8�)Q7��-��� ����?��Y^#�ŕg�z�m��� ˖HĿ~@j���/bC��?��6p�N>y �P�)�_�������Z�����Qf7�N��5���te���%/�?G3�c����E4�8?�%�u���ZM�V{+������?�a;�7?@f�h���0� �Y�?���1�7��xM��t���+����g���c)�t���c�!ut�?G"�#H��A155�&���[��#�b@�g�]J�?��B��?��X���y?E�&��}?��߫�/�?a��U�Ή?�\��T�X��)MS�?ʣ|�d�y�KR�}�p?�A&��K��=��~��?Mσ��ۜ�>��"�w��h�у�?��6N�r?\S�e�,?"ܪ�c�L�P�6l0���+a�~��z�\��`�.��z�e�6���2Jq@B!e׵Q�7��(o�?�5";�y�?voر”��=�CRk�?|_���)?M������/���?�$��������?jB���;?�v��o�?�+b���?S���b?�jwV�?�_'�?��?ٜ�?ݑp����?���XI��?��(��(dĝ���?r��Bp�d�4���?�h�@��&?q��'y�?�#�k)ܸ?CJ2��rl?#�:O�f���I�6$?ģÏB��;-6l����[6��??�"���?oIT�?Ϛ�uѧt�\Z��1ű?y3c�\?�)R��?��������<~z�����u�#��=�� ?K([w$rB�w���p����������0���;���?��c� Y����RO�9?.� I���<�#�P?0�j�u)?y�?��e�X�vu�7�� f�Udq����<�Z��r?��wM4�����@��(,k{V�8@Ey$���̿A!:��ÿ(�ƀ�����U��Ϟ��4� j�`��:,�c�?���B�_?�����?!V�F�����3/�~�����~���%l�P0��h�Y�yu��!ְ�Gw?R:Zd?��S�z?�.,�nR��yg�'�R�_����~@�#R����a�+�ޘl�;j�ū�?m��p��M�D�|�a��M�/�����[f�,F?�uᆋ�S?)�2�iv�5\{��?.�/`�?�?&v�{?�"?"5y�� ��` � 9)y3�w?U�Z�z�l?@��j�U�?��+nc���ꇗFm�����*]?⿢UE�?����� 1?���E�Y?Ĭ����ֿt�f��I��V�MV�j@w��A?�mo��}?���w�K?��7"w?��u�')�Y�?�S�z�?��!��|���L@���??Ú�)���.泴��5�Pq,̟?����}�Q���E;wJ%�w���)6��!p&� ��2t ��0�MV�w?({k.��j�^E?�_Q��3?��Q$�N'��ރ�^#���m ]������‹��)�?��ʈ7a?-�Z|�Ԉ?���%?gx��_�:?8c�O� ?Rk�F\?�5L��\?.4��L�?����6��k���:�d���?1|��1p?�OkԌ������c?t��W<�?�Kv��ƿ⅌�:6ƿ���l���?�����?�~0�w�G?�V0�p��?��h㛳��5>�SX����B��x?� ��y�?ڃ�e]��+J衿yW��K��?< ��u�?�^c ��?��3�@��{0?�Z�;Rء0��]1�_?����Ϟ8?�t{;Y/�q=1,ӆ�>�6;?�$�d���L7�N��?v8��sn�?��sVa�?�/��V�����|hO��]*SAҿ� ��(pk����? � `{�S�M�ܲ?�.Wh`[x�c��k�(�?�����0ɿA�U��ݒ�M7 �+���~��~�k<,��8�U�MU��?�P�?����j>��^:���3�<&?��Hl?�6a����J,7����I|�>�J����q>d�� ������}��2?9y^��i����@�8�?j��n*^n��Q �aUH?���r�cA� [^��P?"����c?b�����>��&\��?0krLn�>��佶�#?��$n��]���;b�Uw�T��$��fsß?���؀[?���� W?���" �?�^0{KqC?BQE�7���#��ÄM�q��a��b@�7 �����6K����?h�hhn<��T��y7?>!ۄ%�?qG��*��?�HNʑJM�����K�?}m44?�9?'��?ߏ�LO�?:�c#q�U?��e��Ϳcr��we��(��ڢ?���T/�\�-�����>ffOd"?ߐ1 ������.���?Q�Gc�I7�&����5?��.%�Q��� GGq@ �� n�����_!��� -��?��S`�����л"?���D�?� ����x8*�(?�i9`4�P?���7*�^�� �i?t[�C�?f���m��G��ӱH?��0�l;!�ke��m?w�E�m�x��z�Ͼ�ϙ� n|ȿ�#j�ǿ�k锢<����T�Z�?�.��G0?=yG���?Q��F�3̿����DN?P�8ʿ�?t���&�>d�� H=?�43|&Lݾ�m�4�D��(�NNX��?�z����?��6��mA?��7H���HR��v�?m�-����TR�.���5 �&vb���ݳ�͈� ���E�}r�7�2�n����R�x?!:���? xz�xi?�u�p|�4��TA�t����߱4��͐X"�#?��}�i �o�pJ�4@?�\V��r$?��Z���7?�;���b?S�sE,�U�/���`ő��",8"?����@�E�J�u�*���?���5���\��!�?[7 �RȲ�C�ǽ�2�c��2�d1���{��β^U�� ��\ЈU�2�)�qt3PM������!��2���H'3P(T1C3�*���2�<����3,3�bF ��|3�2���WԲ@�c�5y� �)�u3�8 �y��]e�bX�$�ҿ�p��89ˑ23�s^�3�/�� 3@yvo^3F^F5� M�A�3�1d3�MB���f�$3T ��3�ĹG`P���.�Ro��MDS>��&f�u�3�МpA3@p�����x;@�����3d2$ŊF�����L3�Z��e[3��{�w8���$5�2���@�?���������� �:3�5���3D�{oӲ��BF��"x�13`:��2�6$�s޲��a3-3�߀&��CO٪�2���2��J���2`�;��2�<)������2dX|�-3`�p�A�2���t�2p1�� ���Q���� 8�`���в� dM�2@���3[#�W�XS�&�2`L��Z�-��6.I@��o�(s���/�F�2�R�P#�����0�`l���@����@nr��2���f3�����h���ǡm�2�Λi^(�t02��2襒&RҲg?�N@3���;X3h��_Y3������2�2����3�v�޲@�@Y��@��73?_�XT3��@E3o�̦n�Wm3�X�؄43���RZ�3�Yܬx2x~�5�t� �7�{:��^*�Բ����"�� ��2@�=F�ӲO�,r����ΚҲ�ekPy�2jIP�o�2����R�2}���2��֚2�r�2��nD�����%9��2��bG7�0��`� �������2�� ��2p;yAm3��Z|A�2�֤c��W'6��������2�EzI 3ܟ��D�@��)#��MN��3 �.=3�x�v�Ų�����Pu�x�hQ �k3�{|������Wk�@�/D�2`^�xTײ�2� ���2�}΀�ֲ@l #���;K]�2 ��S2���10��,���3�vp"b3���9�o���ŴK`����(� �3�A�Ud3`4>=3�Ld �3���j�3�����W3�s@[d3p�oF6X3��D{\��)����p�`�C�1G��ew ���2O�ö3Ƅ־��3�� ��pV�ԃ�3�ץ�j~3%θ!R�PI�ƕ3�0��Qw��FZNj3��3�j3 V�m֘�`����&�3��z^�3�e��_t3d&��Gdz��V��3z� ^�"4(?<Xx� >8� � ��\3�*���@^X�u��f7m��3 ��[4@c l�3eا�34�AZ4�k���Ț�fij��ߦ)�3�Nʐh�3P-;��3�'�C�4 ��.��@�h\����{׮�f3Q���8��aO�3ҫEDٳW,��H���� =��+�D4 !T��a������W�yx8��3�Lq�輠�-t3��]N���Z��ٳ�̏��ųl�.d�3Hܐ !³HHƲ�3rr!� �3@G� ܕ��w�Q��F(y��3t�j�� j����3��B!�3�J����~���3�)�����MBS_T3�XD�r3$�#�d���M9 r3r%}Zq�3X�?}���!��_3 ���ݎ�@:���d�V�����)�䇗�ڬUX����Ż稳�_9`X���y�,��3\F.�3@����3@��S���`�(T��H�4�)�m��)Pi3��h-�3l���o�����_ɉ�`n�/�|3@�ѻ��3�Dz�`3$+���#��X��� ��γ�’}b���ã�^���~4ópa`�f�3r�������wdg34 XTD�3�"���4�����3`��+�����|亳���B�3��*�³�I'ר`3�]G�3(߁[N� ?(߁[N�?���E?��B��`?߁[N� ?߁[N�?���E?��B��`?�h㈵��H��� ?'߁[N�?��7I ��>��7I ��>���H,"?9�}�H�&?��7I ��>�Ð�7�?6Z��~/"?*O��%?��7I ��>9Ϫ$n�?8�}�H�&?�Vb�!&?d<��� ?��X���&?��X���&?���H,"?�F# ɛ?L��� ?6Z��~/"?Q@� ?���E ?�\���?���E ?�\�+�?�AT�T?�h㈵��>�L?�h㈵��>��2��"?�h㈵��>eXC���?�h㈵��>�E!�?c ��W�?�c]1�?��9̗'?��9̗'?��9̗'?��9̗'?��9̗'?�AT�T?�h㈵��>�L?�h㈵��> �2��"?�h㈵��>�XC���?�h㈵��>�E!�?` ��W�?�c]1�?��9̗'?��9̗'?��9̗'?��9̗'?��9̗'?H��� ?߁[N�?��7I ��>��7I ��>���H,"?4�}�H�&?M��� ?�Ð�7�?Z��~/"?!O��%?��7I ��>0Ϫ$n�?3�}�H�&?�Vb�!&?\<��� ?��X���&?��X���&?���H,"?LF# ɛ?��7I ��>'Z��~/"?A@� ?���E ?~\���?���E ?��\�+�?��7I �?��7I �?���5�l#?F��׮s#?��7I �?��7I �?���5�l#?:��׮s#?��B��`?�Ð�7�?*O��%?�F# ɛ?�Q=i� ?&߁[N�?^�ϭ�?�h㈵��>�h㈵��>�AT�T?��9̗'?�h㈵��>��9̗'?���7��? �2��"?�h㈵��>�h㈵��>�AT�T?��9̗'?�h㈵��>��9̗'?���7��? �2��"?��B��`?�Ð�7�?!O��%?\F# ɛ?�Q=i� ?߁[N�?J�ϭ�?s�ق�6$@F�R�R~F�J/��� 3�N1�,C��6*?-C��6*?-C��6*?,C��6*?-C��6?6�PMj�/����v�W;���bئ�i��>�;�`���b3���R52�!�(���I�:�bJ��q#��[6��);�H��� �@/�bߎ�#�#�A�;��o��P�:7�Շ";��D��(;~��h�Z2���l�H;�Hb>����ؿ�K��;>Cq[����)�`��$S�1����j&yq�3���N蔐$��Oo�C�·�j[�:�h㈵��>����7%?�'�>�)? �aN�?�'�>�)?�G�;u!?�'�>�)?nu�E?�h㈵��>�h㈵��>�'�>�)?2ϳ��Y%?�ϡ�u?���0?W_��J�!?��7�g?i㈵��>����7%?�'�>�)? �aN�?�'�>�)?#�G�;u!?�'�>�)?pu�E?�h㈵��>�h㈵��>�'�>�)?2ϳ��Y%?�ϡ�u?L��6 ?ÅDZ!?z,Iy�j?-C��6*?-C��6*?,C��6*?-C��6*?.C��6*?,C��6*?.C��6*?-C��6*?,C��6*?.C��6*?-C��6*?-C��6*?,C��6*?-C��6*?,C��6*?-C��6*?.C��6*?,C��6*?,C��6*?,C��6*?-C��6*?-C��6*?.C��6*?-C��6*?-C��6*?-C��6*?�F�D�M)�H���Ʊ���Kµ�4; BA��i!;-C��6*?-C��6*?-C��6*?.C��6*?�#��� �W^ ����ș��o;�;������W�0_�6;���9>X;1H�ڏ(;�'�>�)?�h㈵��>�'�>�)?�h㈵��>lJ���?�'�>�)?�h㈵��>�h㈵��>�'�>�)?�h㈵��>�'�>�)?�h㈵��>lJ���?�'�>�)?i㈵��>�h㈵��>.C��6*?-C��6*?.C��6*?-C��6*?-C��6*?.C��6*?-C��6*?.C��6?��X}�>?b2U0*�#?��X}�>?.C��6?��X}�>?a2U0*�#?��X}�>?-C��6?��)��-(?�EwF �?�(D%9$?C��G�>���t�x&?��1{�u�>ej`�j?����Mb ?��1{�u�>\�gB�?��)��-(?Ǻ���&?&P�^�?�g�}�?:Jv�1#?���t�x&?�y�� C"?��%t��?��X}�>�>C��G�>B�Z���?2eE�sZ?ؽ#��b ?�EwF �?����Mb ??�K#�$?��h� �;�;��M7a;C �K�|�;P��::�`;i����;/1!w�a;ꆂ���;��A�\;�mn�'o�;�l�6��;z;��~�;`��88�;zZ~3�;�;����;<0�*&M�;���6�;-C��6*?-C��6*?.C��6*?,C��6*?-C��6*?-C��6*?-C��6*?,C��6*?,C��6*?-C��6*?-C��6*?-C��6*?,C��6*?,C��6*?-C��6*?.C��6*?��)��-(?�EwF �?�(D%9$?@��G�>���t�x&?��1{�u�>B��G�>����Mb ?��1{�u�>a�gB�?��)��-(?ƺ���&?P�^�?�g�}�?:Jv�1#?���t�x&?�y�� C"?��%t��?��X}�>�>dj`�j?B�Z���?5eE�sZ?ؽ#��b ?�EwF �?����Mb ?>�K#�$?�6g%&?B��G?b��k�"?��1{�u ?�6g%&?D��G?b��k�"?��1{�u ?s�:��?Ǻ���&?��Г��?�]�1k?��X}�>�>���!ղ?>�o�H?�V�A{; �;MԶw; ��Ss�;n����;"v��� �>���!ղ?>�o�H?�3� ���X�l��#�%G�ET|P��%��-���5��� ���1뿭�,�9 �b,g�V��D-O ��?j�����?x�� fG�?f�UW�O�?��V��?��T�W��?@��}w�?��ݾ�S�?�w��꿽q[����?�#�xs�?5�U�x��?�����?�G��\/�?8����m��(�R��i 1sOO�ϐȍ���h7A�kW��s�c�@�+�µ{���}���N���;��Àz�:?�Fy�����#���X���a�_U9��m�.�^��Lw���ᅯoU�ᅭ���M������￟>�o��YJ�"�ᅴ�� /�vXh��j��8%%�d2K� �����|��ݜ�;R�f���-�$ l�������h"�￈O^�Q�A�bĔ0�+uL���GM1� aᅱ�X|�|�?���C�?(�T��U�?A���`��?z#���d�?���eO�?������?�СQp��?3�;ϯ�?��_/�?�?)YW �?��/F���?Q�mF+�?��;҇&�?}7mn0�?";�U�?�y�:r�?P浿�y�?�[y�+��?{���H+�?�E��~�?pi�1�,�?J1����?������?�V�M0��?�����?�"~9�y�?|n.|�?Ià;X�?R����?�vk��m�?!˟��?���P����R������Ls��꿽��w�[�Q�v���?�X�˖(�?�$���2�?��d���?q(�J�?��� 1�??��mU�dTQ�뿑��f��-= ���rY��}�����k}� ̄� �Ba�82�qS���>���B��m�(�˛�`Qj�V�]� �?�9x���?�PN��?oj����? ��D���?q�ό^�?d��n��?Y�M�t�?���)�?�J#�T�?��l~��zeW:S��?5;[�A�?��$ �����X)qĿ��b��� o_�U�?�5��rh�?�_?Ԧ}��|(�ƿ��g�nj�����z?C��L��!�d����?!` ��s�h�A&���?*P �I����@�A�ǿyf�R���?!_��k�?�R)_��?�g�{C�?�$���?�0�`�?�~)Ș8�?�IJ� ��佪��W����@cm긿&�`���D&#�?��˙l��q��#��?����hM�?@�6�/ׯ�hz�[ζ?S W~�'T?����{����?�~���o�km��lȧ?�����:���%u�?��c���?�n>WQ����m��C��F �qS�?��B��?ʔl2�}��f�I f�?db���s���>&���`19�Wg�?w��,�'�?l���8�����I�P���$�M��?4�������y��Ӓ?�&Pý?�����?��\���f?l��nŬ?3�\�(�����E�W��'>Y��?��_��Ӊ���Y�(�[ �ﳩ�/ $�*�?�y�& N�?�!�]z��?0F� (Q�>\��#?��*{��?w�/�.5���I\��n������!�?&1�z8_?̍g��Jb�k���Hf?bL�؋��%�� ʡ?0�!��h��נn�SȬ?�iK1��\���;��{3�f'Ւ?��bOK ��k�6���? �¤�9��p��ߦ?���?gltx ᣿�y� ҹ?��2X����I� �a��!�H���?\'�"�'��7{���?C�m ��B?b��4 Ŀ��1�O��~�R}�?����P?/���O�s?�D &��?�rV�����x^��#y?�ѰyR?��¬k������~?�]��� ���͕ $���ؾ���~�s��'F�C�{}ϱ?R�^�j`?�e�z F�o��%<�~?�u%Z�|�$3R:o�?�N��c~ֿf# !�̿|QG��Ͽ ���ſ���Q?����`&��z��B��?��f$�c�>�k�6���>��M�j��>D|&�a3+?*iNj{'�?�lE�����Ǹ ��?Nd� ���?�5׈�"?�ܝ���?��=�?0�&}42?���EmEb?uX�Z?>���~`?��Qn�v@?�/�W�b?��!��>�C�Ě��>D�=I�>}�@����" L�Q�>*Ԉ� Y�-K[��g�>�͔ 3Q�?^���R�?�49Iqy�?���x�?݅�cG)u�&帏2| ?#y���w���u8� ?�P��?~p�x5�Q������H?J����H�i���+�i��1�- f?2L���?� ���>?%�4�wn�c� ��&����a9?�=B��׀Aԉi� J���?d�ޙ�:v�0 O(���wsՈ�7�������Z����q�=`?��� �WU� r���*?�Vl���P�o�$�*�P�>�m�[?�"]��h2���y��� ?n,�C��^?�x��|Y?Z��W�P�����`?j�C�z�>H0�ӥ�s�G~�ݸ�>�U�z���>�N�=��>�:]�>�)K �>׼�Ѣ�>6��/�+j�\�� b��>?(�Zy�Q>�� ��v����) ��>W/��m���N:�5v>�د�H�>�=X�>y�)R��>�x��}��l�{ �>V!U,���>�c�}+�>�S�J�0i���"Ǝ�>�,��x����06�>�'k�Α�>ǣ�����>�w. Xϙ�AJ�`��>��)��H�>ѓyzy�?�IX��[��x��>�>�א���O��2��BW�o#q��|�>��.=qA�>p"��Lű>��6⟞>���[ 4�O�X�q+;?��ε�3? ��m���1�7�����Άs��K�kGq��0:d� l?$U��"s*�t��䅖>e��L͏>�-��m|�i���e7�� '���N1l�"�I&�:�>�s)b��>d�j���T��ȗ�e�V��9����S?k��]�??�ޘ��H?+E���>�t�'Ih�>k��א�>[Z|$mp>w]F�~��7>{ndY�Fi>���K嫿�c`� �?�c9B[?��#)�?2�����j��8ܭ VE�b�[{et?�{>���)?/,���p�N�޾����?H?�J���-�˗4e:)?} �_����Z4��*��#?9Ȟ+��6? ̫��2�nR:�`9��U�{��)�!�ԍc�e�Q#��u{D?ٔ_�� 8����go ?Czf����>��R^�Мz��<�]����o?\�$y1�V�Թ�]�>4�|32?��C�'�.rt�> b7��A�����WrD?�K�����Ê7�)? 2�5�� ?��Oq�ֹ�N �B ��v���Ė>Rjv>1ҧ�BF�>�}Ռ�զ>[��$\�>�� �<�>@> Ry�\�D=�K���' � �v>�n�r���>��+�C��>E ���v����^>�%�WW��2J窩��8�Y�k�����"è�z>4���% s>�����b��㓔�Z�>�cK%�݅>W�_3F��>" ����/�q�$Yf>�{V7\|�>��>�(�>�n��<�>�/�����>��z:">՚H�� ��:�o�,<�bv^ŐL0?��.�C?a�Xh�y1?$�X<��t�v,Zwa�>�೨�ؗ>+GMZ��>@�zPme@?���Փ�8?��E���>����Mg�[83Jq_!?�%��o?��w�3K?_�hp[?x;�l:b5?��Q=ŝ>'�P��>r�5O�n� �b ���`��ܒ��>�N���+>��*����ڔt��>�g��p̓><�}�$���^L�+���ND�K2?�8���>?��2�\�7�8/�uS?�`ȩ�m�>o�������"=.����>�2�Uv�U�)�+E����5��oU>fs����Z�é&���?�.N����˛�&{�?�?�b�Y??G�b��L?L�G��.?=s�u6�?sO�f�M7�T�;3 �?�I�f��?��ÜD? p}��!��A��7d���7g2� ^"oE>?�`[4O?��%/��l?��D���A�H�w�5�@?����ʊ4��ў�8N��~_P:1�w:N"��s?ؔ~�(Q�]��G���1Bh�xm?Y�4��A?s�^)��_�,�e���/�R�l�zk������?��У~?��[��(?2��c|�6���w B�siEA�H=��x�V�� ?��J5?JN��>��y���>j��<g�>:o�=M�k��$tPK6����(���e�� gֈ>�WWk�g�>�}5izN��#��&����>nd'{>(���{۟��a�����f����x����x����d! J�ڞ�GL�o6U,r>���TN�>6����]���n����`>�S� ��>(T ��[��=�Z>U��& $���p�:���縏�d�>�g���e�>����&�_#�ч��>�ཙ�"2?�詉]�#?O5�F[m�>L���?3jj������ h��+~>$ƪ4�g>���c�|�Qu��xm6?�d±R?���|����#.yA.?U�`jB�2?c5F�x70?���Êd��%6�D�\?�k��G��S��K>��:�r�d�F�H�>��zt�\���~�<�m>4`���f>9""����� �Q|>Jѭ��P>ө�k}#�>�� �K�� �t�d��EY����h>�'�;���k��Ż-C��6*?.C��6*?-C��6*?.C��6*?-C��6*?-C��6*?-C��6*?�h㈵�Ծ�h㈵�Ծ�h㈵�Ծ�h㈵�Ծw����E��m�.��8�#rѿ�lZ�� �� D�+i�ʻ7yHа�ŻQ|:��-���A#0�L���@8�g$���ߛ;�_��NJ��u�ʻ��v�kɻk�\u�;»p*��Ļ6�EA����:�1đ����6����c���͂û���� [»W��I},ƻK�B��ʻ�8���û%��������r �����q3���������G���6ݪ��_�H������ʻ�:�dǻ2J~�s�Ļ����%ǻM�nQ Ǒ���p���-C��6*?-C��6*?,C��6*?-C��6*?.C��6*?-C��6*?-C��6*?-C��6*?-C��6*?.C��6*?-C��6*?,C��6*?-C��6*?,C��6*?,C��6*?-C��6*?-C��6*?-C��6*?,C��6*?-C��6*?,C��6*?,C��6*?.C��6*?.C��6*?-C��6*?,C��6*?.C��6*?-C��6*?-C��6*?-C��6*?.C��6*?-C��6*?U^�@�����M+b�bȻ"Fj^zȻ��x�Ρ�.C��6*?.C��6*?-C��6*?-C��6*? �xiH ���5�~������3�»�n��dڿ���)�>��"�T��"��M���;��U��>uû#�f�kɻ-C��6*?-C��6*?-C��6*?,C��6*?.C��6*?-C��6*?-C��6*?-C��6*?.C��6*?.C��6*?�'�>� ?�'�>� ?3�f��#?h��P?q��P?-C��6 ?-C��6 ?��Г��?.C��6?b2U0*�#?Z�gB�?b2U0*�#?�'�>�?-C��6?.C��6?w^c���?���U+?1�AC�'?6T��7� ?<�L (?�<�L (?N�?�\�>���>�u?N�?�\�>o�4�`�?�'�>� ?N�?�\�>\$�`KX ?+����?�bai�$?��e�?#�{s �#?���U+?�'�>��>u�4�`�?�<�L (?�˂� ?2>8�Ӌ?`o��"?��t�}!?N�?�\�>->8�Ӌ?�<�L (?�bai�$?)�{s �#?`o��"?���>�u?�kC�8?�˂� ?�kC�8?�b� �b� Jz� Q?>j{�#?Ԗ��(?,C��6 ?d���� ?4�Z�A ?�v���?����Mb ?D���?Ӗ��(?Ӗ��(?���\�!?Ǻ���&?b2U0*�#?�b� b��k�"?C���?��Г��?,C��6�>.C��6�>�v���?n(F9�$?�b� ��Г��?4�Z�A ?b2U0*�?Ӗ��(?m(F9�$? >j{�#?����Mb ?��[���%?��[���%?N�?�\?N�?�\?�b� ��>�'�>��>/�AC�'?���U+?T$�`KX ?6T��7� ?%����?��t�}!?��e�?b2U0*�?b2U0*�?�+h�.?����Mb ?Ⱥ���&?����� ?.C��6�>Ⱥ���&?z��[H?�=z}l?b5��?�����?�����?�'�>� ?4�f��#?^�gB�?�Г��?b2U0*�#?0C��6?��Г��?3C��6 ?a�gB�?.C��6?�'�>�?v^c���?.C��6?r���5?��(I��?�����?B��G�>��)��-(?�(D%9$?50�� ?cj`�j?���U+?����?��)��-(?1�AC�'?8T��7� ?MpJTG�"?�'�>��>B��G�>�Ds=?żWd� ?9T��7� ?�(D%9$?��)��-(?�~b�F�!?b5��?xN�9�?B��G�>�O#U�?cj`�j?�kC�8?��)��-(?��N�$?MpJTG�"?��N�$?B��G�>b5��?Ӗ��(?9�Z�A ?���\�!?�b� Ԗ��(?.C��6?n(F9�$?Ӗ��(?>C��6�>J���?Ⱥ���&?!>j{�#?�b� Lz� Q?�v���?0C��6?�b� �Г��?e2U0*�?g���� ?����� ?�v���?����Mb ?b��k�"?>j{�#?b��k�"?�b� �Г��?8�Z�A ?h���� ?Ԗ��(?o(F9�$?B��G?�6g%&?�6g%&?B��G?z��[H&?�b� ��>q���5?���U+?�~b�F�!?1�AC�'?F���?�v���?Ⱥ���&?�v���?�+h�.?8C��6�>�+h�.?����� ?Lz� Q? ���\�!?��޽�?� �:8v`?��y}<�_?���� ��=G�%�6?����6?�� I��??�t��_�?i��? �?3H�0 �?0�|�<�?t9Q r�?Ľ�xJ�?{�PHw�?����}��?�ŏ;z��?&��:`��?.`��C��֜��o��wx(�g��ݫ ��{?d ��r���mL��:Ov;�׿�y;l!��l7"�y���6��s�?���"���7`(�,���D���M�.gB�鿪��ߑu�?an�&�+�?�H��9�?�E/A[��?�\���? ЭL��?l!��-B�? ���ݔ�?*x� +�?!-�h��?�b��)�?;Y�68X�?q_� �-�?<�H�?�?�]0�?'�?c���G&�?��x�;�?µ� ���?D���?�n1'�?�E�c��?����7��?r�I���?���.�?&�����?���t�?�!K�J7�?�ܨ�?IF䎇�?�*Z؊ �?���X�??��J��?�bT �����������?�y�쥪`�Kn����?jU���?��3���� > ��s��k-z�ew��s"��籿��:�?s��s=��?��?�6�Q?�ՙ���?xnZQߘ�d��bT��Sߕ�tj�?��o��?�a#�� ܄��<]�4��?G�|硵�/�/��)�?RC����?�,'����~��ிo���?�“��a�xQ���?,O��� �?eOIm�չ�ht�&s����Ar)�����"S´�� TTqQ�?��6����?ŧ�*��h?��������C��?�v�_ܳ? pQpʣ��-{����)2���?���?�J�K��N��V�ɶ�B�z��?K� ��?U��K ���M{��8�K���M쿳�s~�W}��?%t�^��;�� ��`��E��ʯ��7�/�;�$�)���wPɆ�K�^@��Q�u�&��`AS��!,l�i�}��T��r�1η� �/�(Q�&���؊@* �닜��Q3~����X�g�*�H �K�?ߖ[����?Yä~p�? ���?�o�3�߯?��(ڝ���N���?�l� <ǁÿ@º��?4w��񵿠rs:d��?"�i]�\ƿk1|b���&x�俆x� r$�#~��p�?��i���?ff�`ic�?����?l��0+��?��\(ן�?1x��]��?p�t��"�?ϲ^�7��?��:x �?�* l+�?���s�?��(�?��p��?��)��z�?��`�&a�?="��ɴm��4|�2࿟IS5���"Da�ʱ޿fM��]v?��5!��?ҡ\T��?�TÕ���5� ����Z��"> �p����S�Z�5���ٿ-�~�f��~:���?Y�����?뗠b�x?��bB%��]~O\�����!��ܛ�}�|J���׸�i�$f����π�9��"�h@vᅴ�S�l�?ߜ�p�/�?9��x��C��L@��w04��K����ە?��p%nc�Ȼy���� �$�?�����?gX���ſq��o£�?������?i��|�D�?��ΨӖ�?�c�4���?��R�����WO��xޝ���ܿ ��r鿋����%�0��?��� ��?=�b�E�?�s�I������]����? c����ÁQg�F�?����vu?�� ���?�Y,Ml�?I�����?��/&��E�V��e^?����P�m�N6E��������a?�z�[w����m�?g���l�?�,`�a�?�ʁ�M'�?q�0y���"]4Q0�����^_�e��K��㵽?N�7<ĭ�P�#����ib�`��?�JJ FN���M��k��?�-�ц�?p�8(*��яiu�쐿m�⪧� :nK����������R���?��:��?75��%�?��� փ�?�5s��f�?~`��(�?@�鲴_�?= M�+�?�eg1��?���b���?F��J�g�?"��Kio�?�g_`Y��?�g��Nb�?�#����?���H�?(��wy&�?�^<᎟�?.'�镯�?9W�]���?o}��B�?��)|%��?��� {��?�`9�?ab��"��G sed�Q���-��B'��W�8���,=^��Kw1x�*б��2n�Z�>��,y��1�˓�������j����p^��x)E��E�{G#E�T�Fⷶ����P�^��.��a�>1�a���h7C���,W%u��1�2t���S�κ�OǗ;@��0u�24�?.1�S��?<�B�J�{?��v8�m������\$��UDPN��?'�+���?̚�m�����#mݸ�E���Y�|�3��Z���?(twld�r����S��v?W,���?�2͚��j?�""��X?k#�HTf�m�/���? l�nw�?y�/��調�Ҿ8��%���@�?�`X1i����������X�cr�?�I�H�?@9���A��߿�|�Ŀ\��կ�?|IG"Y�?�V�_��?�`[T�?D-����5�]6��Z�G���89���'+�r�?-���?hq �jUÿ�&�9>倿�?e�?�jb�R�i?�g�i݉���rN����=��$�A�?H�t" _�1v��ݿK��BY�ܿs��̜��@�ʓ;��?�c���?��ͷx�����^�o�?Sɸ�b�?z�E'�?��F�e�?QA�:I��?�Bx�Q�?4s@؁��?"��q���?7x�����?�\˃B�?�j&{��?޷vi�p�?Op���j��:%=տ^��$���^�ƺLӿ>�{�"0 z��測p��K$I�r�p3���%t}H�fl��A�R�?� z�f7����=AĝY�ۚ e(�?�A��S�?���=*�l?!�~�r� PN���?)��X�s�dZ�@"��(T�Ǫ���o�� ?�aG�p�~ڢn�Q?^m�}�O��h��{?�L��܈��~��>���?(Ӿ����+1k���?��8�%yF�@4��� ���X�]�y{?�~&���o?�]��N3��pվB�?�;2u%8�?އ"����'����)?O�jt`Ա�'���?�X<�c���Vƥ�\oj?{��?�Z��?W��iW�c��?������j�n�A�� Z�{�|>?����;�Ȗ�C[��?|!#]S�?�x9�-2��ׄRy�j�?W/�E�j?�n�|��V���]Rl�?�;vl �k��قV?���T��j����b�|I��(T:<�W�+��b�{4?�M�2�]T?Ԧ�Yd3�|?��-���?�_�� }��YUCU �?�F5mr����W�e���#����?��ZrZ�?v�����?7�-��:���� �f��/� �zG���O�n������u�k�|��w����M'3Vʫb�� ��X?���>_ n?VO�P ��?r-V�T����D�{}?���������X����7�|n�?�z�� f�?6xN^��?F�N�j�?�; ���s?�A/�^���{,`�q�,lG��g�?N�olse�?����ʷ�?� �����aGf���� |����H�`�=���?Q�p��v�����& ���d��չ4�j?3���`~m? �#t��?���a����� �������f����`��v�?i��D �v?���: ���-ۿ�?�� ���?�U�_�{�?��J.�?���6r����L��?�x�t,��?(N����ݐO<����*�?P�6N�?�(,���?���k�W��6�zШ����3{�/ނ?\��߈?����gq?����<�?"To>��FM��%�?��D��x���'�p���?���l�«��2���ۛ?�:��Q�18���?���:��Ibp(�����Eh�p����b;���?C�� گ?sN߬�;��-n���ܦ?��Q�Z&����_�|��?7��A����4�c3欿�9��؊�?�%� �?�ȯe����M�sH��ZI�xL��?�]G�O�?o@W�#��+ X�>�?NO�%:�?w���RԔ�b7C��B�� ����d?��̠?h�Ȣ$�� h?���6�?K�L� <��@�>�s��?n�⬯yR?�PA]C1"?Q5�b���s�FB����~'> �"������ ;Y �?�l�A��?ʶ��'�?n�Qx��D�H>�[o����H�[}��q�= �F?tf��IJ�����H?�.+�7?��4�ҕ?K��t��?7���c�(t�����*צ��.?��*v_7=�T��a엿8�j���7?�v�¦�-�_��f�ﱿ���\�3�?����k/�� �?5�]�E7q�˘� ޑ��MF�ᅯ{����?��[d�k�k �Y����� � -������`d���@kf� ��ʵ��!ȿ���8�&ÿ�[��q=࿷T(��g?a��sH�$e�p�Y���/��p�����T��P N۹=4�����E�Q�L��(��M�5�����?{j��>��vthr ?��$��f���j�f C�:�HU��'�.�"�L�����]�?�aP⽐?����U�����o��?;v�_Enÿ��:H�ʿ�h�%�r�?��=�/i������Vfۿ�4�$�?�����yG�Uɧ�_违�*�Nd�����ڭ�i��<��?��B���?}sO� %��W�c����{kx�=�? �aĿSт�l>ƿ*�9�]�?��L�V��1�~څm����d�*�ƿ1�t<8�������&ֿaTՓ�?�d��0��� �N�?��d����(�7�ft����4�_��p�z 煿�d������;�c�CmZ��t?�Mݒ��n�#�>�D?��s���.R�0��p�/ vs/�_����� �H?�����f�@+��?�;5��@�?]Jb.�2�?M1M�Q!U�d�vX?���p�|�?"�d�f�?�${)l� H�� ���)?��q�'?�Ȓn�'�Q(��~�>F0ٲ���^��о���0&?(R���.�莧����>l>KH@?��0�ކ7?��=a4����֕M?o�N��#�Sf|��2@?������L?,�G 5���ϴ��ټ��V�a��?�bZq��?����x����'�L�,`rC�ؠ?� Zr�b�E\��[b��w�F�E���`ٝ�?��I���?8�P��0E�'(K�^P����Q�>�#�ޥG�?���b�?����������r�?6d�z��忼���j ٿ*��Կ�?r��Bc�?���ɱ��ݦ�zp�E�l��]�?E�z�ֲ?�<,SAϿ1���ۜ�?Xd�L��?�z�[P�?J�ը�ㅿ���C�h�p*�� �V�c�S�T�e����C���H�|��j��͛��Ln��C;�K���VI���e?�4�������7Q�IG���I��`�Q�� @�e��Do� ~炨9����BZ�Q?lTS�%g�X�c��!�+�*?�%��L.�7А �;?�z�3|�>����q[��P� ��d�� �˿[�1�����Z����������?r�� �?�����܉Hـӓ?w#��*i�?��%��¿��&`%�?�����?�gu�BX��'x�|I�f��5gP�OW� �[����'��s��7�4 0��?�0�Am?�����f?!J�(@�?4g���!�n����h�V8�,��>�����Dg7?ఆ�(G��� ɨ�߅?�U����6I��?ǰ|�&���͉��9�?F�aL�1�?����v�1t��?F�!V|t�}�a����?�x�g ����n:HF���ݍ�?'�S@$��:݆��?��BCz�?/ZB�g�?1M�::K��p�!�Ԛ�?@'^�X�����96�����j8�����0tB�q�?5\�� ���h�wq���O!^��?i��qW]ǿ��ܣ�澿 z�5�?C�����?÷�J�����Z��9o̿ؕ#�LK��j�Ğ���<�: ҈�!M�Y� ����u 9m���1lzv>{��PB[�����H�OHĿ45�Pf����N��V�|Z)���4�Ǿ䁿�y��P���>�ϗ1��?~�rU�ٹ��Nl�������s����T%�?�?l1J38U��(��g����5c������(�ѱ���z�e�����BUDp�?�I �F?�/cL'w?�ᮚ��w��*΍�f?a�����?���u�X� �2�or?D4eh�Z�?L�^�-�?����?�  ����9��r�L�������?+5��h�S?�/��c���#&�?��-�s�����ii?�ᏼ`�`?E�[�i ��qÉ���?�F�|)�?�ӻ���}?W 6+4�^O�:v�?�����)4?'��A��L?�EE(�,?�+��Ϛ۾�ɓ7j&��&1BX?���3?7h �����^��4�k�Ծ�Z\LS�w)r�v�1�_b]���L�*J��>]���3(�� R1�V� ��p8D�xZ� �>?��7��G?4+/���2?��|V_{I?-��-:?���dx.Ŀ F�Wn�����+�1�?��{�XGZ�? ��.`���p���K��߳%|�����O�j���U�n�$�R?�اvƏi?�$�����,�,n�p?���|��H���_�UhQ����� P?�z��v��:�ز��?bC�@F ���x�{�?��zO%o��5����?j ~�6�?U�n� Ŀ�r��X�?�c�D �?֢d �����ѥ2|̿(~@z��0=��7�I?r:]�Jȣ?�~Z�?_�,-\����+fNڞj�� ��S�r|���s��9��ɗ����� ��-��Tr����k���̿�����r���fTp���tGU�S?�K��9 u?�xa���_?� �r���?YN'� �?]��+}p?�����?�&��桘?@ʂ~i��5^�V1��z��� ? ���x6��vC�)� ,�*�� ��.,�K�?��R��?�l}*V�?��)+S�?�F �mT��p�=-��B�T?��!�A�?� F�?��>�*�A��*p���8��n�[�Db�Q��ьɖ?f`����K?�I)d(�������!�W�8�^�(?4�2�ML?����(6s?gZ�^8`W?$h�]�0?��މ�[C?���3 Q�?�2�bqƀ?=)spӅw��d��r5��{YE(���S����)?lL㞔��`p�"�V�Ede־1�).1�k�pf�??v�|�Ƙ>hL�B���wX�>�.<1⾆O�g�������+�����а7H��ؤX�> ��zn��į>���z�?���W���6C'���(�] �?��®NP �5���?`�l� C��X /�]��(R�����?&" ��Ϳ_)�l�h�?�^�K,��ά�΃��z b&)�?$|��@S�?_������:]/�?�j�D��¿3B�5BX��:ۑ�巄�6�D�5>?���G� 5?Zvp���c�6� o?#! �A��5G��0`?˜�(x�w��K�$&~j�?Ҵێ�f|wϲ�?�L���)?߃�•a ??�M�S?�m ��Ɔ?����\?�T=b��9ɔ@��~�*٣�&�Ji�yM�? �u6�x ������:�>=�,��H?(#�>/�I�����1]��=�u��]@�B�N��鿓�)�Y�ty,�uKNUͿ�Z�u�֣?����5�?\0��u�?;A��*���?� ��?��8h�Y�N>�Y?��AY۳?^ϲ�����{ T8��x��p����]�R�?����0�?@Sn�'�?`";�� �?֐ !B�?��l*j�?���'��?���}ɒ?%2���fa�� P��5�?�Z[Ts?��Jy/��4?�B�=��De�"�f����>M���>�g����9>�=h��>A$���>i^�L�� >���e >m+ڈ��='��CJ�= �'�"�>u�uA�)�=�ȯ0�>�"���>� )���=Z�k8���=� ��;>��l >K�ĝR�=�]:~�Q�=?���r�=W/�6�� >�%?�G��=�;5ߤ��=�X� ���=Fq�� �=�����>ϭgγi> �+���=l��/�l�=��K�^ >�"��-��=�ϯ�Y�>��+�p>N�J�&��=C哅��=�2d.�0 >ު���>�(�L�> hm��>�3�1�<�=1sg?2>��#�� �=�]Vt�V�=� - ��=:��o|>,M�2u �=�SKE��=Ψ�rQ�=Lox �=B�q��=2�� mU�=v�ytp��=[�B���=���=ڸz ���` �=f�lV��>܉z���>,�ܐ��=�2xc�p�=��5����=uv � ��=�m���o�=��8�>�=�.6�=� �a�*�=x��F��=dh!�K�=��]�>� ����=wSV»�>��'��="�~j�>�W��b�=���ܦ��=�3�\���=�{\� ��=�� ļ��=!W|J�h>�� �h*�=���_ >~msoo>� ���>��q����=��L�?�=��F'>�=�zm��>������=���Bzw>D� Ni��=�=?���>%�lr�}�=;�uT�=��l�:��=��aTX&>|&�����=�����=J~"&�G�=_wtZ/��=X,`�<�=��K\� �=������=~�[� > �d��=,����A>Y ����>��TF�>�ȟ� ��=?�� @iV�=�ǂ.�>Wu�@+�>%��_B��=fF�V�>�C�ㄦ>��fOOd>~�3k�=��>���=�{;���=�X�����=$!���=���C��=Y9A%u��=f$�^[t�= Wߠ���=� � �=����d�=A�"���=o?uz�=;H'J[n�=�~���=�:)����=�S ��Q�= �~z���=��!T>��s5'��=�|zX��=�^.B:>%���6>����E>��F�;��=�Od����=D��Z�>i�q��>ʛ+���=Cʗ�A��=�]QB���=K�| >SC4�(>U?=��>�-��� >Ů�����=0T���>dN�kf�>�,$�r �=��LzQ > $�V�> ����=�:�~�>A |�>���8��=aA����>E8��wM>�.vW��3�~E Nų&ɧ��h�cس=�3��3� 5�3� �������8�s3@�'�3@� ���3�$<���(i�%g��d�p3�Zn��g��m��Qc����%Τ3��HȎi����3��\ͳ�$ ��"告�� �o��3B��xٳ> �0��`m ��3\�O�� �y���@guô3�� l$ٳvJe�dz�K�[{��t��t�3�1�ʳ D爣��h����3(�id���sf 4���K'ϳ��R<��������3@������d��3��%��3���![3�h�ZBҳ��.��38�`�3��KE���*\�I��`��5�3�Jj�m3"��p3���X��Gpc����gM���o ⹥���1��J3����3���©�3��ڕ�0���Pr���b��u":@���Jc�����̯�3@©��]3��nO��3|���o���|��|�^4��R����j03��30Jԋ璳��<�s��_�c�\3�B�Nj���zt��S�܇G321�p*���A3�{ԅ�63��.%��g�7C3m�����@1X�]�@K�3bϢW3����]���@�43w�D5E����f!T3��㙫%3@�8�V0�� t����nzb3@kaqP�3`VG�j�0����]3��oQp�`��^����Q�8A�� V3��?�L3��0��3��|΄B3��MH�y�p���Ӑ3��] �D|\���{$�3te��>�Gf|(3i�r�b�@��#b���ԃJ3�B�"t�0$fwV3@����n������K��=U��.��=�������=��"c�=YN^oD?��")ܟi>�����ܽ�@1흔ѽ�{�,�rֽ0Is��=L#�4 �=A�T�-D�=����=*�����=�O"<��=�����0�=��U���=����h�=��k,��=,?��=�b�r?�=��٧,��;K�+��ǽ;�k:��=�z������� �ф� >.��5�b?7�=@?~��=���‡�=����i>��I���>ga�#]2�=P�[Z�=(�T�)}��9�������2k�>�{�@o>"�XS�5�=e��~_:�n��,�3�=�]�� ����t�}��=ާ3 d�=k<���=�[� O��=iQ!�瓽Z*��d�=;p��gz�='"��+��6C#�M����jo�D�ݽ�d&���CO(�=3h�B�¿�D���I��Ov�����=�������-g�=!�=Y��q����):�x?ٿ�8����������½Q���p�=�NT���oJ�eL7̽�@���nԽw���Ž�y��Ŀ�kC��ŽE��0��=|aوYg�����5Uh�=1B�f:K�= �x�=P�����=��}� �=o��\V�=и'� �= "V�0�=@�o_z?�=�����"�=�"-0M�=dX�v���=b�i�=��H�s��=ќ���=!^���=�������=xkN���=[zm=;�=dj8���=�[��4�=^�M��=�Ŀ<>S�=Z(e����=P3��愽֗o� ��'�D�=���m ������R,�=������=�IS�Pp���P�_���=��^����=韞�ŷ�= �9Y:Z�=��I��=����u�=\�x1��=�x���=;��#ET�=�YT:��=�O0�l�=� )u���=0M,�e��=&`�Ԥ����n�,�����O��������(Ľ9=u<0�=��8l��4=�D�j���=d�!��=:�<\�=��:Tǽ�aҽ�=�ӏ?˽��ܶ��=�!N��w�=�� `��=�T� ���=�2 �ɹ��Ռ��$��ɋ����={�j[7�����2�g��=����x�="QCl�>�4H��㽵W�/$�=u��敼�=H�;�gнh��3�>($� |��=��;�ɠ½���)�ѥ�����薽fl�8�Խ��xS��=[����ս�����=�X�+.��=)��l�=��܀��=X����y�=*Sl� s�=K���Y�z=��XcEK�������Z�=�n�3�=%�}�e�=�����=�ZT���3�[ގ73�E�3��O�����ߥ�3KF |�3�:쒭������X�P�6�3�|��3�fʅ��3@�r�Br3 ��Y]O3��l��z³�����ͷ3��K�Sij����P3� � g� uZ�m����+��w�zo�3T�Շ3� ��^��ΕjHt3��N�[� ��ǁ3����3����t3�qP�t���?���8�L�@ 0 ��^d�鑳���顳T�aZX3r���3,���3P<�r���~����״h=�3@�WzI����d�3\l�3���H�Js|�^D��p�@;I�=�����T�3��r�`3d�=�[3๴���3pu���3� ��t3 ��a���w��x3(��d�F�_ ��@{�G3�朔���xeɓɢ3�X���l�X��'`3�-(���{�gf��Zq(y����;�o3P��ɔ�3`k�ԧ���ԳV�[�0K��A34���Z3GSZV���]Xq3H�{��� �<�]3@9^ėJ3`!"B��'��3�n�R3��w�s����A����38ۤ�b�� Aқ�d3����H���<#��3��|���7n�8P3 �7g p� � }��d�C�~3��:�g�/ۗ�?3�}�/*V���8�Tf3�h�BOr� ��� ;3 Χ�83w���R��9h���3p�B��`3��g��������r3 �ɤE�����+?�3�� .k3���o�3�{1�������_��F8C�����ɓ�3���MY3��������H`3x��&���p�w0�3&� �,�o� �e��Cwҧ3n*�V:��0���<�3�PD�bB�D�I��d3��Y�y3}� l��@k�!���l��CX�3 �� f3@��o�J3P}��g��x��b53z���X3`?1�{��DR�!��\Mq������P�ó$�C�b���U�����t�ۀ{�������mD*�3��Q���3@�U)��3\= �3�����3�pTQ|����3`�|�k�U3��|�$3@W�L��3>#~y�3�,X��3 �H c�3�F��#�3` ��������E�3�Z[��8���2�0�-w_�0�2��Q���2�3 �r�gɳ``��th3����3��������D1���=dlN����=���I�=4a]�l潮� H�Bӽ4���t��l ?z��=���v3D��oH��꒽{&&,ý��%���ڽ��h�U�=ߖ 7J?�=��M��=7��:��н*eg@�������g7��.Ž���۵��+p�.���kԚSݢ�=� G[#���Jn�#��=�qT������Gѹ=aH�&"�>��7�8��"�S�.�=<�A�LC��W����S���1�=�yZ�<�=|x����=�X�a+Ͻ��[�?��Ի�:���#?R� ���oR�X�=g���6u���������=������=OD3~"�нG.���Խ�T��=Cr>���="&ӕ���=�&��m��=�fK��n��6����ж=�0f�p��=��M]�����,�"�<�=e��)��̽�Gw�G�=������G��:�=���0��=�̓��=����֌��쁸:19���R�lП�5*{C�ͽ2�_�����{��"�=ҥ3�#�=�g�$_*�=��>��=c ٷ�㰽dXB+���5���xý��c�r���#0:�n�=�»���=�p ��=_�Gŋ����\����=p�wGH�DԥT��=a��� ڽ�\h�HI�=����Jǫ=�Z�v%ǽ�>Zk�D�=J����ٽ���^���� #4I�=��3��=h���8ֽ�k4�!f��Q �]Z�ýB���%˽>��X��=.s�����=����:Ľ���JŽ�ò���=g �ʲ��=�'e+>��=���iy~׽߻�)��=:2����=qۃ�^���!��,Ľ�d�: ��=Q ��u�=w�P ��=hC��&i���%4�Gʽ����{���إ#�NŽ����ƽ��޻ė�=�����=�R��/��=4*k ��=����ӭ�=�G�tύ����`��_�=1� �Xֽ=!&�VK�޽w9�X׳ƽ H��FԽ����=ۡ��Yս���)��=p|.���=��fگ��{�(�ͽ#��n7ó=Ht����=*y�h˽�(���<��!�9�c�=C ����=�N�T޽�dE�`I�=�_���³=�t8��t�=���,n��U�r�>� >�.�2,t ��\�.���m 1�{�=|j�.�NȽ��s�=�u,�%�� �Q��}����J0� o�^�‰�½����,½-�a|u˱�^��������y����/�d��ɼ�!��� �н��6F��=:�^����=����JE�=�SAN�=!��l��ս����Q�Ž�c��S�����+� �=�1����ѽ��Q���3@���3(Ծ��3�4�����L�3�ڙ���3��҄6޳��[b�3*�m�G4���N%4�kc���ڮpn��b�2�?������S4��XO��k\Xv4;���@4 w�0[��� �����#(ۨ�� n׶3��p���V�� �Ȑ{�3�+ �=�3Pg�º�P�ó8�ς�3ใw��3��֓3`q5b��`�m��3�mx�����?���@S�3͔.����3��+ |����˵�ij� �@�3�}Ԕij��$�#������7�3��d�M�����G���`�M��3�qF����p��R��3�7ZJ*�3�#�$��3�dpr�k��҅����3���˳3� |u4��R̳e۟� 46�/����@T�3��R$�� ����3纫;��`p��0-4h�w�-�3�&o�Գ9>���38�A��� �Q����#gƺ3���=�3�q���34QM�0�3�E���^���3'�� �3H5~�� 4h�VA�3,R�3��~4 ��GS~&#��40�nQ����/,��� a�9���Z� ҳ�'l��г���c�� � ����V�t!4t�}y�F��u�������3@a��[?!���}��4�/ׇ`3L\�yv³~ ��޳jxj������`4D�'��n_84$x��W�����$4�!�jM�3���� :��Fۖ����a�Sn&4 ��R�4�o�S4 �@��4 !�;B4P�J�B)4��㔸n��G�5�L\��綑������ouA���Y��N4�a�n��·H�'����gYK���( f�!��C7˜4D����ܳ���m�3��=�3p�����k�4�N;�3xJ�`a�3@ӺpV�38[�x �3`��q&�@;`Tʳ��Q�����_}<�Թ�84�߱c4 i|֛� e:p�3O�$�3@�GJa�3�]�j�3�勃{�N�5�3`h ���`�/�~�3+�7���M^��������I�3k�Fg �X{K���`t���3p�nn4y�6��@4ᥴ�3��Q�3�s�-�3 d֬�3,�1�-�3�����`4�rs\�&��%��=�^��}�3���l.4X�9b�L4(�� ��>�8�� ��>�������>� ]��>)E�� ��>���(��>E��-��>�o�J��?��m���?䂸KH?9稼�?ګ��LH?.@����?�&�^��$?��^��$?���W��$?�>̹�$?v��,���>de�+���>�������>�D�%��>msc���>&H�]���>�oFl���>��J����>�� 0���>-܁֐��>/�e���>o�5b���>^�!��>�I�����>k�����>zPL/��>��0���>~���>"�K*��>�hr���>�4z��>/��<��> �u���>���7��>7{�����>�Q 6���>E������>*'y���>��X����>��m����>�㜱���>�u�����>0�a�2&�>;i�&~c#?� ck�?�"0��� ?|#1~c#?�],f1&�>Z��[� ?��� 9 ? cyoj�?�ف6p ?�(k�g??�?X�܀c#?V��� 9 ?̱��%&�>�/G��<?�W�Āc#?�V�qD�?gB�$&�>\����<?��n�?\�� �2?� �K<?�\W��]?�h<�(�>����4c#?����?��k�߾ ?#���4c#?�Wrȅ(�>bٷ�� ? ��K08 ?�S�q�?6�)�p ?�:�h?,�� �?2��u(�>�z(�M@?kHL�7c#?b��&08 ?Jb�*��?�?a\�2?^R��7c#?Yr�?�q(�>����K@?�P�u=?����]?�����$?�����$?>T)B��$?��xP��$?yT�*��$?���4��$?Ǐ�̹�$?�U���$?�\Y��$?�P!5��$?�t��$?$$�Ƿ�$?x?���$?K�)��$?���4��$? 9����$?��8��$?�>*6��$?ࡄ��$?�<����$?ᙖ��$?� 1'��$?w�j��$?H�}!��$?�s$���>�h'b���>l��}���>v�>����>h����?+��F�!?��8��?�(��F�!?����I�?n���!?Qe�:F�?&���!?�� s��$?@�`��$?mqxɹ�$?_� "���>�]�����>�m�q���>��r9���>^}�����>7!"���>��@f���>]tK����>��E���>��k ���>��)�?���Ї?�;Bp ?x�8q�?�I�cl�?�D�#$?�][r ??�T�p ?}��S�?Q��?�$�p�?��9�?���˷�$?���$?n�i��$?�{j��$?k��*��$?�gA\��$?E䗞:�?z‹�b}?�Ύr�6?�i�h�?�Z�C��!?�x���� ?'v�i#?�����>Xr�����>�҆O���>�=��Y�(?b��3Z�(?$��VY�(?�KT�s�?��+�m�?C$�r�6?.�#N��!?،! �$ ?dI�/��>�����'?b�΅?ޮ�t)'?E�xl� ?B/۷�@ ?�I�iOP ?Y�7d�b?!�F ?]��-��>�:�*�?�z���?��ցs)'?ʒ�1t ?��ԋ !?�6s��'?6z-~HC#?FD�-?�l�k�P?��h4b�%?�&��x"?��� ?�X.�?�<�u ?��1�|�?�����1"? �k�$?����f#?�����#? �k~k�>e MT�k�>�K���>���=���>������>8 A����>�ϙS���>�*�R���>�������>�)����>| �O���>�ݪ���>�=����>��色��>�y�����>���>}kBڰ��>̓1 ���>�f����>vO{���>��Q���>j�6���>aa����>�C)���>�[���>�F;���>Q���Y�(?���$X�(?��Y�(?@��Y�(?���X�(?jr��X�(?�W�X�(?�W+X�(?�X}�Y�(?\I��X�(?�^Y�(?$i�X�(?��օX�(?(��~X�(?��2xX�(?5=e'X�(?���X�(?���X�(?�6fTX�(?C��X�(?W�4|X�(? g3X�(?6��Z�(?ʃ��Y�(?ڄ�?�v���?:->s�d%?˟m�E�> ˄�7�!?�� �}# ?+�X��Y?���cu?��#��� ?�#�,��?O��x(�?y���w?e�@�=�?S��od%?�Z�Ӻ�?�|g���?>xf?�!?����d%?�,Ѡ�d%?�� ,��!?(��LE�>\~�3�, ?���8�>ʎ�f8�>���{R-?Ƴ6I?ߞ��$%?�J}�k%?#�柺��>H�Գ���>xbX���>�s�����> �>Y�(? K�X�(?8 ��X�(?�d�wX�(?$��;�?�Z�� �?���H�!?N]#�? �?n���k%?iz]7*Z?���?�?7"Z?<�~0U-?��9r ?g��nb�%?2��ڨ!?������>T��+���>�C�Ѵ��>���?���>O)xp���>� ����>�jn�X�(?W�`�X�(?�(�Y�(?��U�X�(?����Y�(?���Y�(?Y�D;|?/�l�V?=}G�� ?hR��v?�[����?;�w�od%?�wR�x�"?w�??+�#?leUT�6?�P�6 ?��Q��?{�,��?)�Z�6�?y���6 ?��&*�#?��R�6?�����5 ?���r�5?H��N�#?�ĩR�#?�P�?�5 ?@V�O�5?���#?�0�ѕ$?׀F;Z_ ?�w�(?���R/#?q�J�k?�8�h=��>�p�̇V(?W�Z��&?w)RY��?�-[�Ӝ?K��=��>粲��6�>��b�? ?et .��>5d ��?rI��!?5�� �#?M���(?˦,��U?$蔴�?�5����?W���?��2� �?�c��}?k^5���?���w�?�qv��$?\�>ow�"?��{B��>k�)!E�?�$�V(?6��$?�z�W �#?Hޱ�;��>�W���&?�K����?��l�(?��fvZ_ ?��'�w�"?��_`�(?7ש���?D6�?��g�?���k�6�>��Y_ ?�EgE<��>����(?Uc�y�(?P=� �#?3�3��$?�mލ;��> e4;��>gK�V?��*��?�a���!?���q��$?6�� �#?3�L.��>� h���&?�f���?ޏ�](?vȊ�W_ ? tm�۴"?��](?��LD�?��~'��?ЪJ.?��S��5�>M�+��(?�<���(? ͡�Db ?����.��>�Q��U?V��� �?!м�Q�#?����a�$?s8�:��>U8��9��>ﻑ褋!?���}��$?��(h��$?F� �?����u&?@3� �#?��#�>^{:��>�5�X�"?������&?[#����?��V��?H8�3n�?'] �5�>�'Ҍ� ?G�ݤ!�>J�y���?�.�.#?{�R�u&?�F���:"?9�&��*?�0o�6?c���(?�F��(?�:�W_ ?.��9��>K��,v&?��h=�?��IS�%?�����>v#)4T�%?�E��;�?���:�?���S�%?��aT�%?�c�.�?�^�L8�? �Z��%?j��jT�%?�|��8�?�m�۴"?�]mP-v&?-���&?.=y��?S��Tb ??v�?cd���6�>���;"?9 dme=?�/�$0� ?c�xp��>5�,?�6�>V�Nj�&?�y 3��?���)�?;q�5�?Q�A�Mb ?L@���5�>M5/ �?N���m�?�Y.���&?/`��?F ���a ?�� ���&?�7�.?Ii+O�?��r��5�>o�g��a ?��\���?g*��Z��;��� �C?�"�Z�Y?j��7��?L�)� ?%�V���}���y&?� ����!�)+ 'Y)�>��|���>֝����>M�㎄R�>wa?. ��R���O^C?�]���=���^�nV?œ}s a�wҐ�� ����?��D7���>�g��sƾ�N�����U&o�F�>Y��`�>ݙ�c��>1׊{>>�Ȃ끾{me�i �����3Ӓ��V�x�T������f>ļ�‱M�Ĭ(��f�>Q���O�>A�w���>ε��&�>w~����>�ߤ\��>V����U�>�#"��O�Hl�ğ߰>9)<% e>�}��9�>-ЫC{��>im_`�t�>a %Pc�>�/%�6�>��C��e�>�Z�����>`��Q�>�>^���>�>��>�? �\�>��q_-����oe�Or�>��G>t�>��/�Q �>|��x<�>e+d�O�>�#�:��>��\�ϲ>k� o¢o>�jcD:l>�<�^��>�U䏩B�>��C Z_�>IJ�럦�>�֗�$s�x?P�������GT��2ݡk��5>3 K�B�>�$T��Ѥ>�= 켲���EZ{��B�� ��>�}F���� IT��]3��ҳ������\^j?ӭ�X��>xJ�� X?��ʨ�Q��G]:hP���\��8�?�ǟZU�V걛Ӕ>�j;��w#�,Ҙ�M =? ����W?[�$���a��Q�v?�L��w8~?�upD9}G?/hx!�>�q��0�>(��� ?��� �NA����-�-���� <�$?��"n׽+���1�>FFϴ�$���^m��>t��)�{⾊kSJ$0 ���$�)J?���]�f�r�$�C�G�^B�^��=���Y�D?��1�zF�|e��]0?�&����D����s�����欱h�>���{�>��8��v�j;�P$��urI���>����K���4�Œ$��>��$_�o�$��y��0>!����+�>U4��j��>�"��&�>$><<%E�>�����> ��WH/�>�� )k�> =�0�.�>b��)�(�>4�@d�z>V��r��>5�rm W�>��*���>Ѱ�� �>�ُAꐾ��8lU*���z�!��>v����>�������>p����ؾ�[�똌�>/�K���>��^�_,�OW�����қ�L3?�G�9�9'?�����Z�K�{]V�O�!E7h_˃?����lZ? ��}Kb�?p.�й5?)2&6�#�36v3��>�Kwt���>[u�Lg�-�f�Ä�G?�[�s�m��� |���+&R��d��x9��>D�3�� �Z?�e�h�w?�GB αM?�����F?�ϕ�Q�E?U���ę���@��?��h���>K�3��Ѿ�#a�c��J���k`>� �����B�h,�>ݡޗ���>Jס� �>�n}qF�>���0��h\# ��>6c��m&�>�ģG��>�h]��i�>���j>Y�)#��x�)ƭ�9Z�A���4�H&π�᣾9���>(�y+��>a*ǿؕ>i � ���^c鴢+����*�?�ҏ��zQ?�����>"_�׫>��3�*uo�>h���>�q�?,_?�j_j�v�?P9���>��戕#?�f:B"� Bz]���� ˉl�8�i{l�(Y?f���}����">��>�� �h����a��8?lY��c��yAe�S�E����fR��,m i�>��(�?Zt��=���礜; �,Ṅ��*��l���??�0�9j{m?ծN[�l?{J���b?#��KR?�8���E?�G�B %$?(�'�1 ?j���%���t:�?�� �j?���h�^�>�-�Ә��>�8�w�澊��r���]�H� <ѿ v�:2�����͂�j> v�8���6�릯þk���-��띖���w>Ѣ�,�O}>+-� ��C�U�=N >�ׇ�.���(OD����X���Ϣ����E"���H!n��J���k�����>Qv�����>��{ʁ:�Ȁ�ia�>~P��z�>u/�rg�>� %b��>~�^�ǖk>�)��� ���c�nˮ>��r����>����^�>��I����>X�ڥ�>�U7J����_*~]��>]U��$���-71��� �\�V�Ӿ��8��Gz>���:�F�>p�PMC�>i��7=N�>�շ~�>��|C�>���M�E����ႌ>���sm>k����z���:H�l���:�����Y��>9N#W����/&T���ۄR��p�R��w��w��a�LNt���� #8�>f�@��K�>H� �q������;|e���>�|*��K����v��>�a��2 �w�� ��` ��TB?zﴲ�2? :c�E?�1�L 7o?���0Ȕ:? ����"? O-����5���N� O8?^��06m_��qEw�s_��ϵ���X����ŘrI�G}%���ؾ@z'��5�>��y�'�>���"�#?��b���Ō6�P�#�qe��4?��{���#�#���?���v�>!��3�� �����?n�<6?�k��?�����I �Xٻ"�b���Tk{9?����ɤi��≙�j? ���f� ?I���P[N?н= ��>tǿi�9��s�Y�>�;�>��?6���=�?�V�X$ǰ�thWXr�þ�r��g�r�%�9�m>]>*Q��xs�)�0b>��'€�Ҿ�ؔ ��i���sl�x>�~����>�.Fa�>�u|`�p�>�w�6n��>�\)y;%�>�K^�⾻�O,5q�>�{��>#�'_ᴽ>��b�>��R�X>bA�ml�>1@XKʼn�>�@:�;\�ص��>�D]�E��>���g�K�=p��nJ��5�Fc4�w��>�U��p�>Dpq�"K��F�̩��k,,��>^*v����E�����+?�{<� �3�� ud?D����gL?�2���a?����X?����t?@ǝ�%?�]�/?���p�¾P����>�G8�#�L7��".;?o�jxp��>�4kϜX��Ҽ������6 '�����{��F��a� �� ?�3f%:�H�k��zv�(��c0��w5�A�f�ھ�SY����w؍Z���+�i�>���Oƅ���ܜ߅�f>u, hMr����0�t>tl��в�>�y�:ƨ>꡽vWr�>���_e�>�VK���>5��$���>Q�˨��վ���gӾ]�[t�>�J�{W��>��r�]'p�~6��l�>�+j��»�X�+7@o�> �4��|>�zTb��>l�����>,l ��L�J*u8�^?L�XNH�<�^YO������ڱ�D��%K�>�?&���Ҿ�Y��a?����;�?O��W~����I���� ��s��wq��v�#�Ų��������Q����6=3�>h?�.F��(���˾�˖<[)?nfl(��Q���lړ!��b�3�d�!��G�B?�M8�1?٤��X�)��x�� ?N-�qV�?�̈́���g�� �0�W����/J?a!�]ئ`��s�u�A���|)�'?��)���9k�]��>Ո�����8H)���ET�:��}�t��>0�R�/��>��?]�m�����Ҥ��>�k��͉�>� �÷w���/#'�>�ݸ���j>����Ͱ��W�j#Cz>y�o��a> �$q>#K>!>S�s��!�E�5G>/mnRD1j�>6Y��w���4t�Ažϵ���K7��SA��Y��)����־�J`�C>�:Z?�k侰L�fې�]���,->���tE����=�Q>�w@r[?k>���́> W��䐾 f�4�6�>��d��<��Zd0V;Y�s�&F���e�c�>����#��>=�?������گ=���YӱA���c�/��f'�� ߢ�� L��m���9��|�B��0[�J�>� �=K�>�bYm�>I��J,�E�\�Pe>�l�g�w=�1�e%��>�TI�>�e6{�O�>��vD���>�,�t>��tĀ�O�^9 .�^~�Tv��� ���Y�Ɩ�q4�ୢ�:H$���>����*�>��WhUG�>[��Ĕ�?C��V�<?☐gV��>���2���> 1uj�;?F<�4!#G?�]��`3?�2P�Q�p?����^c?n'��?�i@E�x���?��<���]�NpB?�����b?F+�^l`�uh��x�l?��܃g[P?>Y����l"��!@Ծq�W���>I�N��>�W�EH ?�QY��]1?�2�W���zˠS&?�w��+ ?m�r�[t>]��%f���r1�?ϵ0��.�m8%�L�'?��ŎX�����-Y����1m��:?1�'�@?�[;66�>@փJ�*?��Δ'L�z��4��>:�{�G0?`18O߾�>X�M!�,��t) -���(�p|#x>яd�#�>m��g��j>�K`+1�H<�ҟn>)��yߖd��W��R�> �� u��H�꾃Uf>=��)_u>b0c�y�w>^�M.����L�7)]�>:"%:�sվ^))�()��i�y�{���%و:|�� t �R��,'�?V����=�O�o�>�%�pE$����ߛ�u��} ~$2��2CT�Ƅ�i��R�a>�k�+�xj��t)��*��XSh@�¾���?���>��>L4 �>DC˿��>�����¾)�E�C�S�b�x�>�6�?w�S����x�;��I?�X���g?w�2Ch`?_�ܠR[?Z����d?��P�&?o��C�w���d n?f��C$Q�4P�n�5�2���C?6����4��l��ZY� �0���IW ��������k��%��> g�5B,R�6�]�[�Q���^' 6?~��C� ���6��� �� ?!X5���he$T�Ѿ��Sy)¾�߿�A�d��D���h�B��R���7?ϩ<�>�SUWp��p%*ݦ��>�m�^�>>����ʢ>eԄљ>��/��܋>]�|/�>�ik����>��B*f>:[eZ�w>*���L2g��?.Lb�>y[�z��>�� ξ��V�2�#���x���?���Zr�7�fY�@�u?+0��u\P?���?b�辌���>�j���4�>� y�`}�>��nfv�>�U7���ԾN�����>�xB{9��>巍����>�������>��8 n�?��Gr��?��Ot?39J��?6W�W;?jr���>3���h��>�g$��>��kQ��>.]#����>�F���>I\�����>� �����>l'�����>�QB5���>�lB���>������>a�M��>�vuX;��>�� �(��>x���>[E�rq�?��d9��>pl˝���>7v(���>[�X�(S?��n�`�? �.?$ ?U��͙?��i�\!?�]k36$?�hS�͗'?J���̗'?ۗ�46$?��A�̗'?���Z͗'?���/Η'?���Η'?�K�tΗ'?��hvΗ'?ԽؠΗ'?�ڊ7�"?)�'�Η'?�_ɫΗ'?M��h�\!?6��t?j��X?O�`/Η'? �͗'?0}�OΗ'?���Η'?jQ��Η'?�����"?����&?��T�̗'?��E36$?�or��\!?�+��? �}6��"?t���?�P��q( ?S?���"?� c�0q?!>v��\!?j� �2$?e��̗'? ��͗'?S%bΗ'?%n.��&?� P1W)?|P��Η'?��Η'?1q�Q͗'?@z�bT�?��GΗ'?��,��"?;{KlΗ'?�넄Η'?oz}�͗'?�J@�̗'?{ �=�2$?�PYy�\!?��G�p?E��Т?�]}�? 3��+� ?�-����>sJz���>(�����>�(�j:��>��x6(��>��yZ�>Y�݋Z�>��.w�>�6x�u�>�������>@3�A���>�RC����>��� ��>��ίE��>��E���>x%�����><�C��>r\��?qʈ��?%9U΢?������>W�On���>yza���>߰����>k�֑@��>f]�E9��>���w(?L�.?��>������>'VK���><�g���>��X����>�l# ?��չ���>oKⶍ��>�!���>i ���>�(���>8�����>˂���>���5���>(����?��k�B��>]�̗'?S�m͗'?�n}͗'?K �Η'?����͗'?r03�Η'?HR͗'?koO͗'?��wtΗ'?����̗'?(L͗'?'�d1W)?E�O�̗'?,;�'OT?��}��~?��?�2$?N\�h�F?��Q�̗'?���͗'?v�YΗ'?W��̗'?����͗'?KrE͗'?@̪�͗'?~P,.Η'?��͗'?9���̗'?I�Y�E?a�}?�KV�O?·!�G��>�#!`�=?����>��W(���>�z�v ��>�����>����u�>�dDi��><�A�|��>Y���9[�>]�Xw�>���~���>Æ3����>fC0�>?���N?��#���>F��6���>]7�l� ?<��4b�?\�㹀N?���;���>=�� ��>�V�̙?i�,�"��>�8֮��>� ;b���>?����O?o&�ֆ�?�T鸠�?wx2�.~?�&ձ�"?��W͗'?��Η'?�߷aΗ'?�XΗ'?3��i1W)?�Dd1W)?�A�z͗'?����46$?���͗'?�ݵ�\!?��H��"?�{(Η'?� lwΗ'?����͗'?Oh�U͗'?Ջ�(( ?�|�_��?E�W�̗'?P=f�M�"? <*r�?�������>4��Yw�>|�g�%��>��B�n�?�2$?����̗'?&NM�?�"G�we?k���6?�[����>�k�Z���>�9׸ݚ�>q����>�H�����>4�����>%ʜ̯��>\�$t���>� �d���>�����?&K��?P L��2 ?�Q�Z��?��v��?��7�D ?�F�� z#?�+ �Bj#?��T{�)?BY��)?_(��)?u��h�c'?�����)?FZ��)?�MW��)?TS��)?����)?�6ʊ�)?x�_��)?չ�)Pt'? �Pt'?���)?]<� �#?�a�;� ?4��w�� ?�6Nb ?���e�?b�#�X�"? 0旹�"?����)?�*AH&?/>nAH&?�Q��)?�]1&�)?��)?�…0�?����"?cl��u�>�y�kFO?�S�d*�?)�hm���>��u�>��d��>���<���>�'�>���>� r ���>o�� ���>�j����>�勰��>���G���>`\=M���>$d'ױ��>�_�K���>]AP2��>(�r���>>wR�u�>�Ay\u�>�������>:l�Y*�?K ��?Y+y Ub?�%�!�)?��7AH&?Y��)?^㽎��"?���e��?]�<���#?m���#?��D��)?{d4��)?� W��)?���)?i'�m�)?�o��)?�����V#?br?c�c'?'ߏ��)?�R���)?�� ��!?4ç$!?�$�-nq?�� �?���Z?>�+A-�%?OgY� ? ���u�?}E��f?�����?5G�T�?��.p�?OBav�U ?[j�����>�����>�O�l���>��v��>Bdy&���>[��Aޚ�>�n��E?���o���>�����>I�Q ���>k3�����>J �L��>�;��N��>��DJ��>��e����>�B�A���>B�;�?��g5?eĭ���?��SZ2� ?m.�!� ?.к��c'?��{�;]&?y�0]�)?��!��)?����)?s��M�)?@)U�)?��ґ��!?6®-�6?����g�#?�9����?�&�M�)?+ y��F?�&B+(�?�k�Z���>�������>�~�ҵ��>�V����>O��޳��>��ז���>xܥ����>���3���>B5 '���>��f��>��jf�j?h�;�� ?����Y?��/U�)?<�(Pt'?fK� ��?N�RV��!?�9�L�)?7I"��)?�S�)?d�m�)?ǻ���)?n�1��)?7���c'?���)?��]�;]&?[�bX&"?�.!��!?���A?�C�Ɋ?��Q�2N?�y�R�?�OZ�D ?�2j��?�C"���>;������>iZ� ���>DԄϓ< ?R����>�A[���>��P���>Ԗ�.ߚ�>���ۇ2 ?6Z����>�_�[?�2W�A ?]`T���#? `��)?�^\S�)?��&9�)?S+���)?�!��)?{ @�?~Nb ?O��Zoi?2�7u�>��Y?�#z��Y?�����V?mQ6����>�#�n��> ¤޳��>7������>���b� ?�JG���?}x�3u?�e�4[?�ψ��)?=�G��)?��;Pt'?C����)?� ���)?S�\��{$? ���I�?*,�*o?�8k����>C�ߎ�)?ѭ� �� ?M b���>��@M�?���6?�x6�G?P谰G�>Fp�"G�>H�h��?o瞝?����7-?J���6?�:��0k?�#���6�>W���>?X{�Wӏ?`W�5?�)AU?,����6�>-��L��>T!UƯ�>On�2�H?�4���I�>>�%�4?$��~�?��P^+6?_�(�H?Wi���?�Q̝ �?� ���?�߬�?5���G�>�!XOG�>���rG?�n���>�>wK]�5�>}��>?���s�?s� /��>fꂾ�u�>����cW ?v�!�i��>�G/�"�?��Ԓi��>��O�6�>�l- ?�+��G�?���*��?}�6E?�r&�.x?xs>���?����j9?4�`��?�' �|V?B3�)f6?Ih��r�?�hB��� ?%��(�?"gGq8? �\_e6 ?���G�?E*�t��?D y��?uxFi��>N���u�>�b�Q<��>��`�?:o"`0?���Mb ?~^�%�1#?�ܿ `[$?����$?�=�`�(?�w��x&?���(?���Y��!?��ZQ�� ?�kg6�?�*V�?�&�p��?�)(5 �#?�e���&?���? �#?�&É-� ?p���<�?���5!?�6dM�?�v[$?Q3��(?Y=�çx&?��~](?� ƀ�$?u�6��!?�b ?,rɃ�(?=G�-�(? 'ό�-(?��S�%?f����-(?G�oܠ!?-�W*C�?%)���!?�����?���!?�"-��&?Qr��V(?��&-v&?*&#p#�#?.�h ?$g�?�]MlNJ?xZ2!u!?<�l,*�#?a��3��$?��� G�!?ޅ�p�#?���S�%?��v��-(?�:��M&?;�u�p�#?ҵ���-(?��'��6?rx�f� ?��,���?�hv�� ?�e���?2��Mt�?� ���>?86�8` ?���.�?MDO���?'y-=��>i3�b� ?�i�'� ?������?�d�jt�?WBĬG�>�/1� ?�K/�?@�ݗL�?�g�#�> �!f6?i���n?��3Y:�?nJZ��A?]A�t�5�>�A�w�?��@?�!�,S�??%�zc<�?��fM�>�>�l�D�?�q��>"?����&?����S�%?f�h���#?է��=�!?b� t�(?YW�R��%?� �<�!?K)�� �#?ǂ��/#?� TF�u&?��Q ��%?"�U��&?�PvR��$?:��_�&?�Zضp�#?nNo���&?Ҫ\p�#?ӕyY��!?T����� ?�����$?�*���?�/5�B� ?���NJ?��o��?76�40?�Y�'?�]�t�'?}���&??�$K�&?��- ��!?�x�Im$? �f�(?�t�AG�>�yv}��?��D� ?�Pr��=?���m�?q*T�D?����� ?�>Hd&?��U��?Pb��,?\2��j?��Kk�?z�q 1?,� )�6�>��e��?F�-�P? ޛ�?9�����?^��?��R�?xϼE0�?o&p�pU ?�)@V?�i�U6�?�9��"?�fR�b ?aK7��$?3]`��&?&���1#?�C6�.b ?`�W�(?���![$?W1�Da?���"?�5��?�6L�JD#?�)��Ca?d �="?#pP�;��>���Mb ?���7�=������=��jeP>�W5O� >�D(��>�ֿ���=��/l> �� ��= \�K�0�=C�����=$i"!j� >��/��>wfM |��=H`e���=�ð���=�ѕ$�>$8eN�>��z��� >�|�x��=6�� ���= ��0E�>���c�=h��#���=��eJ>��=���)���=)����>�2*��u>�5Qb�>��f�j>�aG�to >^���X>�`����= )��=��=$��7�>���^�>Wi2�V��=�J����="��f?�>?;� q>?�{�e�>�^>�k��=�Ld��=���f>�b_����=fש��V�=�=F�>")���=ፎ��p�=�R���>� ��_��=:� ����=`�<���=��aQ� >o�%�|��=@O nc��=vJۙb��=Ҿ����=[ݾ<�#>Y���>��=U鷌\��=p��k�n>�܎�Oe>��Wg���=�����->�v�����=���I�=#��bj��='c�<���=˱� �n>E�:n�=6����&> �U�I?� >�W9���=C&��>>8�����=� ����>�a��>(�� ���=�� �zU�=aI����=����;��=Y����>E�&����=JK�g�=$���~��=��x�9��=�=�C��=x�fź�=�5~�'l�=��D;d��=5P�s̵�=O>zkK�=",��+m >I���� >i�I���=��e�=RG�~>)��P�g�=#_�k#>��p @�=f9n���=� =P��>L�M����=��Jj���=ꓠ�*>�CIK�'�=|������=U��ײ�=4�cS=ͽ�#!Kf����x���ͽ �.[�ѽ��Q佇<�S� �=\㳇˘�=~�_���=uV�#E��=�|�Γ��=��wJS�=f'_L�= �A�}��=_�p!�=������=S���^�= P�)��=qt��i�̽9E��V���l�Z�z����)���ý�T��_ǽ\��Hȸ�½�wM2���E�G��=���!���=�uG�! �=3�?c�Z�=u��w�=#�����==S ��=W�A�u)�=���G��=���4�"�=`�����=�����=�������=)9 �*��=��^���=ƴc�~�=w�ϴS�=y�w;�=�=q��SJ`=��\��s=���� �=��%��}�=<���Iz�=l(L�^)ս�V�_T�=��m�O�=�GM���="F���=�ڨb���V��=< ގ0��-sz��·�X��a�Ž~p �[4���>�ֶü��R�G <ƽ�ȗ�q���,�?��=������=�zd��= [3ms0�=4> ~� ��=J� w"ŽA,r &(}���=�ӆ�2��=w��8G��=.�$��G�=���H���= �~�׹�=;f4Zu �=���SB��=�`]���=�X)����=��1��=:�Z���=mi�����=AS���=�-ȳ�>�=?�����=6.H�։���~HŽ ܌�j�ƽ�� � x�= ��O#�=�i��շ�=���k���@N\OϽ��=�={�=�e�V��=� �c5�ƽ͵�Iu���u"ҁǽ�X����ؽ��[�hֽF�ҿG�߽K�����<�-ڽCeb$Ľ��ŭ����M%?z�0+ ��ν3���ɽ<�@}n��K~��?M���c<��Ž���8c6��L��犼ͽ�ʉ��^�= ̪�]���Wy�H^��6�1P� ���[ Zt9�=�*��=�kN)���=��9 �8�=��AUa�=��O���=������=���{)�Ľ;��Ϯm�=I��D'��= B6�o�=�Գ���=�ltMϭ�=��,��=�� (���=�2�eZ��=�  {@�=� 9�'�=��܏��=�ظ�n��=�ܑU��=�7��(*�=�8�t�'�=����B8�= ���N�=7��Bc�=̉e4�н}�I��ͽ�Cj����e���������Ԫ�����c���ԆG��婽� 'o�Ǵ�Y��2\ ���L�-0|��_tM��=�dn;Γ���� ���=~��m���=�,�:��=�k h�=� �(�j�=�C�a���=��ѯ�=z@k��=���萃����˜ݭ=�� � �ʽ�|���)�=̕���C罖��&V̽N~ a�Ƚ��3�����e�C�n��˲�Si���͢�L֜��W�L=�Ƚ2 �W������ �Ž 6�y�=�����=q,[���=Y�?��M�=U��@�=��"廻=��-�!�=�`@gQ��=����˷=)q����=u�>����<����=)?o ��=����\�=�8;��=xb��5�=��ɏ��=��-Phױ���w!�w�='��F�d��;3a~�[�=0��G�1��??��Rš=��Z��ʁ�X��=��'�X�=C�=e���T�a�Wq��uq~0'xsrcom.femlab.xmesh.Xmesh��[�{ω� Z initializedLelemIndtLcom/femlab/util/g;Lelementsq~[geomMapt[ILgeomNumq~`L initElemIndq~`L initElementsq~[mcasesq~a[meGrpst[Lcom/femlab/xmesh/MEGrp;[meshNumt[[I[ unitsystemst#[Lcom/femlab/api/client/UnitSystem;Lversionq~xpwq~ur[IM�`&v겥xpuq~ t �struct('elem',{'elmesh'},'g',{{'1'}},'frame',{{'ref'}},'geomdim',{{{struct('qualname',{'qual'},'dvolname',{'dvol'},'sshape',{{{'vtx',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}}),'lvtx',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}})}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19','20','21','22','23','24'}}}),struct('qualname',{'qual'},'dvolname',{'dvol'},'sshape',{{{'edg',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}}),'ledg',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}}),'edg2',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}})}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19','20','21','22','23','24','25','26','27','28','29','30','31','32','33','34','35','36'}}}),struct('qualname',{'qual'},'dvolname',{'dvol'},'sshape',{{{'tri',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}}),'ltri',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}}),'quad',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}}),'lquad',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}}),'tri2',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}}),'quad2',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}})}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18'}}}),struct('qualname',{'qual'},'sizename',{'h'},'dvolname',{'dvol'},'detjacname',{'detjac'},'reldetjacname',{'reldetjac'},'reldetjacminname',{'reldetjacmin'},'sshape',{{{'tet',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}}),'ltet',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}}),'hex',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}}),'lhex',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}}),'prism',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}}),'lprism',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}}),'tet2',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}}),'hex2',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}}),'prism2',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'X$2','Y$2','Z$2'}})}}},'ind',{{{'1','2','3'}}})}}})t�struct('elem',{'elmesh'},'g',{{'1'}},'frame',{{'ale'}},'geomdim',{{{struct('qualname',{'qual_ale'},'dvolname',{'dvol_ale'},'sshape',{{{'vtx',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'}),'lvtx',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'})},{'vtx',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'}),'lvtx',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'})}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19','20','21','22','23','24'},{}}}),struct('qualname',{'qual_ale'},'dvolname',{'dvol_ale'},'sshape',{{{'edg',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'}),'ledg',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'}),'edg2',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'})},{'edg',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'}),'ledg',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'}),'edg2',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'})}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19','20','21','22','23','24','25','26','27','28','29','30','31','32','33','34','35','36'},{}}}),struct('qualname',{'qual_ale'},'dvolname',{'dvol_ale'},'sshape',{{{'tri',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'}),'ltri',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'}),'quad',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'}),'lquad',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'}),'tri2',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'}),'quad2',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'})},{'tri',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'}),'ltri',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'}),'quad',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'}),'lquad',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'}),'tri2',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'}),'quad2',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'})}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','16','17','18'},{'14','15'}}}),struct('qualname',{'qual_ale'},'sizename',{'h_ale'},'dvolname',{'dvol_ale'},'detjacname',{'detjac_ale'},'reldetjacname',{'reldetjac_ale'},'reldetjacminname',{'reldetjacmin_ale'},'sshape',{{{'tet',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'}),'ltet',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'}),'hex',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'}),'lhex',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'}),'prism',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'}),'lprism',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'}),'tet2',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'}),'hex2',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'}),'prism2',struct('type',{'moving_abs'},'sorder',{'2'},'sdimdofs',{{'x','y','z'}},'refframe',{'ref'})},{'tet',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'}),'ltet',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'}),'hex',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'}),'lhex',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'}),'prism',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'}),'lprism',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'}),'tet2',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'}),'hex2',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'}),'prism2',struct('type',{'moving_rel'},'sorder',{'2'},'sdimdofs',{{'u','v','w'}},'refframe',{'ref'})}}},'ind',{{{'1','2'},{'3'}}})}}})tstruct('elem',{'elmesh'},'g',{{'0'}},'frame',{{'ref'}},'geomdim',{{{struct('qualname',{'qual'},'dvolname',{'dvol0'},'ind',{{{'1'}}},'sshape',{{{'vtx',struct('type',{'fixed'},'sorder',{'1'},'sdimdofs',{{}}),'lvtx',struct('type',{'fixed'},'sorder',{'1'},'sdimdofs',{{}})}}})}}})t6struct('elem',{'elshape'},'g',{{'1'}},'tvars',{'on'},'geomdim',{{{struct('shelem',{struct('default',{{{'vtx','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'lvtx','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'vtx','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'lvtx','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'vtx','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'lvtx','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'vtx','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'lvtx','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'vtx','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'lvtx','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'vtx','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'lvtx','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'vtx','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'}),'lvtx','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'})},{'vtx','shlag',struct('order',{'2'},'basename',{'u'},'frame',{'ref'}),'lvtx','shlag',struct('order',{'2'},'basename',{'u'},'frame',{'ref'}),'vtx','shlag',struct('order',{'2'},'basename',{'v'},'frame',{'ref'}),'lvtx','shlag',struct('order',{'2'},'basename',{'v'},'frame',{'ref'}),'vtx','shlag',struct('order',{'2'},'basename',{'w'},'frame',{'ref'}),'lvtx','shlag',struct('order',{'2'},'basename',{'w'},'frame',{'ref'}),'vtx','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'lvtx','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'vtx','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'lvtx','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'vtx','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'lvtx','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'vtx','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'lvtx','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'vtx','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'lvtx','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'vtx','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'lvtx','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'vtx','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'}),'lvtx','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'})}}},'case',{{{}}},'mind',{{}})},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','21','22','23','24'},{'13','14','15','16','17','18','19','20'}}}),struct('shelem',{struct('default',{{{'edg','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'ledg','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'edg','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'ledg','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'edg','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'ledg','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'edg','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'ledg','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'edg','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'ledg','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'edg','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'ledg','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'edg','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'}),'ledg','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'})},{'edg','shlag',struct('order',{'2'},'basename',{'u'},'frame',{'ref'}),'ledg','shlag',struct('order',{'2'},'basename',{'u'},'frame',{'ref'}),'edg','shlag',struct('order',{'2'},'basename',{'v'},'frame',{'ref'}),'ledg','shlag',struct('order',{'2'},'basename',{'v'},'frame',{'ref'}),'edg','shlag',struct('order',{'2'},'basename',{'w'},'frame',{'ref'}),'ledg','shlag',struct('order',{'2'},'basename',{'w'},'frame',{'ref'}),'edg','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'ledg','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'edg','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'ledg','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'edg','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'ledg','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'edg','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'ledg','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'edg','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'ledg','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'edg','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'ledg','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'edg','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'}),'ledg','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'})}}},'case',{{{}}},'mind',{{}})},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19','20','33','34','35','36'},{'21','22','23','24','25','26','27','28','29','30','31','32'}}}),struct('shelem',{struct('default',{{{'tri','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'lm4'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'lm4'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'lm5'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'lm5'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'lm6'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'lm6'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'tri','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'}),'ltri','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'lm7'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'lm7'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'lm8'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'lm8'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'lm9'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'lm9'},'frame',{'ref'})},{'tri','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'lm4'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'lm4'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'lm5'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'lm5'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'lm6'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'lm6'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'tri','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'}),'ltri','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'})},{'tri','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'tri','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'}),'ltri','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'})},{'tri','shlag',struct('order',{'2'},'basename',{'u'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'u'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'v'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'v'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'w'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'w'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'lm4'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'lm4'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'lm5'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'lm5'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'lm6'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'lm6'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'ltri','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'tri','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'}),'ltri','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'}),'tri','shlag',struct('order',{'2'},'basename',{'lm7'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'lm7'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'lm8'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'lm8'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'lm9'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'lm9'},'frame',{'ref'})},{'tri','shlag',struct('order',{'2'},'basename',{'u'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'u'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'v'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'v'},'frame',{'ref'}),'tri','shlag',struct('order',{'2'},'basename',{'w'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'w'},'frame',{'ref'})}}},'case',{{{}}},'mind',{{}})},'ind',{{{'1','7','8','9','11'},{'2','3','4','5','6','18'},{'10'},{'12','13','16','17'},{'14','15'}}}),struct('shelem',{struct('default',{{{'tet','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'ltet','shlag',struct('order',{'2'},'basename',{'x'},'frame',{'ale'}),'tet','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'ltet','shlag',struct('order',{'2'},'basename',{'y'},'frame',{'ale'}),'tet','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'ltet','shlag',struct('order',{'2'},'basename',{'z'},'frame',{'ale'}),'tet','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'ltet','shlag',struct('order',{'2'},'basename',{'u2'},'frame',{'ale'}),'tet','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'ltet','shlag',struct('order',{'2'},'basename',{'v2'},'frame',{'ale'}),'tet','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'ltet','shlag',struct('order',{'2'},'basename',{'w2'},'frame',{'ale'}),'tet','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'}),'ltet','shlag',struct('order',{'1'},'basename',{'p2'},'frame',{'ale'})},{'tet','shlag',struct('order',{'2'},'basename',{'u'},'frame',{'ref'}),'ltet','shlag',struct('order',{'2'},'basename',{'u'},'frame',{'ref'}),'tet','shlag',struct('order',{'2'},'basename',{'v'},'frame',{'ref'}),'ltet','shlag',struct('order',{'2'},'basename',{'v'},'frame',{'ref'}),'tet','shlag',struct('order',{'2'},'basename',{'w'},'frame',{'ref'}),'ltet','shlag',struct('order',{'2'},'basename',{'w'},'frame',{'ref'})}}},'case',{{{}}},'mind',{{}})},'ind',{{{'1','2'},{'3'}}})}}})t>�struct('elem',{'elvar'},'g',{{'1'}},'geomdim',{{{struct('var',{{'FXg_smsld',{'','0'},'FYg_smsld',{'','0'},'FZg_smsld',{'','0'},'disp_smsld',{'','sqrt(real(u)^2+real(v)^2+real(w)^2)'},'FX_smsld',{'','0'},'FXAmp_smsld',{'','1'},'FXPh_smsld',{'','0'},'FY_smsld',{'','0'},'FYAmp_smsld',{'','1'},'FYPh_smsld',{'','0'},'FZ_smsld',{'','0'},'FZAmp_smsld',{'','1'},'FZPh_smsld',{'','0'},'Rx_smsld',{'','0'},'Ry_smsld',{'','0'},'Rz_smsld',{'','0'},'H11_smsld',{'','0'},'H12_smsld',{'','0'},'H13_smsld',{'','0'},'H21_smsld',{'','0'},'H22_smsld',{'','0'},'H23_smsld',{'','0'},'H31_smsld',{'','0'},'H32_smsld',{'','0'},'H33_smsld',{'','0'},'p0_chns',{'0','0'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','21','22','23','24'},{'13','14','15','16','17','18','19','20'}}}),struct('var',{{'FXg_smsld',{'','0'},'FYg_smsld',{'','0'},'FZg_smsld',{'','0'},'disp_smsld',{'','sqrt(real(u)^2+real(v)^2+real(w)^2)'},'FX_smsld',{'','0'},'FXAmp_smsld',{'','1'},'FXPh_smsld',{'','0'},'FY_smsld',{'','0'},'FYAmp_smsld',{'','1'},'FYPh_smsld',{'','0'},'FZ_smsld',{'','0'},'FZAmp_smsld',{'','1'},'FZPh_smsld',{'','0'},'Rx_smsld',{'','0'},'Ry_smsld',{'','0'},'Rz_smsld',{'','0'},'H11_smsld',{'','0'},'H12_smsld',{'','0'},'H13_smsld',{'','0'},'H21_smsld',{'','0'},'H22_smsld',{'','0'},'H23_smsld',{'','0'},'H31_smsld',{'','0'},'H32_smsld',{'','0'},'H33_smsld',{'','0'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19','20','33','34','35','36'},{'21','22','23','24','25','26','27','28','29','30','31','32'}}}),struct('var',{{'FXg_smsld',{'','','FX_smsld','0','FX_smsld'},'FYg_smsld',{'','','FY_smsld','0','FY_smsld'},'FZg_smsld',{'','','FZ_smsld','0','FZ_smsld'},'disp_smsld',{'','','sqrt(real(u)^2+real(v)^2+real(w)^2)','sqrt(real(u)^2+real(v)^2+real(w)^2)','sqrt(real(u)^2+real(v)^2+real(w)^2)'},'TaX_smsld',{'','','(F11_smsld*SX_smsld+F12_smsld*SXY_smsld+F13_smsld*SXZ_smsld)*nX_smsld+(F11_smsld*SXY_smsld+F12_smsld*SY_smsld+F13_smsld*SYZ_smsld)*nY_smsld+(F11_smsld*SXZ_smsld+F12_smsld*SYZ_smsld+F13_smsld*SZ_smsld)*nZ_smsld','(F11_smsld*SX_smsld+F12_smsld*SXY_smsld+F13_smsld*SXZ_smsld)*nX_smsld+(F11_smsld*SXY_smsld+F12_smsld*SY_smsld+F13_smsld*SYZ_smsld)*nY_smsld+(F11_smsld*SXZ_smsld+F12_smsld*SYZ_smsld+F13_smsld*SZ_smsld)*nZ_smsld','(F11_smsld*SX_smsld+F12_smsld*SXY_smsld+F13_smsld*SXZ_smsld)*nX_smsld+(F11_smsld*SXY_smsld+F12_smsld*SY_smsld+F13_smsld*SYZ_smsld)*nY_smsld+(F11_smsld*SXZ_smsld+F12_smsld*SYZ_smsld+F13_smsld*SZ_smsld)*nZ_smsld'},'TaY_smsld',{'','','(F21_smsld*SX_smsld+F22_smsld*SXY_smsld+F23_smsld*SXZ_smsld)*nX_smsld+(F21_smsld*SXY_smsld+F22_smsld*SY_smsld+F23_smsld*SYZ_smsld)*nY_smsld+(F21_smsld*SXZ_smsld+F22_smsld*SYZ_smsld+F23_smsld*SZ_smsld)*nZ_smsld','(F21_smsld*SX_smsld+F22_smsld*SXY_smsld+F23_smsld*SXZ_smsld)*nX_smsld+(F21_smsld*SXY_smsld+F22_smsld*SY_smsld+F23_smsld*SYZ_smsld)*nY_smsld+(F21_smsld*SXZ_smsld+F22_smsld*SYZ_smsld+F23_smsld*SZ_smsld)*nZ_smsld','(F21_smsld*SX_smsld+F22_smsld*SXY_smsld+F23_smsld*SXZ_smsld)*nX_smsld+(F21_smsld*SXY_smsld+F22_smsld*SY_smsld+F23_smsld*SYZ_smsld)*nY_smsld+(F21_smsld*SXZ_smsld+F22_smsld*SYZ_smsld+F23_smsld*SZ_smsld)*nZ_smsld'},'TaZ_smsld',{'','','(F31_smsld*SX_smsld+F32_smsld*SXY_smsld+F33_smsld*SXZ_smsld)*nX_smsld+(F31_smsld*SXY_smsld+F32_smsld*SY_smsld+F33_smsld*SYZ_smsld)*nY_smsld+(F31_smsld*SXZ_smsld+F32_smsld*SYZ_smsld+F33_smsld*SZ_smsld)*nZ_smsld','(F31_smsld*SX_smsld+F32_smsld*SXY_smsld+F33_smsld*SXZ_smsld)*nX_smsld+(F31_smsld*SXY_smsld+F32_smsld*SY_smsld+F33_smsld*SYZ_smsld)*nY_smsld+(F31_smsld*SXZ_smsld+F32_smsld*SYZ_smsld+F33_smsld*SZ_smsld)*nZ_smsld','(F31_smsld*SX_smsld+F32_smsld*SXY_smsld+F33_smsld*SXZ_smsld)*nX_smsld+(F31_smsld*SXY_smsld+F32_smsld*SY_smsld+F33_smsld*SYZ_smsld)*nY_smsld+(F31_smsld*SXZ_smsld+F32_smsld*SYZ_smsld+F33_smsld*SZ_smsld)*nZ_smsld'},'K_x_chns',{'2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)','2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)','2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)','','2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)'},'T_x_chns',{'-nx_chns*p2+2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)','-nx_chns*p2+2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)','-nx_chns*p2+2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)','','-nx_chns*p2+2*nx_chns*eta_chns*u2x+ny_chns*eta_chns*(u2y+v2x)+nz_chns*eta_chns*(u2z+w2x)'},'K_y_chns',{'nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)','nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)','nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)','','nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)'},'T_y_chns',{'-ny_chns*p2+nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)','-ny_chns*p2+nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)','-ny_chns*p2+nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)','','-ny_chns*p2+nx_chns*eta_chns*(v2x+u2y)+2*ny_chns*eta_chns*v2y+nz_chns*eta_chns*(v2z+w2y)'},'K_z_chns',{'nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z','nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z','nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z','','nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z'},'T_z_chns',{'-nz_chns*p2+nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z','-nz_chns*p2+nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z','-nz_chns*p2+nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z','','-nz_chns*p2+nx_chns*eta_chns*(w2x+u2z)+ny_chns*eta_chns*(w2y+v2z)+2*nz_chns*eta_chns*w2z'},'FX_smsld',{'','','-lm7*dvol_ale/dvol','0','-lm7*dvol_ale/dvol'},'FXAmp_smsld',{'','','1','1','1'},'FXPh_smsld',{'','','0','0','0'},'FY_smsld',{'','','-lm8*dvol_ale/dvol','0','-lm8*dvol_ale/dvol'},'FYAmp_smsld',{'','','1','1','1'},'FYPh_smsld',{'','','0','0','0'},'FZ_smsld',{'','','-lm9*dvol_ale/dvol','0','-lm9*dvol_ale/dvol'},'FZAmp_smsld',{'','','1','1','1'},'FZPh_smsld',{'','','0','0','0'},'velx_smsld',{'','','0','0','0'},'accx_smsld',{'','','0','0','0'},'vely_smsld',{'','','0','0','0'},'accy_smsld',{'','','0','0','0'},'velz_smsld',{'','','0','0','0'},'accz_smsld',{'','','0','0','0'},'Rx_smsld',{'','','0','0','0'},'Ry_smsld',{'','','0','0','0'},'Rz_smsld',{'','','0','0','0'},'nX_smsld',{'','','unX','nX','dnX'},'nY_smsld',{'','','unY','nY','dnY'},'nZ_smsld',{'','','unZ','nZ','dnZ'},'H11_smsld',{'','','0','1','0'},'H12_smsld',{'','','0','0','0'},'H13_smsld',{'','','0','0','0'},'H21_smsld',{'','','0','0','0'},'H22_smsld',{'','','0','1','0'},'H23_smsld',{'','','0','0','0'},'H31_smsld',{'','','0','0','0'},'H32_smsld',{'','','0','0','0'},'H33_smsld',{'','','0','1','0'},'nX_ale',{'nX','nX','dnX','','unX'},'nY_ale',{'nY','nY','dnY','','unY'},'nZ_ale',{'nZ','nZ','dnZ','','unZ'},'u0_chns',{'0.5','0','0','','0'},'v0_chns',{'0','0','0','','0'},'w0_chns',{'0','0','0','','0'},'p0_chns',{'0','0','0','','0'},'k0_chns',{'0','0','0','','0'},'d0_chns',{'0','0','0','','0'},'LT_chns',{'0.07000000000000001','0.07000000000000001','0.07000000000000001','','0.07000000000000001'},'IT_chns',{'0.054','0.054','0.054','','0.054'},'uw_chns',{'0','0','0','','0'},'vw_chns',{'0','0','0','','0'},'ww_chns',{'0','0','0','','0'},'dw_chns',{'h','h','h','','h'},'yplus_chns',{'100','100','100','','100'},'U0_chns',{'0','0','0','','0'},'V0_chns',{'0','0','0','','0'},'p0_inl_chns',{'0','0','0','','0'},'L0_chns',{'1','1','1','','1'},'nx_chns',{'nx','nx','dnx','','unx'},'ny_chns',{'ny','ny','dny','','uny'},'nz_chns',{'nz','nz','dnz','','unz'}}},'ind',{{{'1'},{'2','3','4','5','6','7','8','9','10','11','18'},{'12','13'},{'14','15'},{'16','17'}}}),struct('var',{{'FXg_smsld',{'','0'},'FYg_smsld',{'','0'},'FZg_smsld',{'','0'},'disp_smsld',{'','sqrt(real(u)^2+real(v)^2+real(w)^2)'},'sX_smsld',{'','(F11_smsld*(SX_smsld*F11_smsld+SXY_smsld*F12_smsld+SXZ_smsld*F13_smsld)+F12_smsld*(SXY_smsld*F11_smsld+SY_smsld*F12_smsld+SYZ_smsld*F13_smsld)+F13_smsld*(SXZ_smsld*F11_smsld+SYZ_smsld*F12_smsld+SZ_smsld*F13_smsld))/J_smsld'},'sY_smsld',{'','(F21_smsld*(SX_smsld*F21_smsld+SXY_smsld*F22_smsld+SXZ_smsld*F23_smsld)+F22_smsld*(SXY_smsld*F21_smsld+SY_smsld*F22_smsld+SYZ_smsld*F23_smsld)+F23_smsld*(SXZ_smsld*F21_smsld+SYZ_smsld*F22_smsld+SZ_smsld*F23_smsld))/J_smsld'},'sZ_smsld',{'','(F31_smsld*(SX_smsld*F31_smsld+SXY_smsld*F32_smsld+SXZ_smsld*F33_smsld)+F32_smsld*(SXY_smsld*F31_smsld+SY_smsld*F32_smsld+SYZ_smsld*F33_smsld)+F33_smsld*(SXZ_smsld*F31_smsld+SYZ_smsld*F32_smsld+SZ_smsld*F33_smsld))/J_smsld'},'sXY_smsld',{'','(F11_smsld*(SX_smsld*F21_smsld+SXY_smsld*F22_smsld+SXZ_smsld*F23_smsld)+F12_smsld*(SXY_smsld*F21_smsld+SY_smsld*F22_smsld+SYZ_smsld*F23_smsld)+F13_smsld*(SXZ_smsld*F21_smsld+SYZ_smsld*F22_smsld+SZ_smsld*F23_smsld))/J_smsld'},'sYZ_smsld',{'','(F21_smsld*(SX_smsld*F31_smsld+SXY_smsld*F32_smsld+SXZ_smsld*F33_smsld)+F22_smsld*(SXY_smsld*F31_smsld+SY_smsld*F32_smsld+SYZ_smsld*F33_smsld)+F23_smsld*(SXZ_smsld*F31_smsld+SYZ_smsld*F32_smsld+SZ_smsld*F33_smsld))/J_smsld'},'sXZ_smsld',{'','(F11_smsld*(SX_smsld*F31_smsld+SXY_smsld*F32_smsld+SXZ_smsld*F33_smsld)+F12_smsld*(SXY_smsld*F31_smsld+SY_smsld*F32_smsld+SYZ_smsld*F33_smsld)+F13_smsld*(SXZ_smsld*F31_smsld+SYZ_smsld*F32_smsld+SZ_smsld*F33_smsld))/J_smsld'},'eX_smsld',{'','uX+0.5*(uX^2+vX^2+wX^2)'},'eY_smsld',{'','vY+0.5*(uY^2+vY^2+wY^2)'},'eZ_smsld',{'','wZ+0.5*(uZ^2+vZ^2+wZ^2)'},'eXY_smsld',{'','0.5*(uY+vX+uX*uY+vX*vY+wX*wY)'},'eYZ_smsld',{'','0.5*(vZ+wY+uY*uZ+vY*vZ+wY*wZ)'},'eXZ_smsld',{'','0.5*(uZ+wX+uX*uZ+vX*vZ+wX*wZ)'},'SX_smsld',{'','E_smsld*(1-nu_smsld)*eX_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*nu_smsld*eY_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*nu_smsld*eZ_smsld/((1+nu_smsld)*(1-2*nu_smsld))'},'SY_smsld',{'','E_smsld*nu_smsld*eX_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*(1-nu_smsld)*eY_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*nu_smsld*eZ_smsld/((1+nu_smsld)*(1-2*nu_smsld))'},'SZ_smsld',{'','E_smsld*nu_smsld*eX_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*nu_smsld*eY_smsld/((1+nu_smsld)*(1-2*nu_smsld))+E_smsld*(1-nu_smsld)*eZ_smsld/((1+nu_smsld)*(1-2*nu_smsld))'},'SXY_smsld',{'','E_smsld*eXY_smsld/(1+nu_smsld)'},'SYZ_smsld',{'','E_smsld*eYZ_smsld/(1+nu_smsld)'},'SXZ_smsld',{'','E_smsld*eXZ_smsld/(1+nu_smsld)'},'K_smsld',{'','E_smsld/(3*(1-2*nu_smsld))'},'G_smsld',{'','0.5*E_smsld/(1+nu_smsld)'},'mises_smsld',{'','sqrt(sX_smsld^2+sY_smsld^2+sZ_smsld^2-sX_smsld*sY_smsld-sY_smsld*sZ_smsld-sX_smsld*sZ_smsld+3*sXY_smsld^2+3*sYZ_smsld^2+3*sXZ_smsld^2)'},'Ws_smsld',{'','0.5*(sX_smsld*eX_smsld+sY_smsld*eY_smsld+sZ_smsld*eZ_smsld+2*sXY_smsld*eXY_smsld+2*sYZ_smsld*eYZ_smsld+2*sXZ_smsld*eXZ_smsld)'},'evol_smsld',{'','-1+Jel_smsld'},'F11_smsld',{'','1+uX'},'F12_smsld',{'','uY'},'F13_smsld',{'','uZ'},'F21_smsld',{'','vX'},'F22_smsld',{'','1+vY'},'F23_smsld',{'','vZ'},'F31_smsld',{'','wX'},'F32_smsld',{'','wY'},'F33_smsld',{'','1+wZ'},'detF_smsld',{'','F11_smsld*F22_smsld*F33_smsld+F12_smsld*F23_smsld*F31_smsld+F13_smsld*F21_smsld*F32_smsld-F11_smsld*F23_smsld*F32_smsld-F12_smsld*F21_smsld*F33_smsld-F13_smsld*F22_smsld*F31_smsld'},'J_smsld',{'','detF_smsld'},'Jel_smsld',{'','J_smsld'},'invF11_smsld',{'','(F22_smsld*F33_smsld-F23_smsld*F32_smsld)/detF_smsld'},'invF12_smsld',{'','(F13_smsld*F32_smsld-F12_smsld*F33_smsld)/detF_smsld'},'invF13_smsld',{'','(F12_smsld*F23_smsld-F13_smsld*F22_smsld)/detF_smsld'},'invF21_smsld',{'','(F31_smsld*F23_smsld-F21_smsld*F33_smsld)/detF_smsld'},'invF22_smsld',{'','(F11_smsld*F33_smsld-F31_smsld*F13_smsld)/detF_smsld'},'invF23_smsld',{'','(F21_smsld*F13_smsld-F11_smsld*F23_smsld)/detF_smsld'},'invF31_smsld',{'','(F21_smsld*F32_smsld-F31_smsld*F22_smsld)/detF_smsld'},'invF32_smsld',{'','(F31_smsld*F12_smsld-F11_smsld*F32_smsld)/detF_smsld'},'invF33_smsld',{'','(F11_smsld*F22_smsld-F21_smsld*F12_smsld)/detF_smsld'},'tresca_smsld',{'','max(max(abs(s1_smsld-s2_smsld),abs(s2_smsld-s3_smsld)),abs(s1_smsld-s3_smsld))'},'xinit_ale',{'X','X'},'yinit_ale',{'Y','Y'},'zinit_ale',{'Z','Z'},'dx_ale',{'x-X','x-X'},'dy_ale',{'y-Y','y-Y'},'dz_ale',{'z-Z','z-Z'},'U_chns',{'sqrt(u2^2+v2^2+w2^2)',''},'Vx_chns',{'w2y-v2z',''},'Vy_chns',{'u2z-w2x',''},'Vz_chns',{'v2x-u2y',''},'V_chns',{'sqrt(Vx_chns^2+Vy_chns^2+Vz_chns^2)',''},'divU_chns',{'u2x+v2y+w2z',''},'cellRe_chns',{'rho_chns*U_chns*h_ale/eta_chns',''},'res_u2_chns',{'rho_chns*(u2*u2x+v2*u2y+w2*u2z)+p2x-F_x_chns-eta_chns*(2*u2xx+u2yy+v2xy+u2zz+w2xz)',''},'res_tst_u2_chns',{'nojac(rho_chns)*(nojac(u2)*u2x+nojac(v2)*u2y+nojac(w2)*u2z)+p2x-nojac(eta_chns)*(2*u2xx+u2yy+v2xy+u2zz+w2xz)',''},'res_sc_u2_chns',{'rho_chns*(u2*u2x+v2*u2y+w2*u2z)+p2x-F_x_chns',''},'res_v2_chns',{'rho_chns*(u2*v2x+v2*v2y+w2*v2z)+p2y-F_y_chns-eta_chns*(v2xx+u2yx+2*v2yy+v2zz+w2yz)',''},'res_tst_v2_chns',{'nojac(rho_chns)*(nojac(u2)*v2x+nojac(v2)*v2y+nojac(w2)*v2z)+p2y-nojac(eta_chns)*(v2xx+u2yx+2*v2yy+v2zz+w2yz)',''},'res_sc_v2_chns',{'rho_chns*(u2*v2x+v2*v2y+w2*v2z)+p2y-F_y_chns',''},'res_w2_chns',{'rho_chns*(u2*w2x+v2*w2y+w2*w2z)+p2z-F_z_chns-eta_chns*(w2xx+u2zx+w2yy+v2zy+2*w2zz)',''},'res_tst_w2_chns',{'nojac(rho_chns)*(nojac(u2)*w2x+nojac(v2)*w2y+nojac(w2)*w2z)+p2z-nojac(eta_chns)*(w2xx+u2zx+w2yy+v2zy+2*w2zz)',''},'res_sc_w2_chns',{'rho_chns*(u2*w2x+v2*w2y+w2*w2z)+p2z-F_z_chns',''},'beta_x_chns',{'rho_chns*u2',''},'beta_y_chns',{'rho_chns*v2',''},'beta_z_chns',{'rho_chns*w2',''},'Dm_chns',{'eta_chns',''},'da_chns',{'rho_chns',''},'E_smsld',{'','31100'},'rho_smsld',{'','7850'},'alphadM_smsld',{'','1'},'betadK_smsld',{'','0.001'},'eta_smsld',{'','0'},'mixedform_smsld',{'','0'},'mu_smsld',{'','800000'},'C10_smsld',{'','200000'},'C01_smsld',{'','200000'},'kappa_smsld',{'','10000000000'},'ETkin_smsld',{'','20000000000'},'ETiso_smsld',{'','20000000000'},'Sys_smsld',{'','200000000'},'Syfunc_smsld',{'','mises_smsld'},'Syfunc_kin_smsld',{'','misesKin_smsld'},'Shard_smsld',{'','22222222222.22222*epe_smsld'},'alpha_smsld',{'','1.2e-005'},'nu_smsld',{'','0.49'},'EX_smsld',{'','200000000000'},'nuXY_smsld',{'','0.33'},'GXY_smsld',{'','75200000000'},'alphaX_smsld',{'','1.2e-005'},'sXi_smsld',{'','0'},'sXYi_smsld',{'','0'},'eXi_smsld',{'','0'},'eXYi_smsld',{'','0'},'EY_smsld',{'','200000000000'},'nuYZ_smsld',{'','0.33'},'GYZ_smsld',{'','75200000000'},'alphaY_smsld',{'','1.2e-005'},'sYi_smsld',{'','0'},'sYZi_smsld',{'','0'},'eYi_smsld',{'','0'},'eYZi_smsld',{'','0'},'EZ_smsld',{'','200000000000'},'nuXZ_smsld',{'','0.33'},'GXZ_smsld',{'','75200000000'},'alphaZ_smsld',{'','1.2e-005'},'sZi_smsld',{'','0'},'sXZi_smsld',{'','0'},'eZi_smsld',{'','0'},'eXZi_smsld',{'','0'},'FX_smsld',{'','0'},'FXAmp_smsld',{'','1'},'FXPh_smsld',{'','0'},'FY_smsld',{'','0'},'FYAmp_smsld',{'','1'},'FYPh_smsld',{'','0'},'FZ_smsld',{'','0'},'FZAmp_smsld',{'','1'},'FZPh_smsld',{'','0'},'Temp_smsld',{'','0'},'Tempref_smsld',{'','0'},'velx_smsld',{'','0'},'accx_smsld',{'','0'},'vely_smsld',{'','0'},'accy_smsld',{'','0'},'velz_smsld',{'','0'},'accz_smsld',{'','0'},'Rx_smsld',{'','0'},'Ry_smsld',{'','0'},'Rz_smsld',{'','0'},'dx_smsld',{'','1'},'Lx_smsld',{'','dx_smsld'},'dy_smsld',{'','1'},'Ly_smsld',{'','dy_smsld'},'dz_smsld',{'','1'},'Lz_smsld',{'','dz_smsld'},'dr_smsld',{'','1'},'Lr_smsld',{'','dr_smsld'},'R0_smsld',{'','1'},'x0_smsld',{'','0'},'y0_smsld',{'','0'},'z0_smsld',{'','0'},'H11_smsld',{'','0'},'H12_smsld',{'','0'},'H13_smsld',{'','0'},'H21_smsld',{'','0'},'H22_smsld',{'','0'},'H23_smsld',{'','0'},'H31_smsld',{'','0'},'H32_smsld',{'','0'},'H33_smsld',{'','0'},'rho_chns',{'1000',''},'eta_chns',{'0.001',''},'F_x_chns',{'0',''},'F_y_chns',{'0',''},'F_z_chns',{'0',''},'eta0_chns',{'1',''},'m_chns',{'0',''},'n_chns',{'0',''},'lambda_chns',{'0',''},'eta_inf_chns',{'0',''},'type_visc_chns',{'power',''},'kappadv_chns',{'0',''},'k_chns',{'1',''},'brinkmaneqns_chns',{'0',''}}},'ind',{{{'1','2'},{'3'}}})}}})t�struct('elem',{'elvar'},'g',{{'1'}},'geomdim',{{{struct('var',{{'t_old_ini_smsld',{'-1'},'ut',{'uTIME'},'utt',{'uTIMETIME'},'uXt',{'uXTIME'},'uYt',{'uYTIME'},'uZt',{'uZTIME'},'vt',{'vTIME'},'vtt',{'vTIMETIME'},'vXt',{'vXTIME'},'vYt',{'vYTIME'},'vZt',{'vZTIME'},'wt',{'wTIME'},'wtt',{'wTIMETIME'},'wXt',{'wXTIME'},'wYt',{'wYTIME'},'wZt',{'wZTIME'},'xt',{'xTIME'},'xtt',{'xTIMETIME'},'xxt',{'xxTIME'},'xyt',{'xyTIME'},'xzt',{'xzTIME'},'yt',{'yTIME'},'ytt',{'yTIMETIME'},'yxt',{'yxTIME'},'yyt',{'yyTIME'},'yzt',{'yzTIME'},'zt',{'zTIME'},'ztt',{'zTIMETIME'},'zxt',{'zxTIME'},'zyt',{'zyTIME'},'zzt',{'zzTIME'},'u2t',{'u2TIME-xTIME*u2x-yTIME*u2y-zTIME*u2z'},'u2tt',{'u2TIMETIME'},'u2xt',{'u2xTIME-xTIME*u2xx-yTIME*u2xy-zTIME*u2xz'},'u2yt',{'u2yTIME-xTIME*u2yx-yTIME*u2yy-zTIME*u2yz'},'u2zt',{'u2zTIME-xTIME*u2zx-yTIME*u2zy-zTIME*u2zz'},'v2t',{'v2TIME-xTIME*v2x-yTIME*v2y-zTIME*v2z'},'v2tt',{'v2TIMETIME'},'v2xt',{'v2xTIME-xTIME*v2xx-yTIME*v2xy-zTIME*v2xz'},'v2yt',{'v2yTIME-xTIME*v2yx-yTIME*v2yy-zTIME*v2yz'},'v2zt',{'v2zTIME-xTIME*v2zx-yTIME*v2zy-zTIME*v2zz'},'w2t',{'w2TIME-xTIME*w2x-yTIME*w2y-zTIME*w2z'},'w2tt',{'w2TIMETIME'},'w2xt',{'w2xTIME-xTIME*w2xx-yTIME*w2xy-zTIME*w2xz'},'w2yt',{'w2yTIME-xTIME*w2yx-yTIME*w2yy-zTIME*w2yz'},'w2zt',{'w2zTIME-xTIME*w2zx-yTIME*w2zy-zTIME*w2zz'},'p2t',{'p2TIME-xTIME*p2x-yTIME*p2y-zTIME*p2z'},'p2tt',{'p2TIMETIME'},'p2xt',{'p2xTIME-xTIME*p2xx-yTIME*p2xy-zTIME*p2xz'},'p2yt',{'p2yTIME-xTIME*p2yx-yTIME*p2yy-zTIME*p2yz'},'p2zt',{'p2zTIME-xTIME*p2zx-yTIME*p2zy-zTIME*p2zz'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19','20','21','22','23','24'}}}),struct('var',{{'t_old_ini_smsld',{'-1'},'ut',{'uTIME'},'utt',{'uTIMETIME'},'uXt',{'uXTIME'},'uYt',{'uYTIME'},'uZt',{'uZTIME'},'vt',{'vTIME'},'vtt',{'vTIMETIME'},'vXt',{'vXTIME'},'vYt',{'vYTIME'},'vZt',{'vZTIME'},'wt',{'wTIME'},'wtt',{'wTIMETIME'},'wXt',{'wXTIME'},'wYt',{'wYTIME'},'wZt',{'wZTIME'},'xt',{'xTIME'},'xtt',{'xTIMETIME'},'xxt',{'xxTIME'},'xyt',{'xyTIME'},'xzt',{'xzTIME'},'yt',{'yTIME'},'ytt',{'yTIMETIME'},'yxt',{'yxTIME'},'yyt',{'yyTIME'},'yzt',{'yzTIME'},'zt',{'zTIME'},'ztt',{'zTIMETIME'},'zxt',{'zxTIME'},'zyt',{'zyTIME'},'zzt',{'zzTIME'},'u2t',{'u2TIME-xTIME*u2x-yTIME*u2y-zTIME*u2z'},'u2tt',{'u2TIMETIME'},'u2xt',{'u2xTIME-xTIME*u2xx-yTIME*u2xy-zTIME*u2xz'},'u2yt',{'u2yTIME-xTIME*u2yx-yTIME*u2yy-zTIME*u2yz'},'u2zt',{'u2zTIME-xTIME*u2zx-yTIME*u2zy-zTIME*u2zz'},'v2t',{'v2TIME-xTIME*v2x-yTIME*v2y-zTIME*v2z'},'v2tt',{'v2TIMETIME'},'v2xt',{'v2xTIME-xTIME*v2xx-yTIME*v2xy-zTIME*v2xz'},'v2yt',{'v2yTIME-xTIME*v2yx-yTIME*v2yy-zTIME*v2yz'},'v2zt',{'v2zTIME-xTIME*v2zx-yTIME*v2zy-zTIME*v2zz'},'w2t',{'w2TIME-xTIME*w2x-yTIME*w2y-zTIME*w2z'},'w2tt',{'w2TIMETIME'},'w2xt',{'w2xTIME-xTIME*w2xx-yTIME*w2xy-zTIME*w2xz'},'w2yt',{'w2yTIME-xTIME*w2yx-yTIME*w2yy-zTIME*w2yz'},'w2zt',{'w2zTIME-xTIME*w2zx-yTIME*w2zy-zTIME*w2zz'},'p2t',{'p2TIME-xTIME*p2x-yTIME*p2y-zTIME*p2z'},'p2tt',{'p2TIMETIME'},'p2xt',{'p2xTIME-xTIME*p2xx-yTIME*p2xy-zTIME*p2xz'},'p2yt',{'p2yTIME-xTIME*p2yx-yTIME*p2yy-zTIME*p2yz'},'p2zt',{'p2zTIME-xTIME*p2zx-yTIME*p2zy-zTIME*p2zz'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19','20','21','22','23','24','25','26','27','28','29','30','31','32','33','34','35','36'}}}),struct('var',{{'t_old_ini_smsld',{'-1'},'ut',{'uTIME'},'utt',{'uTIMETIME'},'uXt',{'uXTIME'},'uYt',{'uYTIME'},'uZt',{'uZTIME'},'vt',{'vTIME'},'vtt',{'vTIMETIME'},'vXt',{'vXTIME'},'vYt',{'vYTIME'},'vZt',{'vZTIME'},'wt',{'wTIME'},'wtt',{'wTIMETIME'},'wXt',{'wXTIME'},'wYt',{'wYTIME'},'wZt',{'wZTIME'},'xt',{'xTIME'},'xtt',{'xTIMETIME'},'xxt',{'xxTIME'},'xyt',{'xyTIME'},'xzt',{'xzTIME'},'yt',{'yTIME'},'ytt',{'yTIMETIME'},'yxt',{'yxTIME'},'yyt',{'yyTIME'},'yzt',{'yzTIME'},'zt',{'zTIME'},'ztt',{'zTIMETIME'},'zxt',{'zxTIME'},'zyt',{'zyTIME'},'zzt',{'zzTIME'},'u2t',{'u2TIME-xTIME*u2x-yTIME*u2y-zTIME*u2z'},'u2tt',{'u2TIMETIME'},'u2xt',{'u2xTIME-xTIME*u2xx-yTIME*u2xy-zTIME*u2xz'},'u2yt',{'u2yTIME-xTIME*u2yx-yTIME*u2yy-zTIME*u2yz'},'u2zt',{'u2zTIME-xTIME*u2zx-yTIME*u2zy-zTIME*u2zz'},'v2t',{'v2TIME-xTIME*v2x-yTIME*v2y-zTIME*v2z'},'v2tt',{'v2TIMETIME'},'v2xt',{'v2xTIME-xTIME*v2xx-yTIME*v2xy-zTIME*v2xz'},'v2yt',{'v2yTIME-xTIME*v2yx-yTIME*v2yy-zTIME*v2yz'},'v2zt',{'v2zTIME-xTIME*v2zx-yTIME*v2zy-zTIME*v2zz'},'w2t',{'w2TIME-xTIME*w2x-yTIME*w2y-zTIME*w2z'},'w2tt',{'w2TIMETIME'},'w2xt',{'w2xTIME-xTIME*w2xx-yTIME*w2xy-zTIME*w2xz'},'w2yt',{'w2yTIME-xTIME*w2yx-yTIME*w2yy-zTIME*w2yz'},'w2zt',{'w2zTIME-xTIME*w2zx-yTIME*w2zy-zTIME*w2zz'},'p2t',{'p2TIME-xTIME*p2x-yTIME*p2y-zTIME*p2z'},'p2tt',{'p2TIMETIME'},'p2xt',{'p2xTIME-xTIME*p2xx-yTIME*p2xy-zTIME*p2xz'},'p2yt',{'p2yTIME-xTIME*p2yx-yTIME*p2yy-zTIME*p2yz'},'p2zt',{'p2zTIME-xTIME*p2zx-yTIME*p2zy-zTIME*p2zz'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18'}}}),struct('var',{{'t_old_ini_smsld',{'-1'},'ut',{'uTIME'},'utt',{'uTIMETIME'},'uXt',{'uXTIME'},'uYt',{'uYTIME'},'uZt',{'uZTIME'},'vt',{'vTIME'},'vtt',{'vTIMETIME'},'vXt',{'vXTIME'},'vYt',{'vYTIME'},'vZt',{'vZTIME'},'wt',{'wTIME'},'wtt',{'wTIMETIME'},'wXt',{'wXTIME'},'wYt',{'wYTIME'},'wZt',{'wZTIME'},'xt',{'xTIME'},'xtt',{'xTIMETIME'},'xxt',{'xxTIME'},'xyt',{'xyTIME'},'xzt',{'xzTIME'},'yt',{'yTIME'},'ytt',{'yTIMETIME'},'yxt',{'yxTIME'},'yyt',{'yyTIME'},'yzt',{'yzTIME'},'zt',{'zTIME'},'ztt',{'zTIMETIME'},'zxt',{'zxTIME'},'zyt',{'zyTIME'},'zzt',{'zzTIME'},'u2t',{'u2TIME-xTIME*u2x-yTIME*u2y-zTIME*u2z'},'u2tt',{'u2TIMETIME'},'u2xt',{'u2xTIME-xTIME*u2xx-yTIME*u2xy-zTIME*u2xz'},'u2yt',{'u2yTIME-xTIME*u2yx-yTIME*u2yy-zTIME*u2yz'},'u2zt',{'u2zTIME-xTIME*u2zx-yTIME*u2zy-zTIME*u2zz'},'v2t',{'v2TIME-xTIME*v2x-yTIME*v2y-zTIME*v2z'},'v2tt',{'v2TIMETIME'},'v2xt',{'v2xTIME-xTIME*v2xx-yTIME*v2xy-zTIME*v2xz'},'v2yt',{'v2yTIME-xTIME*v2yx-yTIME*v2yy-zTIME*v2yz'},'v2zt',{'v2zTIME-xTIME*v2zx-yTIME*v2zy-zTIME*v2zz'},'w2t',{'w2TIME-xTIME*w2x-yTIME*w2y-zTIME*w2z'},'w2tt',{'w2TIMETIME'},'w2xt',{'w2xTIME-xTIME*w2xx-yTIME*w2xy-zTIME*w2xz'},'w2yt',{'w2yTIME-xTIME*w2yx-yTIME*w2yy-zTIME*w2yz'},'w2zt',{'w2zTIME-xTIME*w2zx-yTIME*w2zy-zTIME*w2zz'},'p2t',{'p2TIME-xTIME*p2x-yTIME*p2y-zTIME*p2z'},'p2tt',{'p2TIMETIME'},'p2xt',{'p2xTIME-xTIME*p2xx-yTIME*p2xy-zTIME*p2xz'},'p2yt',{'p2yTIME-xTIME*p2yx-yTIME*p2yy-zTIME*p2yz'},'p2zt',{'p2zTIME-xTIME*p2zx-yTIME*p2zy-zTIME*p2zz'}}},'ind',{{{'1','2','3'}}})}}})t7struct('elem',{'elgeom'},'g',{{'1'}},'frame',{{'ref'}})tOstruct('elem',{'elepspec'},'g',{{'1'}},'geom',{{struct('ep',{{'2','1','1'}})}})tXstruct('elem',{'elgpspec'},'g',{{'1'}},'geom',{{struct('ep',{{'4','2','10','4','0'}})}})t�struct('elem',{'eleqw'},'g',{{'1'}},'geomdim',{{{struct('coeff',{{{'0','0','0','0','0','0','0','0','0','0','0','0'}}},'tcoeff',{{{'0','0','0','0','0','0','0','0','0','0','0','0'}}},'ipoints',{{'5'}},'dvolname',{{{'dvol','dvol','dvol','dvol','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19','20','21','22','23','24'}}}),struct('coeff',{{{'0','0','0','0','0','0','0','0','0','0','0'}}},'tcoeff',{{{'0','0','0','0','0','0','0','0','0','0','0'}}},'ipoints',{{{'1','1','1','1','1','1','1','1','1','1','2'}}},'dvolname',{{{'dvol','dvol','dvol','dvol','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19','20','21','22','23','24','25','26','27','28','29','30','31','32','33','34','35','36'}}}),struct('coeff',{{{'0','0','0','0','0','0','0','-lm4_test*(-x+X)+x_test*lm4','-lm5_test*(-y+Y)+y_test*lm5','-lm6_test*(-z+Z)+z_test*lm6','0','0','0','0','-lm7_test*(-u2+u0_chns)+u2_test*lm7','lm8_test*v2+v2_test*lm8','lm9_test*w2+w2_test*lm9'},{'0','0','0','0','0','0','0','-lm4_test*(-x+X)+x_test*lm4','-lm5_test*(-y+Y)+y_test*lm5','-lm6_test*(-z+Z)+z_test*lm6','0','0','0','0','0','0','0'},{'0','0','0','0','0','0','0','-lm4_test*(-x+X)+x_test*lm4','-lm5_test*(-y+Y)+y_test*lm5','-lm6_test*(-z+Z)+z_test*lm6','0','0','0','0','lm7_test*u2+u2_test*lm7','lm8_test*v2+v2_test*lm8','lm9_test*w2+w2_test*lm9'},{'0','0','0','0','0','0','0','0','0','0','0','0','0','0','0','0','0'},{'FXg_smsld*u_test','FYg_smsld*v_test','FZg_smsld*w_test','0','0','0','0','-lm4_test*(u-x+X)+x_test*lm4','-lm5_test*(v-y+Y)+y_test*lm5','-lm6_test*(w-z+Z)+z_test*lm6','0','0','0','0','lm7_test*u2+u2_test*lm7','lm8_test*v2+v2_test*lm8','lm9_test*w2+w2_test*lm9'},{'0','0','0','0','0','0','0','0','0','0','0','0','0','0','0','0','0'}}},'tcoeff',{{{'0','0','0','0','0','0','0','0','0','0','0','0','0','0','0','0','0'},{'0','0','0','0','0','0','0','0','0','0','0','0','0','0','0','0','0'},{'0','0','0','0','0','0','0','0','0','0','0','0','0','0','0','0','0'},{'0','0','0','0','0','0','0','0','0','0','0','0','0','0','0','0','0'},{'0','0','0','0','0','0','0','0','0','0','0','0','0','0','0','0','0'},{'0','0','0','0','0','0','0','0','0','0','0','0','0','0','0','0','0'}}},'ipoints',{{{'1','1','1','1','1','1','1','3','3','3','1','1','1','2','3','3','3'},{'1','1','1','1','1','1','1','3','3','3','1','1','1','2','3','3','3'},{'1','1','1','1','1','1','1','3','3','3','1','1','1','2','3','3','3'},{'1','1','1','1','1','1','1','3','3','3','1','1','1','2','3','3','3'},{'1','1','1','1','1','1','1','3','3','3','1','1','1','2','3','3','3'},{'1','1','1','1','1','1','1','3','3','3','1','1','1','2','3','3','3'}}},'dvolname',{{{'dvol','dvol','dvol','dvol','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale'},{'dvol','dvol','dvol','dvol','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale'},{'dvol','dvol','dvol','dvol','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale'},{'dvol','dvol','dvol','dvol','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale'},{'dvol','dvol','dvol','dvol','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale'},{'dvol','dvol','dvol','dvol','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale'}}},'ind',{{{'1'},{'2','3','4','5','6','18'},{'7','8','9','11'},{'10'},{'12','13','16','17'},{'14','15'}}}),struct('coeff',{{{'0','0','0','0','-Xx*test(xx)-Xy*test(xy)-Xz*test(xz)','-Yx*test(yx)-Yy*test(yy)-Yz*test(yz)','-Zx*test(zx)-Zy*test(zy)-Zz*test(zz)','(-2*eta_chns*u2x+p2)*test(u2x)-eta_chns*(u2y+v2x)*test(u2y)-eta_chns*(u2z+w2x)*test(u2z)-rho_chns*(u2*u2x+v2*u2y+w2*u2z)*test(u2)','-eta_chns*(v2x+u2y)*test(v2x)+(-2*eta_chns*v2y+p2)*test(v2y)-eta_chns*(v2z+w2y)*test(v2z)-rho_chns*(u2*v2x+v2*v2y+w2*v2z)*test(v2)','-eta_chns*(w2x+u2z)*test(w2x)-eta_chns*(w2y+v2z)*test(w2y)+(-2*eta_chns*w2z+p2)*test(w2z)-rho_chns*(u2*w2x+v2*w2y+w2*w2z)*test(w2)','-divU_chns*test(p2)'},{'-eX_smsld_test*SX_smsld-eY_smsld_test*SY_smsld-eZ_smsld_test*SZ_smsld-2*eXY_smsld_test*SXY_smsld-2*eYZ_smsld_test*SYZ_smsld-2*eXZ_smsld_test*SXZ_smsld','0','0','0','0','0','0','0','0','0','0'}}},'tcoeff',{{{'0','0','0','0','0','0','0','rho_chns*u2t*test(u2)','rho_chns*v2t*test(v2)','rho_chns*w2t*test(w2)','0'},{'0','0','0','0','0','0','0','0','0','0','0'}}},'ipoints',{{{'1','1','1','1','1','1','1','1','1','1','2'},{'1','1','1','1','1','1','1','1','1','1','2'}}},'dvolname',{{{'dvol','dvol','dvol','dvol','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale'},{'dvol','dvol','dvol','dvol','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale','dvol_ale'}}},'ind',{{{'1','2'},{'3'}}})}}},'nonlintest',{{'on'}})t struct('elem',{'elpconstr'},'g',{{'1'}},'geomdim',{{{{},{},struct('constr',{{{'-u','-v','-w','0','0','0','0','0','0','0','0','0','0','0','0','0','0'}}},'cpoints',{{{'1','1','1','1','1','1','1','1','1','1','1','1','1','2','1','1','1'}}},'ind',{{{'14','15'}}}),{}}}})t struct('elem',{'elpric'},'g',{{'1'}},'geomdim',{{{{},{},{},struct('tensor',{{{'real(sX_smsld)','real(sXY_smsld)','real(sY_smsld)','real(sXZ_smsld)','real(sYZ_smsld)','real(sZ_smsld)'}}},'ind',{{{'3'}}})}}},'basename',{'s'},'postname',{'smsld'},'sdim',{{'X','Y','Z'}})t struct('elem',{'elpric'},'g',{{'1'}},'geomdim',{{{{},{},{},struct('tensor',{{{'real(eX_smsld)','real(eXY_smsld)','real(eY_smsld)','real(eXZ_smsld)','real(eYZ_smsld)','real(eZ_smsld)'}}},'ind',{{{'3'}}})}}},'basename',{'e'},'postname',{'smsld'},'sdim',{{'X','Y','Z'}})t�struct('elem',{'elcplscalar'},'var',{{'minqual_tmp1_ale'}},'g',{{'1'}},'src',{{{{},{},{},struct('expr',{{{'-qual_ale'}}},'ipoints',{{{'4'}}},'ind',{{{'1','2','3'}}})}}},'geomdim',{{{}}},'global',{{'1'}},'maxvars',{{'1'}})tGstruct('elem',{'elconst'},'var',{{'minqual1_ale','-minqual_tmp1_ale'}})tistruct('elem',{'elcplextr'},'var',{{}},'g',{{'1'}},'src',{{{{}}}},'geomdim',{{{{},{},{},{}}}},'map',{{}})twstruct('elem',{'elcplscalar'},'var',{{}},'g',{{'1'}},'src',{{{{},{},{},{}}}},'geomdim',{{{{},{},{},{}}}},'global',{{}})uq~fuq~ t�struct('elem',{'elvar'},'g',{{'1'}},'geomdim',{{{struct('var',{{'X$2',{'Xg'},'Y$2',{'Yg'},'Z$2',{'Zg'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19','20','21','22','23','24'}}}),struct('var',{{'X$2',{'Xg'},'Y$2',{'Yg'},'Z$2',{'Zg'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19','20','21','22','23','24','25','26','27','28','29','30','31','32','33','34','35','36'}}}),struct('var',{{'X$2',{'Xg'},'Y$2',{'Yg'},'Z$2',{'Zg'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18'}}}),struct('var',{{'X$2',{'Xg'},'Y$2',{'Yg'},'Z$2',{'Zg'}}},'ind',{{{'1','2','3'}}})}}})t�struct('elem',{'elvar'},'g',{{'1'}},'geomdim',{{{struct('var',{{'u',{''},'v',{''},'w',{''},'p',{''},'x',{''},'y',{''},'z',{''},'u2',{''},'v2',{''},'w2',{''},'p2',{''},'Pinl_chns',{''},'ut',{''},'vt',{''},'wt',{''},'pt',{''},'xt',{''},'yt',{''},'zt',{''},'u2t',{''},'v2t',{''},'w2t',{''},'p2t',{''},'Pinl_chnst',{''}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19','20','21','22','23','24'}}}),struct('var',{{'u',{''},'v',{''},'w',{''},'p',{''},'x',{''},'y',{''},'z',{''},'u2',{''},'v2',{''},'w2',{''},'p2',{''},'ut',{''},'vt',{''},'wt',{''},'pt',{''},'xt',{''},'yt',{''},'zt',{''},'u2t',{''},'v2t',{''},'w2t',{''},'p2t',{''}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19','20','21','22','23','24','25','26','27','28','29','30','31','32','33','34','35','36'}}}),struct('var',{{'u',{''},'v',{''},'w',{''},'p',{''},'x',{''},'y',{''},'z',{''},'lm4',{'0'},'lm5',{'0'},'lm6',{'0'},'u2',{''},'v2',{''},'w2',{''},'p2',{''},'lm7',{'0'},'lm8',{'0'},'lm9',{'0'},'ut',{''},'vt',{''},'wt',{''},'pt',{''},'xt',{''},'yt',{''},'zt',{''},'lm4t',{''},'lm5t',{''},'lm6t',{''},'u2t',{''},'v2t',{''},'w2t',{''},'p2t',{''},'lm7t',{''},'lm8t',{''},'lm9t',{''}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18'}}}),struct('var',{{'u',{'0','0'},'v',{'0','0'},'w',{'0','0'},'p',{'0','0'},'x',{'xinit_ale','0'},'y',{'yinit_ale','0'},'z',{'zinit_ale','0'},'u2',{'0','0'},'v2',{'0','0'},'w2',{'0','0'},'p2',{'0','0'},'ut',{'0','0'},'vt',{'0','0'},'wt',{'0','0'},'pt',{'0','0'},'xt',{'0','0'},'yt',{'0','0'},'zt',{'0','0'},'u2t',{'0','0'},'v2t',{'0','0'},'w2t',{'0','0'},'p2t',{'0','0'}}},'ind',{{{'1','2'},{'3'}}})}}})uq~fuq~fur[Lcom.femlab.xmesh.MEGrp;5q�|Y�xp srcom.femlab.xmesh.MEGrp�f�����I bmTypeIndIeDimIgeomNumImeshCaseL bmTypeStrq~[coordst[[D[domainsq~a[namest[Ljava/lang/String;xpwtls(0)uq~fuq~ ur[[Dǭ �dg�Expxsq~�wtls(0)uq~f uq~ tp2tu2tv2tw2txtytzuq~�xsq~�wtls(0)uq~f uq~ tp2tutu2tvtv2twtw2txtytzuq~�xsq~�wts(1)uq~f !"#$uq~ tX$2tY$2tZ$2tp2tp2tu2tu2tu2tv2tv2tv2tw2tw2tw2txtxtxtytytytztztzuq~�uq~9?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�xsq~�wts(1)uq~f  uq~ tX$2tY$2tZ$2tp2tp2tutututu2tu2tu2tvtvtvtv2tv2tv2twtwtwtw2tw2tw2txtxtxtytytytztztzuq~�uq~9 ?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�xsq~�wts(2)uq~f uq~ TtX$2tX$2tX$2tY$2tY$2tY$2tZ$2tZ$2tZ$2tlm4tlm4tlm4tlm4tlm4tlm4tlm5tlm5tlm5tlm5tlm5tlm5tlm6tlm6tlm6tlm6tlm6tlm6tlm7tlm7tlm7tlm7tlm7tlm7tlm8tlm8tlm8tlm8tlm8tlm8tlm9tlm9tlm9tlm9tlm9tlm9tp2tp2tp2tu2tu2tu2tu2tu2tu2tv2tv2tv2tv2tv2tv2tw2tw2tw2tw2tw2tw2txtxtxtxtxtxtytytytytytytztztztztztzuq~�uq~9T?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�uq~9T?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�xsq~�wts(2)uq~fuq~ BtX$2tX$2tX$2tY$2tY$2tY$2tZ$2tZ$2tZ$2tlm4tlm4tlm4tlm4tlm4tlm4tlm5tlm5tlm5tlm5tlm5tlm5tlm6tlm6tlm6tlm6tlm6tlm6tp2tp2tp2tu2tu2tu2tu2tu2tu2tv2tv2tv2tv2tv2tv2tw2tw2tw2tw2tw2tw2txtxtxtxtxtxtytytytytytytztztztztztzuq~�uq~9B?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�uq~9B?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�xsq~�wts(2)uq~f uq~ 0tX$2tX$2tX$2tY$2tY$2tY$2tZ$2tZ$2tZ$2tp2tp2tp2tu2tu2tu2tu2tu2tu2tv2tv2tv2tv2tv2tv2tw2tw2tw2tw2tw2tw2txtxtxtxtxtxtytytytytytytztztztztztzuq~�uq~90?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�uq~90?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�xsq~�wts(2)uq~f uq~ ftX$2tX$2tX$2tY$2tY$2tY$2tZ$2tZ$2tZ$2tlm4tlm4tlm4tlm4tlm4tlm4tlm5tlm5tlm5tlm5tlm5tlm5tlm6tlm6tlm6tlm6tlm6tlm6tlm7tlm7tlm7tlm7tlm7tlm7tlm8tlm8tlm8tlm8tlm8tlm8tlm9tlm9tlm9tlm9tlm9tlm9tp2tp2tp2tututututututu2tu2tu2tu2tu2tu2tvtvtvtvtvtvtv2tv2tv2tv2tv2tv2twtwtwtwtwtwtw2tw2tw2tw2tw2tw2txtxtxtxtxtxtytytytytytytztztztztztzuq~�uq~9f?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�uq~9f?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�xsq~�wts(2)uq~fuq~ tX$2tX$2tX$2tY$2tY$2tY$2tZ$2tZ$2tZ$2tututututututvtvtvtvtvtvtwtwtwtwtwtwuq~�uq~9?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�uq~9?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�xsq~�wts(3)uq~fuq~ RtX$2tX$2tX$2tX$2tX$2tX$2tY$2tY$2tY$2tY$2tY$2tY$2tZ$2tZ$2tZ$2tZ$2tZ$2tZ$2tp2tp2tp2tp2tu2tu2tu2tu2tu2tu2tu2tu2tu2tu2tv2tv2tv2tv2tv2tv2tv2tv2tv2tv2tw2tw2tw2tw2tw2tw2tw2tw2tw2tw2txtxtxtxtxtxtxtxtxtxtytytytytytytytytytytztztztztztztztztztzuq~�uq~9R?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�uq~9R?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�uq~9R?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�xsq~�wts(3)uq~fuq~ 0tX$2tX$2tX$2tX$2tX$2tX$2tY$2tY$2tY$2tY$2tY$2tY$2tZ$2tZ$2tZ$2tZ$2tZ$2tZ$2tututututututututututvtvtvtvtvtvtvtvtvtvtwtwtwtwtwtwtwtwtwtwuq~�uq~90?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�uq~90?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�uq~90?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�xsq~�wtls(3)uq~fuq~ tututututututututututvtvtvtvtvtvtvtvtvtvtwtwtwtwtwtwtwtwtwtwuq~�uq~9?�?�?�?�?�?�?�?�?�?�?�?�uq~9?�?�?�?�?�?�?�?�?�?�?�?�uq~9?�?�?�?�?�?�?�?�?�?�?�?�xuq~fxq~Vsq~Xwq~w�uq~0�Mesh��h㈵���'�>�?�'�>�?�h㈵���'�>�?t^c���?�h㈵��w^c���?�'�>�?�h㈵��w^c���?t^c���?!�rh��̻-C��6*?�'�>�?�'�>�?�'�>�?w^c���?w^c���?�'�>�?w^c���?w^c���?-C��6*?!�rh��̻-C��6*?-C��6*?�h㈵��>�h㈵��>�h㈵��>�h㈵��>-C��6*?�h㈵��>� ��W�(?�h㈵��>� ��W�(?-C��6*?�h㈵�$?�h㈵��>V-��;�h㈵�$?�h㈵��>-C��6*?�h㈵�$?� ��W�(?V-��;�h㈵�$?� ��W�(?-C��6*?-C��6*?!�rh���;-C��6*?-C��6*?-C��6*?-C��6*?!�rh���;-C��6*?-C��6*?-C��6*?�2Bv���B��G?�cYGV�û uQ�U"?N�?�\?uT�K��!?��7I �?fL��o�;(߁[N� ?�������;#�rh��̻N�?�\?-C��6*? �rh��̻~T�K��!?/C��6*?��7I �?,C��6*?(߁[N� ?.C��6*?�2Bv���.C��6*?B��G?�cYGV�û,C��6*? uQ�U"?��7I �?,C��6*?eL��o�;߁[N� ?,C��6*?�������;��7I �?+C��6*?+C��6*?$߁[N� ?-C��6*?-C��6*?�h㈵��>�h㈵��>0�<�?�h㈵��>�h㈵��>�����!?�h㈵��>�>P��?�h㈵��>�#�(�a!?*�5ݷ�?�h㈵��>RO�P��;�CHԥG?�h㈵��>��O�k�;�h㈵��>�>P��?*C��6*?�h㈵��>�#�(�a!?,C��6*?$�5ݷ�?�h㈵��>,C��6*?�CHԥG?�h㈵��>/C��6*?�h㈵��>� ��W�(?0�<�?�h㈵��>� ��W�(?�����!?q���Q�?� ��W�(?e�G���;���XE?� ��W�(?x"xh�;j���Q�?� ��W�(?+C��6*?���XE?� ��W�(?/C��6*?�h㈵�$?�h㈵��>1�<�?�h㈵�$?�h㈵��>�����!?�h㈵�$?�,���7?V-��;�h㈵�$?�,G��!?V-��;�h㈵�$?k5�X>?0C��6*?�h㈵�$?w��>�!?-C��6*?�h㈵�$?� ��W�(?���/�?�h㈵�$?� ��W�(?FK���!?,C��6*?�b� � ?�����?�?"�F��3�f��#?�����?"��u�Żq��P?4�f��#?�8��m4��h��P?�'�>� ?�hr���'�>� ?b5��?�2Bv�����[���%?B��G?� ���oȻ��[���%?�6g%&?� ���oȻN�?�\?�6g%&?�2Bv���N�?�\?B��G?(߁[N� ?.C��6?(߁[N�?��X}�>?���E?b2U0*�#?���5�l#?b��k�"?��B��`?��X}�>?F��׮s#?��1{�u ?��7I �?B��G?��7I �?�6g%&?߁[N� ?,C��6*?.C��6?߁[N�?-C��6*?��X}�>?���E?-C��6*?a2U0*�#?���5�l#?-C��6*?b��k�"?��B��`?,C��6*?��X}�>?:��׮s#?.C��6*?��1{�u ?��7I �?-C��6*?D��G?��7I �?-C��6*?�6g%&?�h㈵��>1C��6?0C��6?�h㈵��>�@�7g�?0C��6 ?�h㈵��>��4���!?�:��?�h㈵��>aE��^}?b2U0*�#?�h㈵��>@Yϧ:�?}��fw�"?�h㈵��>�d#?0؞6�?�h㈵��>N�8��� ?1��Ï�?�h㈵��>�l5I?0�<�?�h㈵��>6�]�$%?�|�S�%?�h㈵��>�Qᔎk%?�:���>�h㈵��>^��XQ-?՛�(-v&?��q�@H?�h㈵��>/C��6?KMh��?�h㈵��>0C��6 ?���Z��?�h㈵��>c2U0*�#?sŃ9D�!?�h㈵��>�|�S�%?3h����?�h㈵��>0�<�?sŃ9D�!?�h㈵��>1�<�?1h����?�h㈵��>�|�S�%?�q�@H?NLoB�o?V-��;���Z��?l���� ?O�R����;W�|�?�?1�]�$%?f�G���;4h����?�l5I?RO�P��;(qR���!?Ŝj�A%?� m�43�;rŃ9D�!?��Ɔ �?-�>�3�;�q�@H?����l?-C��6*?JMh��?�4�� ?,C��6*?U�|�?�?4�]�$%?-C��6*?2h����?�l5I?-C��6*?+qR���!?�Z�h�?%?-C��6*?rŃ9D�!?��� �?,C��6*?��q�@H?� ��W�(?�פ]�5?$Iz���?� ��W�(?�W���#?��h޴�?� ��W�(?�פ]�5 ?)qR���!?� ��W�(?���/�?+qR���!?� ��W�(?:�Z���%?X�|�?�?� ��W�(?1�<�?R�|�?�?� ��W�(?�|�S�%?�h㈵�$?0C��6?�פ]�5?�h㈵�$?�7c�l�?�פ]�5 ?�h㈵�$?F�_��!?�[�e$?�h㈵�$?P��!s�?�W���#?�h㈵�$?duƑH�!?lQHn۴"?�h㈵�$?��� �?�|�S�%?�h㈵�$?��Ɔ �?0�<�?.C��6*?.C��6?0C��6?-C��6*?b2U0*�#?��Г��?-C��6*?b2U0*�#?a�gB�?.C��6*?-C��6 ?�Г��?-C��6*?Z�gB�?3C��6 ?-C��6*?-C��6 ?^�gB�?-C��6*?��Г��?b2U0*�#?.C��6*?�b� -C��6?cUMu�>Q�G�le?�7r}E�?�^�s��?r�β�K? �)��?��[� ?�t��Ì$?Y�Et�%?vtx  edgT    !!  ""## $$%% &&'' (()) **++ ,,-- ..// 00112233445566778899::;;<<==>>??@@AABBCCDDEEFFGGT�h㈵��> i㈵��>�h㈵��> i㈵��>�h㈵��>�h㈵��>�h㈵��>�h㈵��>A��G?A��G? uQ�U"? uQ�U"?,C��6*?O�?�\?O�?�\?uT�K��!?uT�K��!?-C��6*?��7I �?��7I �?&߁[N� ?&߁[N� ?,C��6*?O�?�\?O�?�\?~T�K��!?~T�K��!?-C��6*?��7I �?��7I �?'߁[N� ?'߁[N� ?.C��6*?i㈵��> i㈵��> i㈵��>i㈵��>A��G?A��G? uQ�U"? uQ�U"?,C��6*?��7I �?��7I �?߁[N� ?߁[N� ?-C��6*?��7I �?��7I �?$߁[N� ?$߁[N� ?.C��6*?0�<�?0�<�?�����!?�����!?,C��6*?N�g��?N�g��?8�e�a ?8�e�a ?��9̗'?��z�S ?��z�S ?��+#��?��+#��?a2U0*�#?[�g��?[�g��?:�e�a ?:�e�a ?��9̗'?��z�S ?��z�S ?��+#��?��+#��?b2U0*�#?0�<�?0�<�?�����!?�����!?,C��6*?6��T$X ?6��T$X ?��f6B�?��f6B�?a2U0*�#?0��T$X ?0��T$X ?��f6B�?��f6B�?b2U0*�#?0�<�?0�<�?�����!?�����!?,C��6*?�~I�1 ?�~I�1 ?\��'\K ?\��'\K ?��9̗'?���O�= ?���O�= ?�q�UH ?�q�UH ?��9̗'?���/�?���/�?DK���!?DK���!?,C��6*?�b� 2�54�6�6��>�5��>���?���7�2�4�3����<��8�=�9��;�:��9��=<�98�����8�:;��;�>�������=��?�>?��>�9�<�8�:�A�@����C�E�����D�D�BC����ED�G�F����FG��F�B��C�����@�A@�@������G�A�����B�����F�����E�����F�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?�?333333�?433333�?333333�?gfffff�?333333�?}D����?�?>!P���?�������?_��W��?233333�?|D����?gfffff�?gfffff�?gfffff�?433333�?233333�?|D����?�?�?>!P���?M��h���?>!P�޳?�?�?�K�,g�?�?Q��h���?�w�+M�?`��W��?333333�?}D����?��i]�1�?�w�+M�?333333�?9��A���?>!P���?��i]�1�?>!P�޳?>!P���?��i]�1�?>!P�޳?gfffff�?433333�?333333�?433333�?[r5c��?433333�?333333�?}D����?>!P���?333333�?9��A���?�?`��W��?��i]�1�?�w�+M�?�K�,g�?�?��i]�1�?�?[r5c��?433333�?333333�?gfffff�?gfffff�?gfffff�?[r5c��?433333�?233333�?|D����?�������?_��W��?Q��h���?�w�+M�?��i]�1�?�K�,g�?[r5c��?433333�?�K�,g�?�?M��h���?>!P�޳?333333�?433333�?333333�?}D����?333333�?9��A���?`��W��?>!P���?333333�?}D����?gfffff�?gfffff�?233333�?|D����?[r5c��?433333�?�������?_��W��?�?�?Q��h���?�w�+M�?��i]�1�?�?�?��i]�1�?�w�+M�?333333�?}D����?333333�?gfffff�?[r5c��?433333�?[r5c��?433333�?�K�,g�?M��h���?>!P�޳?233333�?|D����?gfffff�?433333�?[r5c��?433333�?��i]�1�?��i]�1�?>!P�޳?[r5c��?433333�?333333�?433333�?333333�?9��A���?�?>!P���?233333�?|D����?M��h���?>!P�޳?233333�?|D����?[r5c��?433333�?M��h���?>!P�޳?�K�,g�?�?[r5c��?433333�?Q��h���?�w�+M�?[r5c��?433333�?233333�?|D����?Q��h���?�w�+M�?333333�?}D����?[r5c��?433333�?��i]�1�?�w�+M�?[r5c��?433333�?��i]�1�?�?��i]�1�?�w�+M�?��i]�1�?[r5c��?433333�?��i]�1�?>!P�޳?[r5c��?433333�?333333�?9��A���?��i]�1�?>!P�޳?�������?W����d�?�?�\����?�w�+M�?W����d�?>!P���?������'9`��W��?��e��?��&=��?`��W��?�?�w�+M�?W����d�?>!P���?������'9>!P�޳?X����d�?�?��&=��?�?�?8�GԐ��?%io��?�?������9��&=��?�-q����?V���?>!P���?������'9��e��?��&=��?>!P�޳?X����d�?�?��&=��?��e��?��&=��?�?�\����?������9��&=��?��e�?\ ����?�-q����?V���?p���!��?�?�஼��?�������?�?��&=��?�?�������?W����d�?�w�+M�?W����d�?�������?W����d�?�?��&=��?�?�\����?�஼��?�������?�?�-q����?V���?��e��?��&=��?�?��&=��?��e�?\ ����?�?�\����?�?��&=��?8�GԐ��?%io��?�?�?p���!��?�?8�GԐ��?%io��?p���!��?�?�?��&=��?8�GԐ��?%io��?�?��&=��?�?�\����?8�GԐ��?%io��?������9��&=��?������'�X����d�?��e�?\ ����?������'�X����d�?>!P�޳?X����d�?�?��&=��?�஼��?�������?�-q����?V���?��e�?\ ����?�?��&=��?�-q����?V���?��e��?��&=��?��e�?\ ����?>!P�޳?X����d�?��e�?\ ����?������'�X����d�?>!P�޳?X����d�?��e��?��&=��?`��W��?�w�+M�?W����d�?�?�\����?��e��?��&=��?�w�+M�?W����d�?�?�������?gfffff�?W����d�?�������?�������?�������?X����d�?�������?gfffff�?�?�K�,g�?�������?�������?��i]�1�?W����d�?�������?�������?gfffff�? �_?��?ffffff�?�?�������?�������?��&=��?��i]�1�?�������?�������?�������?�����?�������?gfffff�?�?�?��&=��?�������?�������?�������?X����d�?/�xp��?�������?/�xp��?�������?X����d�?r�����?�������?�K�,g�?��i]�1�?�������?�~ 8�?��&=��?�������?W����d�?�������?��M����?ffffff�?�������?gfffff�?�K�,g�?�������?�~ 8�?��i]�1�?�������?�����?�������?�~ 8�?��&=��?�������?�������?r�����?�������?X����d�?��&=��?r�����?�������?W����d�?�������? �_?��?ffffff�?��M����?ffffff�?�������?gfffff�?��&=��?�������?��M����?ffffff�?�?�?�������?gfffff�?�?p���!��?�������?gfffff�?�������?S���}�?�?p���!��?�������?�������?�?�?�஼��?�������?V;����?�������?�������?�?�஼��?�������?S���}�?�������?V;����?�?p���!��?�������?V;����?�?�஼��?�?p���!��?�?gfffff�?�������?V����?������� ��?rs�@���?���7g�?�������?� r>�?��n Bk�?8��8��U ��?qs�@���?� r>��?�?���7g�?�������?� r>��?rs�@���?�������??2����?1p�����? E~�R�?�|cpF�? E~�R�?���7g�?���9����3�?�?���7g�??2��?���7g�?�������?�?� r>�?��n Bk�?3?�|��?�������?���7g�?�������?� r>��?�?�?�?� r>��?�?� r>��?rs�@���?�?�?����3�?�?1p�����? E~�R�?���7g�?���9���7g�??2��?���7g�?���90?�|��?����3�?�?����3�?�?0?�|��?1p�����? E~�R�?�?�������??2����?�|cpF�? E~�R�?�?�?1p�����? E~�R�?�?ss�@���?� r>��?�?�?�?�?ss�@���?�?�溁��?�?�?� r>��?qs�@���?3?�|��?�������?� r>��?�?� r>��?qs�@���?����3�?�?�?�?�?"E~�R�?�?�?� r>��?rs�@���?�?"E~�R�?�������??2����?�?�溁��?�?ss�@���?1p�����? E~�R�?�������??2����?�?ss�@���?8��8��U<�溁��?8��8��U ��?rs�@���?8��8��U<�溁��?�?"E~�R�?����3�?�?�?"E~�R�?���7g�??2��?�?"E~�R�?8��8��U ��?�?�?ss�@���?� r>��?qs�@���?�?ss�@���?�?�溁��?� r>��?qs�@���?0?�|��?�?�|cpF�? E~�R�?1p�����? E~�R�?0?�|��?�|cpF�? E~�R�?�?8��8��U<�溁��?� r>�?��n Bk�?8��8��U<�溁��?� r>��?rs�@���?� r>�?��n Bk�?�溁��?Rm��W�q<�?rs�@���?���Q��?�?:^�C�89"��&ױ�??2��?�Vz����?�������?���Q��?�?!��&ױ�?�?�Vz����?�?�R �(N�?�����9���Q��??2��?���Q��?�?�?�溁��?�?rs�@���?�Vz����??2����? +�ӄ�:<�?�R �(N�??2��?���Q��?�溁��?�?�?�?�?�Vz����?�?!��&ױ�?�?�?rs�@���?�Vz����??2����? +�ӄ�:<�溁��?Rm��W�q<�?�?�溁��?�??2����?�?�?�??2����? +�ӄ�:<�?�?�?�R �(N�?:^�C�89"��&ױ�?�����9���Q��?�?�R �(N�??2����?�?�??2��?�Vz����?:^�C�89"��&ױ�?�?�R �(N�??2��?�Vz����?�?�������?���Q��?rs�@���?���Q��?�������?���Q��?�?�Vz����?rs�@���?���Q��?�溁��?�?�?�Vz����?rs�@���?�Vz����?�?�Vz����?�?!��&ױ�?rs�@���?�Vz����??2����? +�ӄ�: ��?����� j����7g�?���Q��?���7g�?�?�?�nE����?�������?`�"����?�D�p� �?v"u;��?�������?�?v"u;��?� r>��?�Vz����?>%���&�?"��&ױ�?8��8��U��Vz����?��> %���&�?�������?��> %���&�?�Vz����?��> %���&�?�������?��> %���&�?���Q��?8��8��U�"��&ױ�?8��8��U��Vz����?>%���&�?�������?��> %���&�?�Vz����?>%���&�?���Q��?8��8��U����Q��?���7g�?���Q��?8��8��U��Vz����?>%���&�?���Q��?���7g�?0?�|��?�������?>%���&�?v"u;��?� r>��?�������?>%���&�?v"u;��?�������?v"u;��?� r>��?�������?>%���&�?����� j����7g�?���Q��?���7g�?�Vz����?>%���&�?�������?>%���&�?���Q��?���7g�?�nE����?�������?�������?>%���&�?`�"����?�D�p� �?�������?>%���&�?�������?������?`�"����?�D�p� �?"��&ױ�?8��8��U��?�Vz����?��> ��?r"u;��?8��8����r"u;��?��4��Գ?�nE����?8��8���<�?d�"����?���7g�?���Q��?�������?�?���Q��?�r]� �?r"u;��?8��8�����nE����?8��8���<�?%�4)Ҷ�?$��&ױ�?�������?���Q��?�������?�Vz����?�.M����?��4����?r"u;��?��4��Գ?�?���7g�?�?2?�|��?�?%�4)Ҷ�?����� �� �庪�?��4����?�?%�4)Ҷ�?$��&ױ�?�������?�Vz����?�.M����?�Vz����?� r>��?�?%�4)Ҷ�?�?2?�|��?�Vz����?�.M����?�?����� �� �庪�?���Q��?�r]� �?�Vz����?�.M����?���Q��?�������?���Q��?�r]� �?�?���7g�?�?%�4)Ҷ�?d�"����?���7g�?�?%�4)Ҷ�?�nE����?8��8��� ��?�?�?$��&ױ�?�������?�Vz����?� r>��?r"u;��?8��8�����?%�4)Ҷ�?r"u;��?��4��Գ?�?%�4)Ҷ�?��4����?r"u;��?��4��Գ?����� �� �庪�?�?%�4)Ҷ�?���Q��?�r]� �?�?%�4)Ҷ�?�Vz����?�.M����?���Q��?�r]� �?72����?�?�?<2��?d�"����?�?�?~"u;��?0PE����?w"u;��?��<�nE����?���q"u;��?=#�P��?7��P�?�L(L�?a�"����?�?�nE����?ps�@���?b�"����?9��>P��?����� ��7��>P��?j"u;��?�溁��?�?�L(L�?a�"����?ps�@���?b�"����?9��>P��?����� ��>#�P��?�������?=#�P��?7��P�?���q"u;��?7��>P��?j"u;��?�溁��?�?72����?�?>#�P��?�������?9��>P��?����� ��_���׫�?����� ��>#�P��?�������?�溁��?�?>#�P��?�������?�L(L�?a�"����?�?~"u;��?�?�nE����?�L(L�?a�"����?�?��<�nE����?<2��?d�"����?��<�nE����?=#�P��?7��P�?<2��?d�"����?_���׫�?����� ���?0PE����?w"u;��?�?~"u;��?�L(L�?a�"����?0PE����?w"u;��?>#�P��?�������?_���׫�?����� ��0PE����?w"u;��?�L(L�?a�"����?>#�P��?�������?0PE����?w"u;��?9��>P��?����� ��=#�P��?7��P�?7��>P��?j"u;��?=#�P��?7��P�?���q"u;��?7��>P��?j"u;��?�?�?�溁��?�?ps�@���?b�"����?�?�nE����?�?�?ps�@���?b�"����?>#�P��?�������?72����?�?<2��?d�"����?=#�P��?7��P�?>#�P��?�������?<2��?d�"����?�r]� �?:#�P��? �庪�?L���r]� �?02��?�D�p� �?�L(L�?�������?�溁��?�D�p� �?ps�@���?��4����?�r]� �?:q�GtT�?�������?72����?�r]� �?:#�P��?�r]� �?02��?��> #�P��?�r]� �?:#�P��?��4����? �庪�?L���r]� �?:#�P��?�������?72����?�������?�溁��?�������?>#�P��?�������?>#�P��?�D�p� �?�L(L�?�D�p� �?Yk��?�������?>#�P��?�������?�溁��?�D�p� �?�L(L�?������?�?��> #�P��?�D�p� �?Yk��?�r]� �?:q�GtT�?�r]� �?:#�P��?�������?>#�P��?�r]� �?:q�GtT�?��4����?�r]� �?:#�P��?�r]� �?:q�GtT�?8��8����9��>P��?�r]� �?:q�GtT�?8��8����`���׫�?8��8����9��>P��?�r]� �?:q�GtT�?�D�p� �?Yk��?8��8����`���׫�?�r]� �?:q�GtT�?�?�������?72����?�r]� �?02��? �庪�?L���?�r]� �?02��?�������?�溁��?�?�?�D�p� �?ps�@���?�?�?������?�?�D�p� �?ps�@���?�?�?�஼��?9�GԐ��?�஼��?�?q���!��?�?�?9�GԐ��?8�GԐ��?�?�ipW�F�?�?�������?9�GԐ��?�������?�஼��?�������?�?�஼��?8�GԐ��?�஼��?�஼��?�஼��?�?8�GԐ��?�?�������?�?�ipW�F�?9�GԐ��?�������?r���!��?9�GԐ��?�஼��?r���!��?�?9�GԐ��?�஼��?r���!��?�������?�஼��?�������?�ipW�F�?�������?�?�������?�?8�GԐ��?�?�ipW�F�?�஼��?r���!��?9�GԐ��?�������?�஼��?�஼��?�஼��?�?r���!��?�஼��?8�GԐ��?�?8�GԐ��?�?�������?�ipW�F�?�������?r���!��?�஼��?�?�ipW�F�?�?8�GԐ��?r���!��?�?�ipW�F�?�?�?r���!��?�������?9�GԐ��?8�GԐ��?�ipW�F�?�������?�஼��?�������?�஼��?8�GԐ��?�?�������?�?8�GԐ��?�ipW�F�?�������?�?8�GԐ��?�?q���!��?9�GԐ��?8�GԐ��?�?�஼��?�?q���!��?�?�ipW�F�?�?q���!��?�?8�GԐ��?�?�ipW�F�?�?�������?�?�ipW�F�?9�GԐ��?�������?�?�ipW�F�?�஼��?�஼��?�஼��?�?�஼��?�?�ipW�F�?9�GԐ��?�஼��?�?�ipW�F�?9�GԐ��?�������?9�GԐ��?�஼��?r���!��?�������?�ipW�F�?�������?9�GԐ��?8�GԐ��?�ipW�F�?�������?�?8�GԐ��?9�GԐ��?8�GԐ��?r���!��?�?8�GԐ��?�஼��?8�GԐ��?�?8�GԐ��?�ipW�F�?�������?�஼��?8�GԐ��?�஼��?9�GԐ��?�������?�஼��?�஼��?9�GԐ��?�������?�?�ipW�F�?�஼��?�஼��?F Ftet P W P *hv *h Ph hpv p,v W,p ,W W p(W(mWpmphv(hmpbmhv (hP h(p P( W(L(P(HH(L(LHg)(Hg(hLg(PLh(mhgbghm(g)l(RlR)((RW(WmRRUWm(mlR(mglQURlUmRlmgl�m,WpWUm-mU,m-tm-,mW,,pmv,vmtvmsbvsmtmsb�gba�mbg�hbLgPKLbLbgHLgHagbag  LKbKabKPbPLhbPhb*+bs*bvs*hb*bhv+b*+bK+K+jcuK+jc+uscb+sKc+jMcKjMKj+cKbKbcaaK   aKcaacfcab�cfa�cIfKIcIKMc2IMcIc2f2I#"2MI""Z2_c2��2#Z"23Z2fccuj�c�u�2_��2�_"M2_"22j�j2Mcj2�2cMjj+u+j MMj_ " M"ju� $_4$_4_�u4�us4�u�4�4_�$5�$45$�]54s�$]_�4�_��c�2�Z2c�2�_Z_]Z�Z�]Z]Ycf�s�c�cbs�csu�s�;�ws;�sw��5sw�5�]�5w��%]5�%$5]%5�5w�^%�%^]���w�w;�;���w�%^>�C�;C�>F�>F^>^>�^>��>��;�C�;C��C���;:C�;�:�;�����������������������������������>F^Y>�F�>���>�F�>FG�>GFY>���>��>��>Y^�>Y�Y]^�>?Y���Y]���]����s������s���l�m�l���8�l��sm��mstx�:t:st�:;s�BC:�B:������B�����B�:B��x:��8�������������������8�9�8@AQ8�9�8A@�8@��@���8���@�8�8V@Q8���8q��x�q�:x�B:�B�B��@8V8@�8�xq�VqV8q8��8�8VUVqVq-q-qxxq�tmqt�-tqx-mqt-Uq-UUq-mqmUlQqUlmlq�8ql�8VQqVUQq8qQll89Q98l�SnQl9Qnl9QTn9nTo9ln�TQSnTnSoSn1o! 1S!S1o1on~1nz~n9��n�~�o1~!1o!Ton~o�!TSono9�o9T9T9��9o�!To~�9�9�A9TA�D�D�<D�~<�9���AT9Q9�A�9���9���9�A�A�@�89A�8A9Q�����9����������9���<���~�<�<D��D�������<ED�<�=�=<y�~y<�y�n�y~n�yn~zln��9l����l�y�����������y���������[Y\�?�YY�[?>��?�?\Y�?\��?���?�>�?G>Y?>G���>�?���?G��?\GY��������������������������=�<=E�E=���E��=E���?��?�\?�\??\G�?G=E�E�?�'\}���=�=}���}�'[\�'\�}7�7'�&'7['7[�7}��[�\�7�[��7y}�y�}=y}�=�y�/{y�dy��y���f�����ZY[`Z[[�����`[�3��3Z`&`[�6���&7�[&��[67y��y7�6�7�&�76&��66{��6y{�/i{�6{�&�`&�6 &`{i�3` 3 NNi N/i/i{3iN3i�3#N 3`# �3`i�{�3�i�3if�3f�2Z#323f#`3Z3`�#I3N2#I323If3iIf3NIiJidfJIif�IJf�Iffd��dfi�f�dada� a��a �afdfa��JI �I J�Jfd�Jd�JNiNJIi/Jid/di�/.dy/yd�/Ji/.Jd/J/.Je.k.ke|.ez|e.ydOJeJ.e.eJdJedJHe   adeaeHaHaHaegHJOeega�ead�edy�elg�eyn�enyzey.z0zr|nr 00nrz1n0zn 10n rSn1 SSX rrnezenl�SrnlSQRlSRXlXR)lSXrlenrlX)rl)XR)erl(R))gelHO)eg)eH(H))HO)O)X )kr k)OOekO)ekek)rr|ek)r X X r 0 rX 0r| rk|re|z Ok. k k.| O)O )X xq~\q~esrcom.femlab.api.client.MFileInfo��3$�$LfemNameq~[historyq~�[mfileTagsAndTypest[[Ljava/lang/String;[ resetHistoryq~�[ storedNamesq~�Lversionq~xpwsq~wq~q~q~ q~t COMSOL 3.3tw�t $Name: $t$Date: 2006/08/31 18:03:47 $xuq~ t7&% COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) flclear fem % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem.version = vrsn; % Geometry g1=block3('2e-4','2e-4','2e-4','base','corner','pos',{'0','0','0'},'axis',{'0','0','1'},'rot','0'); g2=block3('10e-6','5e-6','5e-6','base','center','pos',{'-10e-6','10e-4','10e-4'},'axis',{'0','0','1'},'rot','0'); g3=block3('10e-6','5e-6','5e-6','base','center','pos',{'0','10e-4','10e-4'},'axis',{'0','0','1'},'rot','0'); g4=block3('10e-6','5e-6','5e-6','base','center','pos',{'0','1e-4','1e-4'},'axis',{'0','0','1'},'rot','0'); g5=block3('1.0E-5','5.0E-6','5.0E-6','base','center','pos',{'-1.0E-5','1.0E-4','1.0E-4'},'axis',{'0','0','1'},'rot','0'); g6=block3('1.0E-5','5.0E-6','5.0E-6','base','center','pos',{'-.5E-5','1.0E-4','1.0E-4'},'axis',{'0','0','1'},'rot','0'); g7=geomcomp({g1,g6},'ns',{'g1','g6'},'sf','g1+g6','face','none','edge','all'); g8=block3('1.5e-4','1.8e-4','2e-4','base','corner','pos',{'.1e-4','.1e-4','0'},'axis',{'0','0','1'},'rot','0'); % Analyzed geometry clear s s.objs={g7,g8}; s.name={'CO1','BLK1'}; s.tags={'g7','g8'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',8); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',8); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'SmeSolid3'; appl.sdim = {'X','Y','Z'}; appl.module = 'SME'; appl.gporder = 4; appl.cporder = 2; appl.assignsuffix = '_smsld'; clear prop prop.largedef='on'; appl.prop = prop; clear bnd bnd.Fx = {'-lm7*dvol_ale/dvol',0,0}; bnd.constrcond = {'free','free','fixed'}; bnd.name = {'Fluid load','',''}; bnd.Fz = {'-lm9*dvol_ale/dvol',0,0}; bnd.Fy = {'-lm8*dvol_ale/dvol',0,0}; bnd.ind = [2,2,2,2,2,2,2,2,2,2,2,1,1,3,3,1,1,2]; appl.bnd = bnd; clear equ equ.name = {'Fluid domain','Solid domain'}; equ.usage = {0,1}; equ.nu = {0.33,.49}; equ.E = {2.0e11,31100}; equ.ind = [1,1,2]; appl.equ = equ; fem.appl{1} = appl; % Application mode 2 clear appl appl.mode.class = 'MovingMesh'; appl.sdim = {'X','Y','Z'}; appl.shape = {'shlag(2,''lm4'')','shlag(2,''lm5'')','shlag(2,''lm6'')','shlag(2,''x'')','shlag(2,''y'')','shlag(2,''z'')'}; appl.gporder = {10,4}; appl.cporder = 2; appl.assignsuffix = '_ale'; clear prop prop.smoothing='winslow'; clear weakconstr weakconstr.value = 'non-ideal'; weakconstr.dim = {'lm4','lm5','lm6'}; prop.weakconstr = weakconstr; appl.prop = prop; clear bnd bnd.defflag = {{1;1;1},{0;0;0},{1;1;1}}; bnd.deform = {{0;0;0},{0;0;0},{'u';'v';'w'}}; bnd.wcshape = [1;2;3]; bnd.name = {'Fixed','','Structural displacement'}; bnd.ind = [1,1,1,1,1,1,1,1,1,2,1,3,3,2,2,3,3,1]; appl.bnd = bnd; clear equ equ.gporder = 2; equ.physexpr = {{0;0;0},{'u';'v';'w'}}; equ.type = {'free','phys'}; equ.shape = [4;5;6]; equ.name = {'Fluid domain','Solid domain'}; equ.ind = [1,1,2]; appl.equ = equ; fem.appl{2} = appl; % Application mode 3 clear appl appl.mode.class = 'NavierStokes'; appl.dim = {'u2','v2','w2','p2','logk','logd','nxw','nyw','nzw'}; appl.module = 'CHEM'; appl.shape = {'shlag(2,''lm7'')','shlag(2,''lm8'')','shlag(2,''lm9'')','shlag(2,''u2'')','shlag(2,''v2'')','shlag(2,''w2'')','shlag(1,''p2'')'}; appl.gporder = {10,4,2}; appl.cporder = {2,1}; appl.assignsuffix = '_chns'; clear prop prop.analysis='static'; clear weakconstr weakconstr.value = 'non-ideal'; weakconstr.dim = {'lm7','lm8','lm9','lm10','lm11'}; prop.weakconstr = weakconstr; appl.prop = prop; clear bnd bnd.name = {'','','','Structural velocity'}; bnd.type = {'uv','neutral','noslip','uv'}; bnd.wcgporder = 1; bnd.w0 = {0,0,0,'wt'}; bnd.wcshape = [1;2;3]; bnd.v0 = {0,0,0,'vt'}; bnd.u0 = {.5,0,0,'ut'}; bnd.ind = [1,2,2,2,2,2,3,3,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.shape = [4;5;6;7]; equ.cporder = {{1;1;1;2}}; equ.usage = {1,0}; equ.name = {'Fluid domain','Solid domain'}; equ.rho = {1000,1}; equ.eta = {.001,1}; equ.gporder = {{2;2;2;3}}; equ.ind = [1,1,2]; appl.equ = equ; fem.appl{3} = appl; fem.sdim = {{'X','Y','Z'},{'x','y','z'}}; fem.frame = {'ref','ale'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Multiphysics fem=multiphysics(fem); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',9); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'SmeSolid3'; appl.sdim = {'X','Y','Z'}; appl.module = 'SME'; appl.gporder = 4; appl.cporder = 2; appl.assignsuffix = '_smsld'; clear prop prop.largedef='on'; appl.prop = prop; clear bnd bnd.Fx = {'-lm7*dvol_ale/dvol',0,0}; bnd.constrcond = {'free','free','fixed'}; bnd.name = {'Fluid load','',''}; bnd.Fz = {'-lm9*dvol_ale/dvol',0,0}; bnd.Fy = {'-lm8*dvol_ale/dvol',0,0}; bnd.ind = [2,2,2,2,2,2,2,2,2,2,2,1,1,3,3,1,1,2]; appl.bnd = bnd; clear equ equ.name = {'Fluid domain','Solid domain'}; equ.usage = {0,1}; equ.nu = {0.33,.49}; equ.E = {2.0e11,31100}; equ.ind = [1,1,2]; appl.equ = equ; fem.appl{1} = appl; % Application mode 2 clear appl appl.mode.class = 'MovingMesh'; appl.sdim = {'X','Y','Z'}; appl.shape = {'shlag(2,''lm4'')','shlag(2,''lm5'')','shlag(2,''lm6'')','shlag(2,''x'')','shlag(2,''y'')','shlag(2,''z'')'}; appl.gporder = {10,4}; appl.cporder = 2; appl.assignsuffix = '_ale'; clear prop prop.smoothing='winslow'; clear weakconstr weakconstr.value = 'non-ideal'; weakconstr.dim = {'lm4','lm5','lm6'}; prop.weakconstr = weakconstr; appl.prop = prop; clear bnd bnd.defflag = {{1;1;1},{0;0;0},{1;1;1}}; bnd.deform = {{0;0;0},{0;0;0},{'u';'v';'w'}}; bnd.wcshape = [1;2;3]; bnd.name = {'Fixed','','Structural displacement'}; bnd.ind = [1,1,1,1,1,1,1,1,1,2,1,3,3,2,2,3,3,1]; appl.bnd = bnd; clear equ equ.gporder = 2; equ.physexpr = {{0;0;0},{'u';'v';'w'}}; equ.type = {'free','phys'}; equ.shape = [4;5;6]; equ.name = {'Fluid domain','Solid domain'}; equ.ind = [1,1,2]; appl.equ = equ; fem.appl{2} = appl; % Application mode 3 clear appl appl.mode.class = 'NavierStokes'; appl.dim = {'u2','v2','w2','p2','logk','logd','nxw','nyw','nzw'}; appl.module = 'CHEM'; appl.shape = {'shlag(2,''lm7'')','shlag(2,''lm8'')','shlag(2,''lm9'')','shlag(2,''u2'')','shlag(2,''v2'')','shlag(2,''w2'')','shlag(1,''p2'')'}; appl.gporder = {10,4,2}; appl.cporder = {2,1}; appl.assignsuffix = '_chns'; clear prop prop.analysis='static'; clear weakconstr weakconstr.value = 'non-ideal'; weakconstr.dim = {'lm7','lm8','lm9','lm10','lm11'}; prop.weakconstr = weakconstr; appl.prop = prop; clear bnd bnd.name = {'','','','Structural velocity'}; bnd.type = {'uv','neutral','noslip','uv'}; bnd.wcgporder = 1; bnd.w0 = {0,0,0,'wt'}; bnd.wcshape = [1;2;3]; bnd.v0 = {0,0,0,'vt'}; bnd.u0 = {.5,0,0,'ut'}; bnd.ind = [1,2,2,2,2,2,3,3,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.shape = [4;5;6;7]; equ.cporder = {{1;1;1;2}}; equ.usage = {1,0}; equ.name = {'Fluid domain','Solid domain'}; equ.rho = {1000,1}; equ.eta = {.001,1}; equ.gporder = {{2;2;2;3}}; equ.ind = [1,1,2]; appl.equ = equ; fem.appl{3} = appl; fem.sdim = {{'X','Y','Z'},{'x','y','z'}}; fem.frame = {'ref','ale'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'z','lm5','u2','w','lm9','p2','lm8','lm4','v','lm7','u','w2','y','v2','x','lm6'}, ... 'outcomp',{'z','lm5','u2','w','lm9','p2','lm8','lm4','v','lm7','u','w2','y','v2','x','lm6'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'slicedata',{'mises_smsld','cont','internal','unit','Pa'}, ... 'slicexspacing',5, ... 'sliceyspacing',0, ... 'slicezspacing',0, ... 'slicemap','jet(1024)', ... 'title','Slice: von Mises stress [Pa]', ... 'grid','on', ... 'campos',[-5.28562517756739E-4,0.0016477331077232777,-4.6408497141641494E-4], ... 'camtarget',[9.499999760009814E-5,9.999999747378752E-5,9.999999747378752E-5], ... 'camup',[0.1144026732809864,-0.2991669289856894,-0.9473178859007336], ... 'camva',11.541613893685316); % Plot solution postplot(fem, ... 'slicedata',{'mises_smsld','cont','internal','unit','Pa'}, ... 'slicexspacing',5, ... 'sliceyspacing',0, ... 'slicezspacing',0, ... 'slicemap','jet(1024)', ... 'tridata',{'disp_smsld','cont','internal','unit','m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'u2','v2','w2'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'flowtype','line', ... 'title','Slice: von Mises stress [Pa] Boundary: Total displacement [m] Streamline: Velocity field [m/s]', ... 'grid','on', ... 'campos',[-4.7712470393761804E-4,0.0017629144413686157,5.579468870224425E-7], ... 'camtarget',[9.499999760009814E-5,9.999999747378752E-5,9.999999747378752E-5], ... 'camup',[0.026590237711240416,-0.05055386946493233,-0.9983672999155082], ... 'camva',11.541613893685321); % Plot solution postplot(fem, ... 'slicedata',{'mises_smsld','cont','internal','unit','Pa'}, ... 'slicexspacing',5, ... 'sliceyspacing',0, ... 'slicezspacing',0, ... 'slicemap','jet(1024)', ... 'deformsub',{'u','v','w'}, ... 'tridata',{'disp_smsld','cont','internal','unit','m'}, ... 'trimap','jet(1024)', ... 'deformbnd',{'u','v','w'}, ... 'title','Slice: von Mises stress [Pa] Boundary: Total displacement [m] Deformation: Displacement [m]', ... 'grid','on', ... 'campos',[-9.274587438349916E-4,0.0014427153104715346,-4.0417611615416177E-4], ... 'camtarget',[9.499999760009814E-5,9.999999747378752E-5,9.999999747378752E-5], ... 'camup',[0.13464675531314893,-0.2568245297101974,-0.9570326077113449], ... 'camva',11.54161389368517); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) % Create mapped quad mesh fem.mesh=meshmap(fem, ... 'edgegroups',{{},{},{},{},{[8],[17],[7],[6]},{},{},{},{},{},{},{[22],[26],[24],[21]},{[25],[29],[23],[21]},{},{},{},{},{}}, ... 'hauto',5, ... 'face',[12], ... 'meshstart',fem.mesh); % Create mapped quad mesh fem.mesh=meshmap(fem, ... 'edgegroups',{{[2],[6],[4],[1]},{},{},{},{[8],[17],[7],[6]},{},{},{},{},{},{},{[22],[26],[24],[21]},{[25],[29],[23],[21]},{},{},{},{},{}}, ... 'hauto',5, ... 'face',[1], ... 'meshstart',fem.mesh); % Create mapped quad mesh fem.mesh=meshmap(fem, ... 'edgegroups',{{[2],[6],[4],[1]},{[5],[14],[3],[1]},{[15],[2],[3],[7]},{[16],[4],[5],[8]},{[8],[17],[7],[6]},{[],[],[],[]},{},{},{},{},{},{[22],[26],[24],[21]},{[25],[29],[23],[21]},{},{},{},{},{}}, ... 'hauto',5, ... 'face',[6], ... 'meshstart',fem.mesh); % Create mapped quad mesh fem.mesh=meshmap(fem, ... 'edgegroups',{{[2],[6],[4],[1]},{[5],[14],[3],[1]},{[15],[2],[3],[7]},{[16],[4],[5],[8]},{[8],[17],[7],[6]},{[],[],[],[]},{},{},{},{},{},{[22],[26],[24],[21]},{[25],[29],[23],[21]},{},{},{},{},{}}, ... 'hauto',7, ... 'face',[6], ... 'meshstart',fem.mesh); % Create mapped quad mesh fem.mesh=meshmap(fem, ... 'edgegroups',{{[2],[6],[4],[1]},{[5],[14],[3],[1]},{[15],[2],[3],[7]},{[16],[4],[5],[8]},{[8],[17],[7],[6]},{[],[],[],[]},{},{},{},{},{},{[22],[26],[24],[21]},{[25],[29],[23],[21]},{},{},{},{},{}}, ... 'hauto',7, ... 'face',[1,6], ... 'meshstart',fem.mesh); % Create mapped quad mesh fem.mesh=meshmap(fem, ... 'edgegroups',{{[2],[6],[4],[1]},{[5],[14],[3],[1]},{[15],[2],[3],[7]},{[16],[4],[5],[8]},{[8],[17],[7],[6]},{[],[],[],[]},{},{[],[],[],[]},{[],[],[],[]},{},{},{[22],[26],[24],[21]},{[25],[29],[23],[21]},{},{},{},{},{}}, ... 'hauto',7, ... 'face',[8], ... 'meshstart',fem.mesh); % Create mapped quad mesh fem.mesh=meshmap(fem, ... 'edgegroups',{{[2],[6],[4],[1]},{[5],[14],[3],[1]},{[15],[2],[3],[7]},{[16],[4],[5],[8]},{[8],[17],[7],[6]},{[],[],[],[]},{},{[],[],[],[]},{[],[],[],[]},{},{},{[22],[26],[24],[21]},{[25],[29],[23],[21]},{},{},{},{},{}}, ... 'hauto',7, ... 'face',[1], ... 'meshstart',fem.mesh); % Create mapped quad mesh fem.mesh=meshmap(fem, ... 'edgegroups',{{[2],[6],[4],[1]},{[5],[14],[3],[1]},{[15],[2],[3],[7]},{[16],[4],[5],[8]},{[8],[17],[7],[6]},{[],[],[],[]},{},{[],[],[],[]},{[],[],[],[]},{},{},{[22],[26],[24],[21]},{[25],[29],[23],[21]},{},{},{},{},{}}, ... 'hauto',7, ... 'face',[3], ... 'meshstart',fem.mesh); % Create mapped quad mesh fem.mesh=meshmap(fem, ... 'edgegroups',{{[2],[6],[4],[1]},{[5],[14],[3],[1]},{[15],[2],[3],[7]},{[16],[4],[5],[8]},{[8],[17],[7],[6]},{[1],[12],[9],[18]},{[13],[33],[11],[9]},{[],[],[],[]},{[],[],[],[]},{},{},{[22],[26],[24],[21]},{[25],[29],[23],[21]},{},{},{},{},{}}, ... 'hauto',7, ... 'face',[6], ... 'meshstart',fem.mesh); % Create mapped quad mesh fem.mesh=meshmap(fem, ... 'edgegroups',{{[2],[6],[4],[1]},{[5],[14],[3],[1]},{[15],[2],[3],[7]},{[16],[4],[5],[8]},{[8],[17],[7],[6]},{[10],[12],[9],[18]},{[13],[33],[11],[9]},{[],[],[],[]},{[],[],[],[]},{},{},{[22],[26],[24],[21]},{[25],[29],[23],[21]},{},{},{},{},{}}, ... 'hauto',7, ... 'face',[6], ... 'meshstart',fem.mesh); uq~ t/% COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) flclear fem % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem.version = vrsn; % Geometry g1=block3('2e-4','2e-4','2e-4','base','corner','pos',{'0','0','0'},'axis',{'0','0','1'},'rot','0'); g2=block3('10e-6','5e-6','5e-6','base','center','pos',{'-10e-6','10e-4','10e-4'},'axis',{'0','0','1'},'rot','0'); g3=block3('10e-6','5e-6','5e-6','base','center','pos',{'0','10e-4','10e-4'},'axis',{'0','0','1'},'rot','0'); g4=block3('10e-6','5e-6','5e-6','base','center','pos',{'0','1e-4','1e-4'},'axis',{'0','0','1'},'rot','0'); g5=block3('1.0E-5','5.0E-6','5.0E-6','base','center','pos',{'-1.0E-5','1.0E-4','1.0E-4'},'axis',{'0','0','1'},'rot','0'); g6=block3('1.0E-5','5.0E-6','5.0E-6','base','center','pos',{'-.5E-5','1.0E-4','1.0E-4'},'axis',{'0','0','1'},'rot','0'); g7=geomcomp({g1,g6},'ns',{'g1','g6'},'sf','g1+g6','face','none','edge','all'); g8=block3('1.5e-4','1.8e-4','2e-4','base','corner','pos',{'.1e-4','.1e-4','0'},'axis',{'0','0','1'},'rot','0'); % Analyzed geometry clear s s.objs={g7,g8}; s.name={'CO1','BLK1'}; s.tags={'g7','g8'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); tclear mfile clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; mfile.version=vrsn; mfile.fem='fem'; mfile.stored={'fem0','fem1'}; mfile.tags={}; mfile.types={}; x
Baidu
map