sr!com.femlab.server.ModelFileHeaderD%LtagstLcom/femlab/util/FlStringList;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 1.3tt#COMSOL Reaction Engineering Lab 1.5q~t COMSOL 3.5q~wt $Name: $t$Date: 2008/09/19 16:09:48 $xur[Ljava.lang.String;V{Gxpt modelinfotxfemtguitfem0tg7tg11tg12tg14tfem1748t fem1748.0q~q~tfem1749t fem1749.0q~q~t mfileinfouq~ q~t femstructt guistructq~tdrawq~q~q~tgeomtmeshtsolutiontxmeshq~ q~!q~"q~#q~xsrcom.femlab.api.client.ModelInfo^%Ldescrq~LdocURLq~[imaget[Bxpwur[BTxp7QPNG  IHDRp IDATx}YpWFc%H$dJMmiy{kkdw'L>|_vLsrn1b@L@gp !PH>q ?XW1| Ln߃;(#uwOcl0v %X4eػ`U)fl0k`\dLxUvis.[ ǔЛg!99[2P (!b1 ,ixh9ϳK`'|%ɴbje/EekYX x;.kr#_W2 ;*9~ xwfRK%/2򿽰MM, r#!* xͅ:%PzW4nOi]9 ت;ʍbM̙OfA@ck$(K,cD> - \5 dOCIU0 trs`XdQKԾ9GSuˠ̷4̹B$Dy눚5[~B\gunu[m6 G]9o \ܓ[ߣ;|mdZWw=upbDƕ˨@lW- AYh,r;B9 EcO+ao& oֲ#w[\:Iw]Y67T ^[]p@y JB`"DXÛpΙ L鄀~ς\_ƍ墕s4Yz[sИ<@Y?2"THefno`v>{dς90QW)t.W/܅@{U̷TǬ#t(/"Yj^ke PĚ[ns>oI\: q#FDLbgaS9e\.BY鴄RhSh1C~і$x1$#Fז%80Fa/4]\>"dW _'av.7)ZŹټ֣8&k8՟e.tI\"A|S: ]BFs77—ʹ-y\KNTFwվ\]0tuGqT S*-uJ A%>|SEc힧D2K:]eɴtv-M!Z =i"LYT m3%"kWNa9ޱ'pK@ҡ=!'e$xYp< ro 17l̊/Nؑmsˤ#HsGp;P+ˌ&g4If=0 &#]@hQQAJg4z /onp;Ѯm(PMCFřaty$ Αwl B%aOĐ } C}NfE^p m(X!ς|M۩KhgZ\ ;'>)ٱ"q`]$J3ڲ:p?e36q#; ; )xvZY\û}uEmFidD[#rp8V}b,ey;m)*]TmEV\ER!I; H++qXN-mC=$4(2@i =B?iE0k[WpIu?v[vx#@rqq2[0SMP!ꑖqf x=u}:T8MKNBP#Agc̗܆bB|"Tr^N?H\Ґ,W ?Ԧ/7'!Fmz^G_& ;ĮIasDKy0B&xST|Ȑ.(zܔYoսl܅&wwm,d ݫ]Ъ83ϼ6G 拘N@ ;J sOAɫ? 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".De u*^äYtk]2{Q{nKp\$_R{r f}f O2|wpªqs} 㡹qµڃT8|Z.ږ%{cj3׀t^CDu[} o3Mn (fE.u0Umc4{Ž j{ Gq?s{'(@^*x`n2D Q'H)p W|žYziDa_эBsEn tJiB=׈Ƴ h~fqRuA4}M:4K tD M;Y< jQ wЩ/ԊMOIGHM|Ә mk J]axJC q*Ot4^oq(' bۀ^h}'ЊlQ#Q_m$>r< DWT8-(㻅̈)lKP8@G8MJ*ͣxI=s #tv6Mw,9$Ploy֤-yJQ%,PqpQ.#zm(Z}_-vx!CbmĒٶ +^{ڥU|{p? |LN"vu2REPZi=+ˌ&mD5(g64ignitN C^}@=f[ Ȕў!ٽ(M~:߉ c9BYhWrLCQPhrL`:ٷ--ܬD5ְAoγ 7{X+J3 PPknjTm+Sr?V)+0~ۖY,l28 c TKTҶ y"y̪ z.8dmQirFM,NJkחtL٬0JN(' 9>?B}h~ oiht3m/䈦MPjך R7RV ho2 ezar1s6[[[tE|АGm]=ek|KYyDr)ᛂ aFVA[*ԎA+C"-Ϳ8鎞ڡ'Q0 UO.G o,^|h\-aͅxR-*!7)Ӱirٮq$6Y(7Vcz]eӡV0q7yʣI'[pijqSoot[:լ85LU0Qz],(3ͷE!=!y9[-%'ϝ=M3^~;x#alxDz"~!hw]Ҭ~ςRk~^06^E;0R2 GbdSFyҭvv2mOu @e] +,D&s߳Hy>{[fh;:fIKq*̓M7aUB<1An( ݪU.`]n (#-4c}-Li:5nPrOU.owmr IF3n8IU^<|Nxk.B+T4Z2ejr]]2@kR>6~/K^UL20YP[n`"ܢ9hNV[X|Ž'lj{!] Slj[!ruc9KƸ N?AFתzgYQR^l?EpYZC ?B*Y(ny[.3*a\µ8"sev44;v$q/p HyToZܜwi{}_bI^&h }DMY>oԁһkv@iyu$qG ZuOMQ<8:ej?Hۻ5jI:b-ˏQd|#p ws&d y7q"֠ jp-㵎9CDTW* WnF h-PJ2IaN< 2cLE]'`Fʜ?Ӻl>8n[`Jˠ7)^=jj%U <\3`:_WEViRV܎[2aKbj!$IENDB`t modeldescr_em/coil_eddy_currentstcoil_eddy_currentsxuq~ tYclear xfem clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 494; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/09/19 16:09:48 $'; xfem.version = vrsn; xfem.id = 1693; xfem.geomdata = 'geom'; xfem.eqvars = 'on'; xfem.cplbndeq = 'on'; xfem.cplbndsh = 'off'; xfem.drawvalid = 'on'; xfem.geomvalid = 'on'; xfem.solvalid = 'on'; xfem.linshape = 'on'; xfem.linshapetol = 0.1; xfem.meshtime = 't'; clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.dim = {'Aphi','redAphi'}; appl.sdim = {'r','phi','z'}; appl.name = 'emqa'; appl.module = 'ACDC'; appl.shape = {'shlag(2,''Aphi'')'}; appl.gporder = 4; appl.cporder = 2; appl.sshape = 2; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.elemdefault='Lag2'; prop.analysis='harmonic'; prop.biasapplmode='none'; prop.solvefor='ATot'; prop.backgroundFieldSpec='A_external'; prop.frame='ref'; clear weakconstr weakconstr.value = 'off'; weakconstr.dim = {'lm1','lm2'}; prop.weakconstr = weakconstr; prop.constrtype='ideal'; appl.prop = prop; clear pnt pnt.I0 = {'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]; appl.pnt = pnt; clear bnd bnd.name = {'','',''}; bnd.H0 = {{'0';'0'},{'0';'0'},{'0';'0'}}; bnd.Js0phi = {'0','0','0'}; bnd.A0phi = {'0','0','0'}; bnd.murbnd = {{'1','0';'0','1'},{'1','0';'0','1'},{'1','0';'0','1'}}; bnd.murext = {'1','1','1'}; bnd.epsilonrbnd = {'1','1','1'}; bnd.sigmabnd = {'0','0','0'}; bnd.eta = {'1','1','1'}; bnd.Esphi = {'0','0','0'}; bnd.d = {'0','0','0'}; bnd.index = {'0','0','0'}; bnd.chsrcdst = {'0','0','0'}; bnd.pertype = {'sym','sym','sym'}; bnd.type = {'ax','A0','cont'}; bnd.style = {{{'0'},{'0','255','0'},{'solid'}},{{'0'},{'0','0','0'},{'solid'}}, ... {{'0'},{'0','0','255'},{'solid'}}}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.shape = {[1],[1],[1],[1]}; equ.gporder = {{1},{1},{1},{1}}; equ.cporder = {{1},{1},{1},{1}}; equ.init = {{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}}; equ.usage = {1,1,1,1}; equ.name = {'','','',''}; equ.mur = {{'1','0';'0','1'},{'1','0';'0','1'},{'48','0';'0','48'},{'1', ... '0';'0','1'}}; equ.elconstrel = {'epsr','epsr','epsr','epsr'}; equ.Pphi = {'0','0','0','0'}; equ.Drphi = {'0','0','0','0'}; equ.magconstrel = {'mur','mur','mur','mur'}; equ.M = {{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}}; equ.Br = {{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}}; equ.fH = {{'1/mu0_emqa*Br_emqa';'1/mu0_emqa*Bz_emqa'},{'1/mu0_emqa*Br_emqa'; ... '1/mu0_emqa*Bz_emqa'},{'1/mu0_emqa*Br_emqa';'1/mu0_emqa*Bz_emqa'},{'1/mu0_emqa*Br_emqa'; ... '1/mu0_emqa*Bz_emqa'}}; equ.normfH = {'1/mu0_emqa*normB_emqa','1/mu0_emqa*normB_emqa','1/mu0_emqa*normB_emqa', ... '1/mu0_emqa*normB_emqa'}; equ.epsilonr = {'1','1','1','1'}; equ.sigma = {'0','sigCyl','0','sigCoil'}; equ.Jephi = {'0','0','0','J0'}; equ.v = {{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}}; equ.Vloop = {'0','0','0','0'}; equ.maxwell = {{},{},{},{}}; equ.Sd = {{'Sdr_guess_emqa';'Sdz_guess_emqa'},{'Sdr_guess_emqa';'Sdz_guess_emqa'}, ... {'Sdr_guess_emqa';'Sdz_guess_emqa'},{'Sdr_guess_emqa';'Sdz_guess_emqa'}}; equ.dr = {'0','0','0','0'}; equ.S0 = {{'S0r_guess_emqa';'S0z_guess_emqa'},{'S0r_guess_emqa';'S0z_guess_emqa'}, ... {'S0r_guess_emqa';'S0z_guess_emqa'},{'S0r_guess_emqa';'S0z_guess_emqa'}}; equ.R0 = {'0','0','0','0'}; equ.user = {{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}}; equ.Stype = {'none','none','none','none'}; equ.coordOn = {{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}}; equ.rOn = {'0','0','0','0'}; equ.srcpnt = {{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}}; equ.srcaxis = {{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}}; equ.style = {{{'0'},{'193','193','193'}},{{'0'},{'0','0','255'}},{{'0'},{'0', ... '255','255'}},{{'0'},{'0','255','0'}}}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'epsilon0','8.854187817e-12', ... 'mu0','4*pi*1e-7', ... 'nu','100'}; xfem.appl{1} = appl; xfem.geom = flbinary('fem1748','geom','Eddy Current.mph'); xfem.mesh = flbinary('fem1748.0','mesh','Eddy Current.mph'); xfem.sdim = {'r','z'}; xfem.frame = {'ref'}; xfem.shape = {'shlag(2,''Aphi'')'}; xfem.gporder = 4; xfem.cporder = 2; xfem.sshape = 2; xfem.simplify = 'on'; xfem.border = 1; xfem.form = 'coefficient'; clear units; units.basesystem = 'SI'; xfem.units = units; clear equ equ.shape = {[1],[1],[1],[1]}; equ.gporder = {{1},{1},{1},{1}}; equ.cporder = {{1},{1},{1},{1}}; equ.init = {{'0'},{'0'},{'0'},{'0'}}; equ.dinit = {{'0'},{'0'},{'0'},{'0'}}; equ.weak = {{'dVol_emqa*(Jphi_emqa*test(Aphi)+Hr_emqa*diff(test(Aphi),z)-Hz_emqa*(diff(test(Aphi),r)+test(Aphi)/Sr_emqa))'}, ... {'dVol_emqa*(Jphi_emqa*test(Aphi)+Hr_emqa*diff(test(Aphi),z)-Hz_emqa*(diff(test(Aphi),r)+test(Aphi)/Sr_emqa))'}, ... {'dVol_emqa*(Jphi_emqa*test(Aphi)+Hr_emqa*diff(test(Aphi),z)-Hz_emqa*(diff(test(Aphi),r)+test(Aphi)/Sr_emqa))'}, ... {'dVol_emqa*(Jphi_emqa*test(Aphi)+Hr_emqa*diff(test(Aphi),z)-Hz_emqa*(diff(test(Aphi),r)+test(Aphi)/Sr_emqa))'}}; equ.dweak = {{'0'},{'0'},{'0'},{'0'}}; equ.constr = {{'0'},{'0'},{'0'},{'0'}}; equ.constrf = {{'0'},{'0'},{'0'},{'0'}}; equ.c = {{{'0'}},{{'0'}},{{'0'}},{{'0'}}}; equ.a = {{'0'},{'0'},{'0'},{'0'}}; equ.f = {{'0'},{'0'},{'0'},{'0'}}; equ.ea = {{'0'},{'0'},{'0'},{'0'}}; equ.da = {{'0'},{'0'},{'0'},{'0'}}; equ.al = {{{'0';'0'}},{{'0';'0'}},{{'0';'0'}},{{'0';'0'}}}; equ.be = {{{'0';'0'}},{{'0';'0'}},{{'0';'0'}},{{'0';'0'}}}; equ.ga = {{{'0';'0'}},{{'0';'0'}},{{'0';'0'}},{{'0';'0'}}}; equ.sshape = {[1],[1],[1],[1]}; equ.sshapedim = {{1},{1},{1},{1}}; equ.ind = [1,2,3,4]; equ.dim = {'Aphi'}; equ.var = {'Sr_emqa',{'r','r','r','r'}, ... 'S0r_guess_emqa',{'0','0','0','0'}, ... 'Sdr_guess_emqa',{'0','0','0','0'}, ... 'Sz_emqa',{'z','z','z','z'}, ... 'S0z_guess_emqa',{'0','0','0','0'}, ... 'Sdz_guess_emqa',{'0','0','0','0'}, ... 'delta_emqa',{'1/real(sqrt(j*omega_emqa*mu0_emqa*mur_emqa*(sigma_emqa+j*omega_emqa*epsilon0_emqa*epsilonr_emqa)))', ... '1/real(sqrt(j*omega_emqa*mu0_emqa*mur_emqa*(sigma_emqa+j*omega_emqa*epsilon0_emqa*epsilonr_emqa)))', ... '1/real(sqrt(j*omega_emqa*mu0_emqa*mur_emqa*(sigma_emqa+j*omega_emqa*epsilon0_emqa*epsilonr_emqa)))', ... '1/real(sqrt(j*omega_emqa*mu0_emqa*mur_emqa*(sigma_emqa+j*omega_emqa*epsilon0_emqa*epsilonr_emqa)))'}, ... 'curlAr_emqa',{'-Aphiz','-Aphiz','-Aphiz','-Aphiz'}, ... 'curlAz_emqa',{'if(r==0,2*Aphir,Aphi/Sr_emqa+Aphir)','if(r==0,2*Aphir,Aphi/Sr_emqa+Aphir)', ... 'if(r==0,2*Aphir,Aphi/Sr_emqa+Aphir)','if(r==0,2*Aphir,Aphi/Sr_emqa+Aphir)'}, ... 'dVol_emqa',{'Sr_emqa*detJ_emqa','Sr_emqa*detJ_emqa','Sr_emqa*detJ_emqa', ... 'Sr_emqa*detJ_emqa'}, ... 'Dphi_emqa',{'epsilon_emqa*Ephi_emqa','epsilon_emqa*Ephi_emqa','epsilon_emqa*Ephi_emqa', ... 'epsilon_emqa*Ephi_emqa'}, ... 'epsilon_emqa',{'epsilon0_emqa*epsilonr_emqa','epsilon0_emqa*epsilonr_emqa', ... 'epsilon0_emqa*epsilonr_emqa','epsilon0_emqa*epsilonr_emqa'}, ... 'Br_emqa',{'curlAr_emqa','curlAr_emqa','curlAr_emqa','curlAr_emqa'}, ... 'Bz_emqa',{'curlAz_emqa','curlAz_emqa','curlAz_emqa','curlAz_emqa'}, ... 'Hr_emqa',{'Br_emqa/(mur_emqa*mu0_emqa)','Br_emqa/(mur_emqa*mu0_emqa)', ... 'Br_emqa/(mur_emqa*mu0_emqa)','Br_emqa/(mur_emqa*mu0_emqa)'}, ... 'Hz_emqa',{'Bz_emqa/(mur_emqa*mu0_emqa)','Bz_emqa/(mur_emqa*mu0_emqa)', ... 'Bz_emqa/(mur_emqa*mu0_emqa)','Bz_emqa/(mur_emqa*mu0_emqa)'}, ... 'mu_emqa',{'mu0_emqa*mur_emqa','mu0_emqa*mur_emqa','mu0_emqa*mur_emqa', ... 'mu0_emqa*mur_emqa'}, ... 'murr_emqa',{'mu0_emqa*murrr_emqa','mu0_emqa*murrr_emqa','mu0_emqa*murrr_emqa', ... 'mu0_emqa*murrr_emqa'}, ... 'murz_emqa',{'mu0_emqa*murrz_emqa','mu0_emqa*murrz_emqa','mu0_emqa*murrz_emqa', ... 'mu0_emqa*murrz_emqa'}, ... 'muzr_emqa',{'mu0_emqa*murzr_emqa','mu0_emqa*murzr_emqa','mu0_emqa*murzr_emqa', ... 'mu0_emqa*murzr_emqa'}, ... 'muzz_emqa',{'mu0_emqa*murzz_emqa','mu0_emqa*murzz_emqa','mu0_emqa*murzz_emqa', ... 'mu0_emqa*murzz_emqa'}, ... 'Jpphi_emqa',{'0','0','0','0'}, ... 'normE_emqa',{'abs(Ephi_emqa)','abs(Ephi_emqa)','abs(Ephi_emqa)', ... 'abs(Ephi_emqa)'}, ... 'Jiphi_emqa',{'sigma_emqa*Ephi_emqa','sigma_emqa*Ephi_emqa','sigma_emqa*Ephi_emqa', ... 'sigma_emqa*Ephi_emqa'}, ... 'Wmav_emqa',{'0.25*real(Hr_emqa*conj(Br_emqa)+Hz_emqa*conj(Bz_emqa))', ... '0.25*real(Hr_emqa*conj(Br_emqa)+Hz_emqa*conj(Bz_emqa))','0.25*real(Hr_emqa*conj(Br_emqa)+Hz_emqa*conj(Bz_emqa))', ... '0.25*real(Hr_emqa*conj(Br_emqa)+Hz_emqa*conj(Bz_emqa))'}, ... 'FLtzr_emqa',{'Jphi_emqa*Bz_emqa','Jphi_emqa*Bz_emqa','Jphi_emqa*Bz_emqa', ... 'Jphi_emqa*Bz_emqa'}, ... 'FLtzz_emqa',{'-Jphi_emqa*Br_emqa','-Jphi_emqa*Br_emqa','-Jphi_emqa*Br_emqa', ... '-Jphi_emqa*Br_emqa'}, ... 'normFLtz_emqa',{'sqrt(abs(FLtzr_emqa)^2+abs(FLtzz_emqa)^2)','sqrt(abs(FLtzr_emqa)^2+abs(FLtzz_emqa)^2)', ... 'sqrt(abs(FLtzr_emqa)^2+abs(FLtzz_emqa)^2)','sqrt(abs(FLtzr_emqa)^2+abs(FLtzz_emqa)^2)'}, ... 'FLtzavr_emqa',{'0.5*Jphi_emqa*conj(Bz_emqa)','0.5*Jphi_emqa*conj(Bz_emqa)', ... '0.5*Jphi_emqa*conj(Bz_emqa)','0.5*Jphi_emqa*conj(Bz_emqa)'}, ... 'FLtzavz_emqa',{'-0.5*Jphi_emqa*conj(Br_emqa)','-0.5*Jphi_emqa*conj(Br_emqa)', ... '-0.5*Jphi_emqa*conj(Br_emqa)','-0.5*Jphi_emqa*conj(Br_emqa)'}, ... 'normFLtzav_emqa',{'sqrt(abs(FLtzavr_emqa)^2+abs(FLtzavz_emqa)^2)', ... 'sqrt(abs(FLtzavr_emqa)^2+abs(FLtzavz_emqa)^2)','sqrt(abs(FLtzavr_emqa)^2+abs(FLtzavz_emqa)^2)', ... 'sqrt(abs(FLtzavr_emqa)^2+abs(FLtzavz_emqa)^2)'}, ... 'Qmav_emqa',{'real(-0.5*j*omega_emqa*(Br_emqa*conj(Hr_emqa)+Bz_emqa*conj(Hz_emqa)))', ... 'real(-0.5*j*omega_emqa*(Br_emqa*conj(Hr_emqa)+Bz_emqa*conj(Hz_emqa)))', ... 'real(-0.5*j*omega_emqa*(Br_emqa*conj(Hr_emqa)+Bz_emqa*conj(Hz_emqa)))', ... 'real(-0.5*j*omega_emqa*(Br_emqa*conj(Hr_emqa)+Bz_emqa*conj(Hz_emqa)))'}, ... 'normM_emqa',{'sqrt(abs(Mr_emqa)^2+abs(Mz_emqa)^2)','sqrt(abs(Mr_emqa)^2+abs(Mz_emqa)^2)', ... 'sqrt(abs(Mr_emqa)^2+abs(Mz_emqa)^2)','sqrt(abs(Mr_emqa)^2+abs(Mz_emqa)^2)'}, ... 'normBr_emqa',{'sqrt(abs(Brr_emqa)^2+abs(Brz_emqa)^2)','sqrt(abs(Brr_emqa)^2+abs(Brz_emqa)^2)', ... 'sqrt(abs(Brr_emqa)^2+abs(Brz_emqa)^2)','sqrt(abs(Brr_emqa)^2+abs(Brz_emqa)^2)'}, ... 'normH_emqa',{'sqrt(abs(Hr_emqa)^2+abs(Hz_emqa)^2)','sqrt(abs(Hr_emqa)^2+abs(Hz_emqa)^2)', ... 'sqrt(abs(Hr_emqa)^2+abs(Hz_emqa)^2)','sqrt(abs(Hr_emqa)^2+abs(Hz_emqa)^2)'}, ... 'normB_emqa',{'sqrt(abs(Br_emqa)^2+abs(Bz_emqa)^2)','sqrt(abs(Br_emqa)^2+abs(Bz_emqa)^2)', ... 'sqrt(abs(Br_emqa)^2+abs(Bz_emqa)^2)','sqrt(abs(Br_emqa)^2+abs(Bz_emqa)^2)'}, ... 'Ephi_emqa',{'-j*omega_emqa*Aphi','-j*omega_emqa*Aphi','-j*omega_emqa*Aphi', ... '-j*omega_emqa*Aphi'}, ... 'normD_emqa',{'abs(Dphi_emqa)','abs(Dphi_emqa)','abs(Dphi_emqa)', ... 'abs(Dphi_emqa)'}, ... 'Jdphi_emqa',{'j*omega_emqa*Dphi_emqa','j*omega_emqa*Dphi_emqa','j*omega_emqa*Dphi_emqa', ... 'j*omega_emqa*Dphi_emqa'}, ... 'Jphi_emqa',{'Jpphi_emqa+Jiphi_emqa+Jdphi_emqa+Jvphi_emqa+Jephi_emqa', ... 'Jpphi_emqa+Jiphi_emqa+Jdphi_emqa+Jvphi_emqa+Jephi_emqa','Jpphi_emqa+Jiphi_emqa+Jdphi_emqa+Jvphi_emqa+Jephi_emqa', ... 'Jpphi_emqa+Jiphi_emqa+Jdphi_emqa+Jvphi_emqa+Jephi_emqa'}, ... 'Weav_emqa',{'0.25*real(Ephi_emqa*conj(Dphi_emqa))','0.25*real(Ephi_emqa*conj(Dphi_emqa))', ... '0.25*real(Ephi_emqa*conj(Dphi_emqa))','0.25*real(Ephi_emqa*conj(Dphi_emqa))'}, ... 'Wav_emqa',{'Wmav_emqa+Weav_emqa','Wmav_emqa+Weav_emqa','Wmav_emqa+Weav_emqa', ... 'Wmav_emqa+Weav_emqa'}, ... 'Qav_emqa',{'0.5*real(Jphi_emqa*(conj(Ephi_emqa)+conj(vz_emqa*Br_emqa-vr_emqa*Bz_emqa)+conj(0.5*Vloop_emqa/(pi*r))))', ... '0.5*real(Jphi_emqa*(conj(Ephi_emqa)+conj(vz_emqa*Br_emqa-vr_emqa*Bz_emqa)+conj(0.5*Vloop_emqa/(pi*r))+conj(Jephi_emqa/sigma_emqa)))', ... '0.5*real(Jphi_emqa*(conj(Ephi_emqa)+conj(vz_emqa*Br_emqa-vr_emqa*Bz_emqa)+conj(0.5*Vloop_emqa/(pi*r))))', ... '0.5*real(Jphi_emqa*(conj(Ephi_emqa)+conj(vz_emqa*Br_emqa-vr_emqa*Bz_emqa)+conj(0.5*Vloop_emqa/(pi*r))+conj(Jephi_emqa/sigma_emqa)))'}, ... 'Porav_emqa',{'0.5*real(Ephi_emqa*conj(Hz_emqa))','0.5*real(Ephi_emqa*conj(Hz_emqa))', ... '0.5*real(Ephi_emqa*conj(Hz_emqa))','0.5*real(Ephi_emqa*conj(Hz_emqa))'}, ... 'Pozav_emqa',{'-0.5*real(Ephi_emqa*conj(Hr_emqa))','-0.5*real(Ephi_emqa*conj(Hr_emqa))', ... '-0.5*real(Ephi_emqa*conj(Hr_emqa))','-0.5*real(Ephi_emqa*conj(Hr_emqa))'}, ... 'normJ_emqa',{'abs(Jphi_emqa)','abs(Jphi_emqa)','abs(Jphi_emqa)', ... 'abs(Jphi_emqa)'}, ... 'Jvphi_emqa',{'sigma_emqa*Evphi_emqa','sigma_emqa*Evphi_emqa','sigma_emqa*Evphi_emqa', ... 'sigma_emqa*Evphi_emqa'}, ... 'Evphi_emqa',{'vz_emqa*Br_emqa-vr_emqa*Bz_emqa','vz_emqa*Br_emqa-vr_emqa*Bz_emqa', ... 'vz_emqa*Br_emqa-vr_emqa*Bz_emqa','vz_emqa*Br_emqa-vr_emqa*Bz_emqa'}, ... 'normEv_emqa',{'abs(Evphi_emqa)','abs(Evphi_emqa)','abs(Evphi_emqa)', ... 'abs(Evphi_emqa)'}, ... 'normv_emqa',{'sqrt(abs(vr_emqa)^2+abs(vz_emqa)^2)','sqrt(abs(vr_emqa)^2+abs(vz_emqa)^2)', ... 'sqrt(abs(vr_emqa)^2+abs(vz_emqa)^2)','sqrt(abs(vr_emqa)^2+abs(vz_emqa)^2)'}, ... 'normPoav_emqa',{'sqrt(abs(Porav_emqa)^2+abs(Pozav_emqa)^2)','sqrt(abs(Porav_emqa)^2+abs(Pozav_emqa)^2)', ... 'sqrt(abs(Porav_emqa)^2+abs(Pozav_emqa)^2)','sqrt(abs(Porav_emqa)^2+abs(Pozav_emqa)^2)'},'Pphi_emqa',{'Dphi_emqa-epsilon0_emqa*Ephi_emqa','Dphi_emqa-epsilon0_emqa*Ephi_emqa', ... 'Dphi_emqa-epsilon0_emqa*Ephi_emqa','Dphi_emqa-epsilon0_emqa*Ephi_emqa'}, ... 'Drphi_emqa',{'0','0','0','0'}, ... 'normfH_emqa',{'normB_emqa/mu0_emqa','normB_emqa/mu0_emqa','normB_emqa/mu0_emqa', ... 'normB_emqa/mu0_emqa'}, ... 'epsilonr_emqa',{'1','1','1','1'}, ... 'sigma_emqa',{'0','sigCyl','0','sigCoil'}, ... 'Jephi_emqa',{'0','0','0','J0*exp(j*phase)'}, ... 'Vloop_emqa',{'0','0','0','0'}, ... 'dr_emqa',{'0','0','0','0'}, ... 'R0_emqa',{'0','0','0','0'}, ... 'ispml_emqa',{'0','0','0','0'}, ... 'srcpntr_emqa',{'0','0','0','0'}, ... 'srcpntz_emqa',{'0','0','0','0'}, ... 'userr_emqa',{'0','0','0','0'}, ... 'userz_emqa',{'0','0','0','0'}, ... 'Sdr_emqa',{'Sdr_guess_emqa','Sdr_guess_emqa','Sdr_guess_emqa','Sdr_guess_emqa'}, ... 'Sdz_emqa',{'Sdz_guess_emqa','Sdz_guess_emqa','Sdz_guess_emqa','Sdz_guess_emqa'}, ... 'S0r_emqa',{'S0r_guess_emqa','S0r_guess_emqa','S0r_guess_emqa','S0r_guess_emqa'}, ... 'S0z_emqa',{'S0z_guess_emqa','S0z_guess_emqa','S0z_guess_emqa','S0z_guess_emqa'}, ... 'SRcoord_emqa',{'','','',''}, ... 'rCylr_emqa',{'','','',''}, ... 'rCylz_emqa',{'','','',''}, ... 'detJ_emqa',{'1','1','1','1'}, ... 'Jrr_emqa',{'1','1','1','1'}, ... 'invJrr_emqa',{'1','1','1','1'}, ... 'Jrz_emqa',{'0','0','0','0'}, ... 'invJrz_emqa',{'0','0','0','0'}, ... 'Jzr_emqa',{'0','0','0','0'}, ... 'invJzr_emqa',{'0','0','0','0'}, ... 'Jzz_emqa',{'1','1','1','1'}, ... 'invJzz_emqa',{'1','1','1','1'}, ... 'depAphi_emqa',{'Aphi','Aphi','Aphi','Aphi'}, ... 'epsilonrphiphi_emqa',{'epsilonr_emqa','epsilonr_emqa','epsilonr_emqa', ... 'epsilonr_emqa'}, ... 'mur_emqa',{'murrr_emqa','murrr_emqa','murrr_emqa','murrr_emqa'}, ... 'Mr_emqa',{'Br_emqa/mu0_emqa-Hr_emqa','Br_emqa/mu0_emqa-Hr_emqa', ... 'Br_emqa/mu0_emqa-Hr_emqa','Br_emqa/mu0_emqa-Hr_emqa'}, ... 'Brr_emqa',{'0','0','0','0'}, ... 'Mz_emqa',{'Bz_emqa/mu0_emqa-Hz_emqa','Bz_emqa/mu0_emqa-Hz_emqa', ... 'Bz_emqa/mu0_emqa-Hz_emqa','Bz_emqa/mu0_emqa-Hz_emqa'}, ... 'Brz_emqa',{'0','0','0','0'}, ... 'murrr_emqa',{'1','1','48','1'}, ... 'murrz_emqa',{'0','0','0','0'}, ... 'murzr_emqa',{'0','0','0','0'}, ... 'murzz_emqa',{'1','1','48','1'}, ... 'murinvrr_emqa',{'1/mur_emqa','1/mur_emqa','1/mur_emqa','1/mur_emqa'}, ... 'murinvrz_emqa',{'0','0','0','0'}, ... 'murinvzr_emqa',{'0','0','0','0'}, ... 'murinvzz_emqa',{'1/mur_emqa','1/mur_emqa','1/mur_emqa','1/mur_emqa'}, ... 'vr_emqa',{'0','0','0','0'}, ... 'vz_emqa',{'0','0','0','0'}}; equ.expr = {}; equ.bnd.weak = {{'0'}}; equ.bnd.gporder = {{1}}; equ.bnd.ind = [1,1,1,1]; equ.bnd.var = {}; equ.bnd.expr = {}; equ.lock = [0,0,0,0]; equ.mlock = {[0,0,0,0]}; xfem.equ = equ; clear bnd bnd.weak = {{'0'},{'0'}}; bnd.dweak = {{'0'},{'0'}}; bnd.constr = {{'-Aphi'},{'0'}}; bnd.constrf = {{'test(-Aphi)'},{'0'}}; bnd.q = {{'0'},{'0'}}; bnd.h = {{'0'},{'0'}}; bnd.g = {{'0'},{'0'}}; bnd.r = {{'0'},{'0'}}; bnd.shape = {[1],[1]}; bnd.sshape = {[1],[1]}; bnd.sshapedim = {{1},{1}}; bnd.gporder = {{1},{1}}; bnd.cporder = {{1},{1}}; bnd.init = {{''},{''}}; bnd.dinit = {{''},{''}}; bnd.ind = [1,1,1,2,1,2,1,2,1,2,1,2,2,2,2,2,2,2,1]; bnd.dim = {'Aphi'}; bnd.var = {'dVolbnd_emqa',{'Sr_emqa','Sr_emqa'}, ... 'murbnd_emqa',{'murbndrr_emqa','murbndrr_emqa'}, ... 'Jsphi_emqa',{'-unr*(Hz_emqa_down-Hz_emqa_up)+unz*(Hr_emqa_down-Hr_emqa_up)', ... '-unr*(Hz_emqa_down-Hz_emqa_up)+unz*(Hr_emqa_down-Hr_emqa_up)'}, ... 'Qsav_emqa',{'0.5*real(Jsphi_emqa*conj(Ephi_emqa))','0.5*real(Jsphi_emqa*conj(Ephi_emqa))'}, ... 'nPoav_emqa',{'nr_emqa*Porav_emqa+nz_emqa*Pozav_emqa','nr_emqa*Porav_emqa+nz_emqa*Pozav_emqa'}, ... 'unTrav_emqa',{'real(-0.25*(Br_emqa_up*conj(Hr_emqa_up)+Bz_emqa_up*conj(Hz_emqa_up))*dnr+0.5*(dnr*Hr_emqa_up+dnz*Hz_emqa_up)*conj(Br_emqa_up))', ... 'real(-0.25*(Br_emqa_up*conj(Hr_emqa_up)+Bz_emqa_up*conj(Hz_emqa_up))*dnr+0.5*(dnr*Hr_emqa_up+dnz*Hz_emqa_up)*conj(Br_emqa_up))'}, ... 'dnTrav_emqa',{'real(-0.25*(Br_emqa_down*conj(Hr_emqa_down)+Bz_emqa_down*conj(Hz_emqa_down))*unr+0.5*(unr*Hr_emqa_down+unz*Hz_emqa_down)*conj(Br_emqa_down))', ... 'real(-0.25*(Br_emqa_down*conj(Hr_emqa_down)+Bz_emqa_down*conj(Hz_emqa_down))*unr+0.5*(unr*Hr_emqa_down+unz*Hz_emqa_down)*conj(Br_emqa_down))'}, ... 'unTzav_emqa',{'real(-0.25*(Br_emqa_up*conj(Hr_emqa_up)+Bz_emqa_up*conj(Hz_emqa_up))*dnz+0.5*(dnr*Hr_emqa_up+dnz*Hz_emqa_up)*conj(Bz_emqa_up))', ... 'real(-0.25*(Br_emqa_up*conj(Hr_emqa_up)+Bz_emqa_up*conj(Hz_emqa_up))*dnz+0.5*(dnr*Hr_emqa_up+dnz*Hz_emqa_up)*conj(Bz_emqa_up))'}, ... 'dnTzav_emqa',{'real(-0.25*(Br_emqa_down*conj(Hr_emqa_down)+Bz_emqa_down*conj(Hz_emqa_down))*unz+0.5*(unr*Hr_emqa_down+unz*Hz_emqa_down)*conj(Bz_emqa_down))', ... 'real(-0.25*(Br_emqa_down*conj(Hr_emqa_down)+Bz_emqa_down*conj(Hz_emqa_down))*unz+0.5*(unr*Hr_emqa_down+unz*Hz_emqa_down)*conj(Bz_emqa_down))'}, ... 'FsLtzr_emqa',{'Jsphi_emqa*Bz_emqa','Jsphi_emqa*Bz_emqa'}, ... 'FsLtzz_emqa',{'-Jsphi_emqa*Br_emqa','-Jsphi_emqa*Br_emqa'}, ... 'normFsLtz_emqa',{'sqrt(abs(FsLtzr_emqa)^2+abs(FsLtzz_emqa)^2)','sqrt(abs(FsLtzr_emqa)^2+abs(FsLtzz_emqa)^2)'}, ... 'FsLtzavr_emqa',{'0.5*Jsphi_emqa*conj(Bz_emqa)','0.5*Jsphi_emqa*conj(Bz_emqa)'}, ... 'FsLtzavz_emqa',{'-0.5*Jsphi_emqa*conj(Br_emqa)','-0.5*Jsphi_emqa*conj(Br_emqa)'}, ... 'normFsLtzav_emqa',{'sqrt(abs(FsLtzavr_emqa)^2+abs(FsLtzavz_emqa)^2)', ... 'sqrt(abs(FsLtzavr_emqa)^2+abs(FsLtzavz_emqa)^2)'},'Js0phi_emqa',{'0','0'}, ... 'A0phi_emqa',{'0','0'}, ... 'murext_emqa',{'1','1'}, ... 'epsilonrbnd_emqa',{'1','1'}, ... 'sigmabnd_emqa',{'0','0'}, ... 'eta_emqa',{'1','1'}, ... 'Esphi_emqa',{'0','0'}, ... 'd_emqa',{'0','0'}, ... 'index_emqa',{'0','0'}, ... 'nr_emqa',{'nr','nr'}, ... 'nz_emqa',{'nz','nz'}, ... 'murbndrr_emqa',{'1','1'}, ... 'murbndrz_emqa',{'0','0'}, ... 'murbndzr_emqa',{'0','0'}, ... 'murbndzz_emqa',{'1','1'}, ... 'H0r_emqa',{'0','0'}, ... 'H0z_emqa',{'0','0'}}; bnd.expr = {}; bnd.lock = [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]; bnd.mlock = {[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]}; xfem.bnd = bnd; clear pnt pnt.weak = {{'0'}}; pnt.dweak = {{'0'}}; pnt.constr = {{'0'}}; pnt.constrf = {{'0'}}; pnt.shape = {[1]}; pnt.sshape = {[1]}; pnt.sshapedim = {{1}}; pnt.init = {{''}}; pnt.dinit = {{''}}; pnt.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]; pnt.dim = {'Aphi'}; pnt.var = {'I0_emqa',{'0'}}; pnt.expr = {}; pnt.lock = [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]}; xfem.pnt = pnt; xfem.var = {'epsilon0_emqa','8.854187817000001e-012','mu0_emqa','4e-007*pi','nu_emqa','100','omega_emqa','2*pi*nu_emqa','jomega_emqa','j*omega_emqa'}; xfem.expr = {}; clear elemmph clear elem elem.elem = 'elcplextr'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{'dVol_emqa'}}; equ.map = {{'1'}}; equ.ind = {{'1','2','3','4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); clear pnt pnt.map = {{'1'}}; pnt.ind = {{'1','2','3','4','5','6','7','8','9','10','11','12','13', ... '14','15','16'}}; geomdim{1} = {pnt,{},{}}; elem.geomdim = geomdim; elem.var = {'dVol_emqa'}; map = cell(1,1); clear submap submap.type = 'local'; submap.expr = {'r','z'}; map{1} = submap; elem.map = map; elemmph{1} = 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{2} = 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{3} = 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{4} = elem; xfem.elemmph = elemmph; clear elemcpl clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; xfem.elemcpl = elemcpl; clear draw draw.p.objs = {}; draw.p.name = {}; draw.c.objs = {}; draw.c.name = {}; draw.s.objs = {flbinary('g7','draw','Eddy Current.mph'),flbinary('g11','draw','Eddy Current.mph'),flbinary('g12','draw','Eddy Current.mph'),flbinary('g14','draw','Eddy Current.mph')}; draw.s.name = {'R3','R4','R2','R1'}; xfem.draw = draw; xfem.const = {'sigCoil','5.998e7[S/m]','sigCyl','3.7e7[S/m]','I0','170[mA]','diam','0.22[mm]','circ','pi*diam','area','pi*(diam/2)^2','J0','(I0/area)','Js0','(I0/circ)','RadBobbin','7.5[mm]'}; xfem.globalexpr = {'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)', ... 'VoltageGLOBAL','abs(voltage)', ... 'CurrentGLOBAL','abs(I_tot)'}; clear fcns xfem.functions = {}; clear descr descr.const= {'sigCoil','Conductivity in coil (Copper)','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','sigCyl','Conductivity in cylinder (Aluminium)','diam','Coil diameter','Js0','Surface current of coil (accounting for all turns)','RadBobbin','radius of the bobbin upon which coil is wound'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; xfem.descr = descr; xfem.sol = flbinary('xfem','solution','Eddy Current.mph'); xfem.xmcases = [0]; xfem.mcases = [0]; flbinary clear; xfem.rulingmode = 'emqa'; xfem.solform = 'weak'; clear ode clear units; units.basesystem = 'SI'; ode.units = units; xfem.ode=ode; uq~ t-gui.solvemodel.toutcomp='on'; gui.solvemodel.currsolver='parametric'; gui.solvemodel.solveroption=''; gui.solvemodel.postsolver='parametric'; gui.solvemodel.nonlin='auto'; gui.solvemodel.ntol='1.0E-6'; gui.solvemodel.maxiter='25'; gui.solvemodel.segterm='tol'; gui.solvemodel.maxsegiter='100'; gui.solvemodel.segiter='1'; gui.solvemodel.manualdamp='off'; gui.solvemodel.damping='on'; 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='0.0010'; gui.solvemodel.augmaxiter='25'; gui.solvemodel.augsolver='lumped'; gui.solvemodel.nlsolver='automatic'; gui.solvemodel.timenonlin='auto'; gui.solvemodel.useratelimit='on'; gui.solvemodel.timentolfact='1'; gui.solvemodel.timemaxiter='4'; gui.solvemodel.timesegterm='tol'; gui.solvemodel.timemaxsegiter='10'; gui.solvemodel.timesegiter='1'; gui.solvemodel.timemanualdamp='off'; gui.solvemodel.timedtech='const'; gui.solvemodel.timedamp='1.0'; gui.solvemodel.timejtech='minimal'; gui.solvemodel.timeinitstep='1.0'; gui.solvemodel.timeminstep='1.0E-2'; gui.solvemodel.timerstep='10.0'; 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.odesolver='bdf_ida'; gui.solvemodel.timestep='0.01'; gui.solvemodel.incrdelay='off'; gui.solvemodel.incrdelaysteps='15'; 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.maxstepauto='on'; gui.solvemodel.initialstepauto='on'; gui.solvemodel.initialstep='0.0010'; gui.solvemodel.maxorder='5'; gui.solvemodel.minorder='1'; gui.solvemodel.maxstep='1.0'; gui.solvemodel.rhoinf='0.75'; gui.solvemodel.predictor='linear'; gui.solvemodel.timeusestopcond='off'; gui.solvemodel.paramusestopcond='off'; gui.solvemodel.paramstopcond=''; 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='nu_emqa'; gui.solvemodel.plist='50000:20000:200000'; gui.solvemodel.pdistrib='off'; 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='1000'; gui.solvemodel.blocksizeauto='on'; 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.eefun='l2'; gui.solvemodel.eefunc=''; gui.solvemodel.maxt='10000000'; gui.solvemodel.rmethod='longest'; gui.solvemodel.resmethod='weak'; gui.solvemodel.resorderauto='on'; gui.solvemodel.resorder='0'; gui.solvemodel.l2scale='1'; gui.solvemodel.l2staborder='2'; gui.solvemodel.eigselect='1'; gui.solvemodel.tpfun='fltpft'; gui.solvemodel.ngen='2'; gui.solvemodel.tpmult='1.7'; gui.solvemodel.tpworst='0.5'; gui.solvemodel.tpfract='0.5'; gui.solvemodel.autosolver='on'; gui.solvemodel.varcomp=''; gui.solvemodel.oldvarcomp=''; gui.solvemodel.manualhessupd='off'; gui.solvemodel.manuallimitexpr='off'; gui.solvemodel.designsolver='sensitivity'; gui.solvemodel.sensmethod='adjoint'; gui.solvemodel.sensfunc=''; gui.solvemodel.sensfuncauto='on'; gui.solvemodel.qpsolver='cholesky'; gui.solvemodel.gradient='analytic'; gui.solvemodel.limitexpr=''; gui.solvemodel.nsolvemax='500'; gui.solvemodel.hessupd='10'; gui.solvemodel.opttol='1.0e-6'; gui.solvemodel.feastol='1.0e-6'; gui.solvemodel.majfeastol='1.0e-6'; gui.solvemodel.funcprec='1.0e-6'; gui.solvemodel.callblevel=''; gui.solvemodel.callblevelshow=''; gui.solvemodel.callbfreq=''; gui.solvemodel.callbackrough='0'; gui.solvemodel.callbclose='off'; gui.solvemodel.solcomp='Aphi'; gui.solvemodel.outcomp='Aphi'; gui.solvemodel.reacf='on'; 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='nd'; gui.solvemodel.linsolvernode.preroworder='on'; gui.solvemodel.linsolvernode.pivotstrategy='off'; gui.solvemodel.linsolvernode.pardreorder='nd'; gui.solvemodel.linsolvernode.pardrreorder='on'; gui.solvemodel.linsolvernode.pivotperturb='1.0E-8'; gui.solvemodel.linsolvernode.errorchk='on'; gui.solvemodel.linsolvernode.errorchkd='off'; gui.solvemodel.linsolvernode.termination='tol'; 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.prefuntype='left'; gui.solvemodel.linsolvernode.prefuntype2='right'; gui.solvemodel.linsolvernode.iluiter='1'; 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='512.0'; 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.vankablocked='on'; gui.solvemodel.linsolvernode.sorblocked='on'; gui.solvemodel.linsolvernode.sorvecdof=''; 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.solversegmodel.seggrps{1}.segcomp='Aphi'; gui.solvemodel.solversegmodel.seggrps{1}.ntol='1e-3'; gui.solvemodel.solversegmodel.seggrps{1}.timentol='1'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.currlinsolver='umfpack'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.type='linsolver'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.droptol='0.0'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.thresh='0.1'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.umfalloc='0.7'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.preorder='nd'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.preroworder='on'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.pivotstrategy='off'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.pardreorder='nd'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.pardrreorder='on'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.pivotperturb='1.0E-8'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.errorchk='on'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.errorchkd='off'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.termination='tol'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.iter='2'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.itol='1.0E-6'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.rhob='400.0'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.maxlinit='10000'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.prefuntype='left'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.prefuntype2='right'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.iluiter='1'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.itrestart='50'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.seconditer='1'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.relax='1.0'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.amgauto='3'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.mglevels='6'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.mgcycle='v'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.maxcoarsedof='5000'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.oocmemory='512.0'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.oocfilename=''; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.modified='off'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.fillratio='2.0'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.respectpattern='on'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.droptype='droptol'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.vankavars=''; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.vankasolv='gmres'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.vankatol='0.02'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.vankarestart='100'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.vankarelax='0.8'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.vankablocked='on'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.sorblocked='on'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.sorvecdof=''; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.mgauto='shape'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.rmethod='regular'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.coarseassem='on'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.meshscale='2'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.mgautolevels='2'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.mgkeep='off'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.mggeom='Geom1'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.mcase0='on'; gui.solvemodel.solversegmodel.seggrps{1}.linsolvernode.mgassem0='on'; gui.solvemodel.solversegmodel.segsteps{1}.segorder='1'; gui.solvemodel.solversegmodel.segsteps{1}.subterm='iter'; gui.solvemodel.solversegmodel.segsteps{1}.subdamp='0.5'; gui.solvemodel.solversegmodel.segsteps{1}.timesubdamp='1'; gui.solvemodel.solversegmodel.segsteps{1}.subiter='1'; gui.solvemodel.solversegmodel.segsteps{1}.maxsubiter='20'; gui.solvemodel.solversegmodel.segsteps{1}.timemaxsubiter='10'; gui.solvemodel.solversegmodel.segsteps{1}.subntol='1.0E-2'; gui.solvemodel.solversegmodel.segsteps{1}.subntolfact='1'; gui.solvemodel.solversegmodel.segsteps{1}.subdtech='const'; gui.solvemodel.solversegmodel.segsteps{1}.submandamp='off'; gui.solvemodel.solversegmodel.segsteps{1}.subinitstep='1.0'; gui.solvemodel.solversegmodel.segsteps{1}.subminstep='1.0E-4'; gui.solvemodel.solversegmodel.segsteps{1}.timesubminstep='1.0E-2'; gui.solvemodel.solversegmodel.segsteps{1}.subrstep='10.0'; gui.solvemodel.solversegmodel.segsteps{1}.timesubjtech='minimal'; gui.solvemodel.solversegmodel.segsteps{1}.subjtech='onevery'; gui.solvemodel.solversegmodel.manualsteps='off'; gui.solvemodel.solversegmodel.llimitdof=''; gui.solvemodel.solversegmodel.llimitval=''; gui.solvemodel.paramsweep.pname=''; gui.solvemodel.paramsweep.plist=''; gui.solvemodel.paramsweep.pdistrib='off'; gui.solvemodel.paramsweep.savefiles='off'; gui.solvemodel.paramsweep.varnames=''; gui.solvemodel.paramsweep.logfile=''; gui.solvemodel.defaults.emqa_toutcomp='on'; gui.solvemodel.defaults.toutcomp='on'; gui.solvemodel.solverplot{1}.name='inductance'; gui.solvemodel.solverplot{1}.type='global'; gui.solvemodel.solverplot{1}.data={'inductance'}; gui.solvemodel.solverplot{1}.phase='0'; gui.solvemodel.solverplot{1}.autotitle='on'; gui.solvemodel.solverplot{1}.customtitle=''; gui.solvemodel.solverplot{1}.autolabelx='on'; gui.solvemodel.solverplot{1}.customlabelx=''; gui.solvemodel.solverplot{1}.autolabely='on'; gui.solvemodel.solverplot{1}.customlabely=''; gui.solvemodel.solverplot{1}.axistype={'lin','lin'}; gui.solvemodel.solverplot{1}.xmin='0'; gui.solvemodel.solverplot{1}.xmax='1'; gui.solvemodel.solverplot{1}.ymin='0'; gui.solvemodel.solverplot{1}.ymax='1'; gui.solvemodel.solverplot{1}.axismanual='off'; gui.registry.general_currentmodel='Geom1'; gui.registry.general_currmeshcase='0'; gui.registry.general_savedonserver='off'; gui.registry.general_savedchanges='on'; gui.registry.general_rulingmode=''; gui.registry.general_incompletemfilehistory='off'; gui.registry.saved_license='123456789'; gui.registry.saved_version='COMSOL 3.5.0.494'; gui.registry.info_modelname='Eddy Currents'; gui.registry.info_author='COMSOL'; gui.registry.info_company='COMSOL'; gui.registry.info_department=''; gui.registry.info_reference='Copyright (c) 1994-2008 by COMSOL AB'; gui.registry.info_url='www.comsol.com'; gui.registry.info_saveddate='1267030726338'; gui.registry.info_creationdate='1218837731091'; gui.registry.info_modelresult=''; gui.registry.spice_netlist=''; gui.registry.spice_forceac='off'; 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='post'; gui.flmodel{1}.currappl='0'; gui.flmodel{1}.axis.xmin='-0.16373395291121162'; 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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='1.0E-6'; 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='100.0'; gui.flmodel{1}.registry.render_mesh='off'; 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='5'; gui.flmodel{1}.meshparam.usehauto='on'; gui.flmodel{1}.meshparam.hmax=''; gui.flmodel{1}.meshparam.hmaxfact='1'; gui.flmodel{1}.meshparam.hcurve='0.3'; gui.flmodel{1}.meshparam.hgrad='1.3'; gui.flmodel{1}.meshparam.hcutoff='0.001'; gui.flmodel{1}.meshparam.hnarrow='1'; gui.flmodel{1}.meshparam.hpnt='10'; gui.flmodel{1}.meshparam.xscale='1.0'; gui.flmodel{1}.meshparam.yscale='1.0'; gui.flmodel{1}.meshparam.jiggle='on'; gui.flmodel{1}.meshparam.mcase='0'; gui.flmodel{1}.meshparam.rmethod='regular'; gui.flmodel{1}.meshparam.hmaxvtx={'','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hgradvtx={'','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hmaxedg={'','','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hcutoffedg={'','','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hcurveedg={'','','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hgradedg={'','','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hgradsub={'','','',''}; gui.flmodel{1}.meshparam.methodsub={'triaf','triaf','triaf','triaf'}; gui.flmodel{1}.meshparam.hmaxsub={'','','',''}; gui.flmodel{1}.postmodel.postplot.triplot='on'; gui.flmodel{1}.postmodel.postplot.tridata={'Ephi_emqa'}; gui.flmodel{1}.postmodel.postplot.trirangeauto='on'; gui.flmodel{1}.postmodel.postplot.trirangemin='-0.11522415612610003'; gui.flmodel{1}.postmodel.postplot.trirangemax='9.951591689797989E-5'; gui.flmodel{1}.postmodel.postplot.tricont='on'; gui.flmodel{1}.postmodel.postplot.trirecover='off'; gui.flmodel{1}.postmodel.postplot.triunit='V/m'; gui.flmodel{1}.postmodel.postplot.triheightdata={'normB_emqa'}; gui.flmodel{1}.postmodel.postplot.triheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.triheightunit='T'; gui.flmodel{1}.postmodel.postplot.trimap='jet'; gui.flmodel{1}.postmodel.postplot.trimapreverse='off'; 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.contplot='off'; gui.flmodel{1}.postmodel.postplot.contdata={'normB_emqa'}; gui.flmodel{1}.postmodel.postplot.contcont='on'; gui.flmodel{1}.postmodel.postplot.contrecover='off'; gui.flmodel{1}.postmodel.postplot.contunit='T'; gui.flmodel{1}.postmodel.postplot.contheightdata={'normB_emqa'}; gui.flmodel{1}.postmodel.postplot.contheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.contheightunit='T'; gui.flmodel{1}.postmodel.postplot.contcolordata={'normB_emqa'}; gui.flmodel{1}.postmodel.postplot.contcolorrangeauto='on'; gui.flmodel{1}.postmodel.postplot.contcolorrangemin=''; gui.flmodel{1}.postmodel.postplot.contcolorrangemax=''; gui.flmodel{1}.postmodel.postplot.contcolordatacheck='off'; gui.flmodel{1}.postmodel.postplot.contcolorunit='T'; gui.flmodel{1}.postmodel.postplot.contmap='jet'; gui.flmodel{1}.postmodel.postplot.contmapreverse='off'; gui.flmodel{1}.postmodel.postplot.contbar='on'; gui.flmodel{1}.postmodel.postplot.contusemap='on'; gui.flmodel{1}.postmodel.postplot.contcolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.contlevels='20'; gui.flmodel{1}.postmodel.postplot.contvectorlevels=''; gui.flmodel{1}.postmodel.postplot.contisvector='off'; gui.flmodel{1}.postmodel.postplot.contlabel='off'; gui.flmodel{1}.postmodel.postplot.contfill='off'; gui.flmodel{1}.postmodel.postplot.linplot='off'; gui.flmodel{1}.postmodel.postplot.lindata={'Aphi'}; 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.linrecover='off'; gui.flmodel{1}.postmodel.postplot.linunit='Wb/m'; gui.flmodel{1}.postmodel.postplot.linheightdata={'Aphi'}; gui.flmodel{1}.postmodel.postplot.linheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.linheightunit='Wb/m'; gui.flmodel{1}.postmodel.postplot.linmap='jet'; gui.flmodel{1}.postmodel.postplot.linmapreverse='off'; 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={'Hr_emqa','Hz_emqa'}; gui.flmodel{1}.postmodel.postplot.arrowrecover='off'; gui.flmodel{1}.postmodel.postplot.arrowunit='A/m'; gui.flmodel{1}.postmodel.postplot.arrowbnddata={'',''}; gui.flmodel{1}.postmodel.postplot.arrowbndrecover='off'; gui.flmodel{1}.postmodel.postplot.arrowheightdata={'normB_emqa'}; gui.flmodel{1}.postmodel.postplot.arrowheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.arrowheightunit='T'; gui.flmodel{1}.postmodel.postplot.arrowxspacing='15'; gui.flmodel{1}.postmodel.postplot.arrowxvectorspacing=''; gui.flmodel{1}.postmodel.postplot.arrowxisvector='off'; gui.flmodel{1}.postmodel.postplot.arrowyspacing='15'; gui.flmodel{1}.postmodel.postplot.arrowyvectorspacing=''; gui.flmodel{1}.postmodel.postplot.arrowyisvector='off'; gui.flmodel{1}.postmodel.postplot.arrowtype='arrow'; 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.princdata={'','','','','','','','','','','',''}; gui.flmodel{1}.postmodel.postplot.princrecover='off'; gui.flmodel{1}.postmodel.postplot.princheightdata={'normB_emqa'}; gui.flmodel{1}.postmodel.postplot.princheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.princheightunit='T'; gui.flmodel{1}.postmodel.postplot.princxspacing='8'; gui.flmodel{1}.postmodel.postplot.princxvectorspacing=''; gui.flmodel{1}.postmodel.postplot.princxisvector='off'; gui.flmodel{1}.postmodel.postplot.princyspacing='8'; gui.flmodel{1}.postmodel.postplot.princyvectorspacing=''; gui.flmodel{1}.postmodel.postplot.princyisvector='off'; gui.flmodel{1}.postmodel.postplot.princtype='arrow'; 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={'Br_emqa','Bz_emqa'}; gui.flmodel{1}.postmodel.postplot.flowunit='T'; gui.flmodel{1}.postmodel.postplot.flowuseexpression='off'; gui.flmodel{1}.postmodel.postplot.flowcolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.flowcolordata={'normB_emqa'}; gui.flmodel{1}.postmodel.postplot.flowcolorunit='T'; gui.flmodel{1}.postmodel.postplot.flowmap='jet'; gui.flmodel{1}.postmodel.postplot.flowmapreverse='off'; gui.flmodel{1}.postmodel.postplot.flowbar='on'; gui.flmodel{1}.postmodel.postplot.flowheightdata={'normB_emqa'}; gui.flmodel{1}.postmodel.postplot.flowheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.flowheightunit='T'; 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.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='0.05'; gui.flmodel{1}.postmodel.postplot.flowlinesvel='20'; gui.flmodel{1}.postmodel.postplot.flowseedmanual='off'; gui.flmodel{1}.postmodel.postplot.flowseed1=''; gui.flmodel{1}.postmodel.postplot.flowseed2=''; 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='emforce_emqa'; gui.flmodel{1}.postmodel.postplot.partforceparam0='charge,partq,-1.602e-19'; gui.flmodel{1}.postmodel.postplot.partmass='9.1095e-31'; gui.flmodel{1}.postmodel.postplot.partforce={'partq*partv*Bz_emqa','partq*(Ephi_emqa+partw*Br_emqa-partu*Bz_emqa)','-partq*partv*Br_emqa'}; gui.flmodel{1}.postmodel.postplot.part_massless_flowdata={'Hr_emqa','Hz_emqa'}; gui.flmodel{1}.postmodel.postplot.part_massless_flowunit='A/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.partstartptssel='partstart_explicit'; gui.flmodel{1}.postmodel.postplot.partstartdl=''; gui.flmodel{1}.postmodel.postplot.partstartedim1levels='10'; gui.flmodel{1}.postmodel.postplot.partstartedim1vectorlevels=''; gui.flmodel{1}.postmodel.postplot.partstartedim1isvector='off'; gui.flmodel{1}.postmodel.postplot.explicitcoord={'0','0'}; gui.flmodel{1}.postmodel.postplot.partuseexpression='off'; gui.flmodel{1}.postmodel.postplot.partcolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.partcolordata={'normB_emqa'}; gui.flmodel{1}.postmodel.postplot.partcolorunit='T'; gui.flmodel{1}.postmodel.postplot.partmap='jet'; gui.flmodel{1}.postmodel.postplot.partmapreverse='off'; 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.partmasslessrtol='0.001'; gui.flmodel{1}.postmodel.postplot.partmasslessatolmanual='off'; gui.flmodel{1}.postmodel.postplot.partmasslessatol={''}; gui.flmodel{1}.postmodel.postplot.partmasslessatolexpanded={''}; 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.partatolexpanded={'',''}; 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={'normB_emqa'}; gui.flmodel{1}.postmodel.postplot.maxminsubrecover='off'; gui.flmodel{1}.postmodel.postplot.maxminsubdatacheck='on'; gui.flmodel{1}.postmodel.postplot.maxminsubunit='T'; gui.flmodel{1}.postmodel.postplot.maxminbnddata={'Aphi'}; gui.flmodel{1}.postmodel.postplot.maxminbndrecover='off'; gui.flmodel{1}.postmodel.postplot.maxminbnddatacheck='off'; gui.flmodel{1}.postmodel.postplot.maxminbndunit='Wb/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='2'; gui.flmodel{1}.postmodel.postplot.geomnum={'Geom1'}; gui.flmodel{1}.postmodel.postplot.phase='0'; gui.flmodel{1}.postmodel.postplot.solnum='7'; 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.complexfun='on'; gui.flmodel{1}.postmodel.postplot.matherr='off'; gui.flmodel{1}.postmodel.postplot.deformplot='off'; gui.flmodel{1}.postmodel.postplot.deformsub='on'; gui.flmodel{1}.postmodel.postplot.deformbnd='on'; gui.flmodel{1}.postmodel.postplot.deformsubdata={'Hr_emqa','Hz_emqa'}; gui.flmodel{1}.postmodel.postplot.deformsubunit='A/m'; gui.flmodel{1}.postmodel.postplot.deformbnddata={'',''}; gui.flmodel{1}.postmodel.postplot.deformautoscale='on'; gui.flmodel{1}.postmodel.postplot.deformscale='1'; gui.flmodel{1}.postmodel.postplot.animate_solnum='0,1,2,3,4,5,6,7'; gui.flmodel{1}.postmodel.postplot.animate_selectvia='stored'; gui.flmodel{1}.postmodel.postplot.outputtype='moviefile'; 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}.intrecover='off'; gui.flmodel{1}.postmodel.intdata{1}.phase='0'; gui.flmodel{1}.postmodel.intdata{1}.solnum='7'; gui.flmodel{1}.postmodel.intdata{1}.selectvia='stored'; gui.flmodel{1}.postmodel.intdata{2}.multiplyexpr='off'; gui.flmodel{1}.postmodel.intdata{2}.method='auto'; gui.flmodel{1}.postmodel.intdata{2}.order='4'; gui.flmodel{1}.postmodel.intdata{2}.autoorder='on'; gui.flmodel{1}.postmodel.intdata{2}.intdata={'Aphi'}; gui.flmodel{1}.postmodel.intdata{2}.intrecover='off'; gui.flmodel{1}.postmodel.intdata{2}.intunit='Wb'; gui.flmodel{1}.postmodel.intdata{2}.phase='0'; gui.flmodel{1}.postmodel.intdata{2}.solnum='7'; gui.flmodel{1}.postmodel.intdata{2}.selectvia='stored'; gui.flmodel{1}.postmodel.intdata{3}.multiplyexpr='off'; gui.flmodel{1}.postmodel.intdata{3}.method='auto'; gui.flmodel{1}.postmodel.intdata{3}.order='4'; gui.flmodel{1}.postmodel.intdata{3}.autoorder='on'; gui.flmodel{1}.postmodel.intdata{3}.intdata={'normB_emqa'}; gui.flmodel{1}.postmodel.intdata{3}.intrecover='off'; gui.flmodel{1}.postmodel.intdata{3}.intunit='Wb'; gui.flmodel{1}.postmodel.intdata{3}.phase='0'; gui.flmodel{1}.postmodel.intdata{3}.solnum='7'; gui.flmodel{1}.postmodel.intdata{3}.selectvia='stored'; gui.flmodel{1}.postmodel.domainplot.colordata={'normB_emqa'}; 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.colorrecover='off'; gui.flmodel{1}.postmodel.domainplot.colorunit='T'; gui.flmodel{1}.postmodel.domainplot.surfacesurfacemap='jet'; gui.flmodel{1}.postmodel.domainplot.surfacesurfacemapreverse='off'; 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.extrusion='off'; gui.flmodel{1}.postmodel.domainplot.lineyaxisdata={'Aphi'}; gui.flmodel{1}.postmodel.domainplot.lineyaxiscont='on'; gui.flmodel{1}.postmodel.domainplot.lineyaxisrecover='off'; gui.flmodel{1}.postmodel.domainplot.lineyaxisunit='Wb/m'; gui.flmodel{1}.postmodel.domainplot.linexaxisxaxistype='arc'; gui.flmodel{1}.postmodel.domainplot.linexaxisuseexpr='off'; gui.flmodel{1}.postmodel.domainplot.linexaxisdata={'Aphi'}; gui.flmodel{1}.postmodel.domainplot.linexaxisunit='Wb/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.linesurfacemapreverse='off'; 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.pointyaxisrecover='off'; gui.flmodel{1}.postmodel.domainplot.pointxxaxistype=''; gui.flmodel{1}.postmodel.domainplot.pointxuseexpr='off'; 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.solnum='0,1,2,3,4,5,6,7'; 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.extrusion='off'; gui.flmodel{1}.postmodel.crossplot.lineyaxisdata={'normB_emqa'}; gui.flmodel{1}.postmodel.crossplot.lineyaxisrecover='off'; gui.flmodel{1}.postmodel.crossplot.lineyaxisunit='T'; gui.flmodel{1}.postmodel.crossplot.linexaxisxaxistype='arc'; gui.flmodel{1}.postmodel.crossplot.linexaxisuseexpr='off'; gui.flmodel{1}.postmodel.crossplot.linexaxisdata={'normB_emqa'}; gui.flmodel{1}.postmodel.crossplot.linexaxisunit='T'; 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.linesurfacemapreverse='off'; 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'}; gui.flmodel{1}.postmodel.crossplot.linelevels='5'; gui.flmodel{1}.postmodel.crossplot.linevectorlevels=''; gui.flmodel{1}.postmodel.crossplot.lineisvector='off'; gui.flmodel{1}.postmodel.crossplot.lineactive='off'; gui.flmodel{1}.postmodel.crossplot.pointyaxisdata={'normB_emqa'}; gui.flmodel{1}.postmodel.crossplot.pointyaxisrecover='off'; gui.flmodel{1}.postmodel.crossplot.pointyaxisunit='T'; gui.flmodel{1}.postmodel.crossplot.pointxxaxistype=''; gui.flmodel{1}.postmodel.crossplot.pointxuseexpr='off'; gui.flmodel{1}.postmodel.crossplot.pointxdata={'normB_emqa'}; gui.flmodel{1}.postmodel.crossplot.pointxunit='Wb'; 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'}; gui.flmodel{1}.postmodel.crossplot.crossdispcolor='255,0,0'; gui.flmodel{1}.postmodel.crossplot.phase='0'; gui.flmodel{1}.postmodel.crossplot.solnum='0,1,2,3,4,5,6,7'; 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='0'; gui.flmodel{1}.postmodel.dataexport.pntrecover='off'; gui.flmodel{1}.postmodel.dataexport.pntlocation='element'; gui.flmodel{1}.postmodel.dataexport.pntlagorder='2'; gui.flmodel{1}.postmodel.dataexport.bnddata={'Aphi'}; gui.flmodel{1}.postmodel.dataexport.bndcont='off'; gui.flmodel{1}.postmodel.dataexport.bndrecover='off'; gui.flmodel{1}.postmodel.dataexport.bndunit='Wb/m'; gui.flmodel{1}.postmodel.dataexport.bndlocation='element'; gui.flmodel{1}.postmodel.dataexport.bndlagorder='2'; gui.flmodel{1}.postmodel.dataexport.subdata={'normB_emqa'}; gui.flmodel{1}.postmodel.dataexport.subcont='off'; gui.flmodel{1}.postmodel.dataexport.subrecover='off'; gui.flmodel{1}.postmodel.dataexport.subunit='T'; 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.sublocation='element'; gui.flmodel{1}.postmodel.dataexport.sublagorder='2'; gui.flmodel{1}.postmodel.dataexport.phase='0'; gui.flmodel{1}.postmodel.dataexport.solnum='0,1,2,3,4,5,6,7'; gui.flmodel{1}.postmodel.dataexport.selectvia='stored'; gui.flmodel{1}.postmodel.dataexport.smoothinternal='on'; gui.flmodel{1}.postmodel.dataexport.exportformat='ptd'; gui.flmodel{1}.postmodel.dataexport.struct='off'; gui.flmodel{1}.postmodel.dataexport.exportedim='2'; gui.flmodel{1}.postmodel.dataexport.plotexportformat='coorddata'; gui.flmodel{1}.postmodel.dataexport.plotstruct='off'; gui.flmodel{1}.postmodel.datadisplay.fullprecision='off'; gui.flmodel{1}.postmodel.datadisplay.smoothinternal='on'; gui.flmodel{1}.postmodel.datadisplay.phase='0'; gui.flmodel{1}.postmodel.datadisplay.solnum='7'; gui.flmodel{1}.postmodel.datadisplay.selectvia='stored'; gui.flmodel{1}.postmodel.datadisplay.interpdata={'normB_emqa'}; gui.flmodel{1}.postmodel.datadisplay.interprecover='off'; gui.flmodel{1}.postmodel.datadisplay.interpunit='T'; gui.flmodel{1}.postmodel.datadisplay.coord={'0','0'}; gui.flmodel{1}.postmodel.globalplot.globalyaxisexprs={'VoltageGLOBAL'}; gui.flmodel{1}.postmodel.globalplot.globalyaxisexprsdisp={'VoltageGLOBAL'}; 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='0,1,2,3,4,5,6,7'; gui.flmodel{1}.postmodel.globalplot.selectvia='stored'; gui.flmodel{1}.geommodel.suppressed{1}=[]; gui.flmodel{1}.geommodel.suppressed{2}=[]; gui.flmodel{1}.geommodel.suppressed{3}=[]; gui.flmodel{1}.workplane.type='0'; gui.flmodel{1}.workplane.wrkpln='0,1,0,0,0,1,0,0,0'; gui.flmodel{1}.workplane.localsys='0,1,0,0,0,0,1,0,0,0,0,1'; gui.flmodel{1}.workplane.model2d='Geom1'; gui.flmodel{1}.workplane.quicktype='10'; gui.flmodel{1}.workplane.parameter='0'; gui.flmodel{1}.workplane.zdir='up'; gui.flmodel{1}.meshmodel.meshplot.subplot='on'; gui.flmodel{1}.meshmodel.meshplot.meshsubuseexpression='off'; gui.flmodel{1}.meshmodel.meshplot.meshsubcolor='128,128,128'; gui.flmodel{1}.meshmodel.meshplot.meshsubbordercheck='off'; gui.flmodel{1}.meshmodel.meshplot.meshwiresubplot='on'; gui.flmodel{1}.meshmodel.meshplot.meshwiresubcolor='192,192,192'; gui.flmodel{1}.meshmodel.meshplot.bndplot='on'; gui.flmodel{1}.meshmodel.meshplot.meshbndcolor='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.meshmapreverse='off'; gui.flmodel{1}.meshmodel.meshplot.meshbar='on'; uq~ q~srcom.femlab.geom.Rectȉ,E6DlxDlyLlxExprt!Lcom/femlab/geom/Geom$Expression;LlyExprq~1xrcom.femlab.geom.Prim2Z~DrotLbaseq~Lconstrq~[post[D[posExprt"[Lcom/femlab/geom/Geom$Expression;LrotExprq~1xrcom.femlab.geom.Geom2Vc/Oxrcom.femlab.geom.Geom͹6{L geomAssoctLcom/femlab/geom/GeomAssoc;Lversionq~xpwq~wuq~'Geom2|=-C6?Q~?Q~?333333?333333????? 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trstruct('elem',{'elmesh'},'g',{{'1'}},'frame',{{'ref'}},'geomdim',{{{struct('qualname',{'qual'},'dvolname',{'dvol'},'emetric2name',{'emetric2'},'meshtypename',{'meshtype'},'meshelemname',{'meshelement'},'sshape',{{{'vtx',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'r$2','z$2'}}),'lvtx',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'r$2','z$2'}})}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16'}}}),struct('qualname',{'qual'},'dvolname',{'dvol'},'emetric2name',{'emetric2'},'meshtypename',{'meshtype'},'meshelemname',{'meshelement'},'sshape',{{{'edg',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'r$2','z$2'}}),'ledg',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'r$2','z$2'}}),'edg2',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'r$2','z$2'}})}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19'}}}),struct('qualname',{'qual'},'sizename',{'h'},'dvolname',{'dvol'},'detjacname',{'detjac'},'reldetjacname',{'reldetjac'},'reldetjacminname',{'reldetjacmin'},'emetric2name',{'emetric2'},'meshtypename',{'meshtype'},'meshelemname',{'meshelement'},'sshape',{{{'tri',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'r$2','z$2'}}),'ltri',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'r$2','z$2'}}),'quad',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'r$2','z$2'}}),'lquad',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'r$2','z$2'}}),'tri2',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'r$2','z$2'}}),'quad2',struct('type',{'fixed'},'sorder',{'2'},'sdimdofs',{{'r$2','z$2'}})}}},'ind',{{{'1','2','3','4'}}})}}})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',{{}})}}})}}})tstruct('elem',{'elshape'},'g',{{'1'}},'tvars',{'on'},'geomdim',{{{struct('shelem',{struct('default',{{{'vtx','shlag',struct('order',{'2'},'basename',{'Aphi'},'frame',{'ref'}),'lvtx','shlag',struct('order',{'2'},'basename',{'Aphi'},'frame',{'ref'})}}},'case',{{{}}},'mind',{{}})},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16'}}}),struct('shelem',{struct('default',{{{'edg','shlag',struct('order',{'2'},'basename',{'Aphi'},'frame',{'ref'}),'ledg','shlag',struct('order',{'2'},'basename',{'Aphi'},'frame',{'ref'})}}},'case',{{{}}},'mind',{{}})},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19'}}}),struct('shelem',{struct('default',{{{'tri','shlag',struct('order',{'2'},'basename',{'Aphi'},'frame',{'ref'}),'ltri','shlag',struct('order',{'2'},'basename',{'Aphi'},'frame',{'ref'})}}},'case',{{{}}},'mind',{{}})},'ind',{{{'1','2','3','4'}}})}}})t*}struct('elem',{'elvar'},'g',{{'1'}},'geomdim',{{{struct('var',{{'I0_emqa',{'0'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16'}}}),struct('var',{{'dVolbnd_emqa',{'Sr_emqa'},'murbnd_emqa',{'murbndrr_emqa'},'Jsphi_emqa',{'-unr*(Hz_emqa_down-Hz_emqa_up)+unz*(Hr_emqa_down-Hr_emqa_up)'},'Qsav_emqa',{'0.5*real(Jsphi_emqa*conj(Ephi_emqa))'},'nPoav_emqa',{'nr_emqa*Porav_emqa+nz_emqa*Pozav_emqa'},'unTrav_emqa',{'real(-0.25*(Br_emqa_up*conj(Hr_emqa_up)+Bz_emqa_up*conj(Hz_emqa_up))*dnr+0.5*(dnr*Hr_emqa_up+dnz*Hz_emqa_up)*conj(Br_emqa_up))'},'dnTrav_emqa',{'real(-0.25*(Br_emqa_down*conj(Hr_emqa_down)+Bz_emqa_down*conj(Hz_emqa_down))*unr+0.5*(unr*Hr_emqa_down+unz*Hz_emqa_down)*conj(Br_emqa_down))'},'unTzav_emqa',{'real(-0.25*(Br_emqa_up*conj(Hr_emqa_up)+Bz_emqa_up*conj(Hz_emqa_up))*dnz+0.5*(dnr*Hr_emqa_up+dnz*Hz_emqa_up)*conj(Bz_emqa_up))'},'dnTzav_emqa',{'real(-0.25*(Br_emqa_down*conj(Hr_emqa_down)+Bz_emqa_down*conj(Hz_emqa_down))*unz+0.5*(unr*Hr_emqa_down+unz*Hz_emqa_down)*conj(Bz_emqa_down))'},'FsLtzr_emqa',{'Jsphi_emqa*Bz_emqa'},'FsLtzz_emqa',{'-Jsphi_emqa*Br_emqa'},'normFsLtz_emqa',{'sqrt(abs(FsLtzr_emqa)^2+abs(FsLtzz_emqa)^2)'},'FsLtzavr_emqa',{'0.5*Jsphi_emqa*conj(Bz_emqa)'},'FsLtzavz_emqa',{'-0.5*Jsphi_emqa*conj(Br_emqa)'},'normFsLtzav_emqa',{'sqrt(abs(FsLtzavr_emqa)^2+abs(FsLtzavz_emqa)^2)'},'Js0phi_emqa',{'0'},'A0phi_emqa',{'0'},'murext_emqa',{'1'},'epsilonrbnd_emqa',{'1'},'sigmabnd_emqa',{'0'},'eta_emqa',{'1'},'Esphi_emqa',{'0'},'d_emqa',{'0'},'index_emqa',{'0'},'nr_emqa',{'nr'},'nz_emqa',{'nz'},'murbndrr_emqa',{'1'},'murbndrz_emqa',{'0'},'murbndzr_emqa',{'0'},'murbndzz_emqa',{'1'},'H0r_emqa',{'0'},'H0z_emqa',{'0'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19'}}}),struct('var',{{'Sr_emqa',{'r','r','r','r'},'S0r_guess_emqa',{'0','0','0','0'},'Sdr_guess_emqa',{'0','0','0','0'},'Sz_emqa',{'z','z','z','z'},'S0z_guess_emqa',{'0','0','0','0'},'Sdz_guess_emqa',{'0','0','0','0'},'delta_emqa',{'1/real(sqrt(j*omega_emqa*mu0_emqa*mur_emqa*(sigma_emqa+j*omega_emqa*epsilon0_emqa*epsilonr_emqa)))','1/real(sqrt(j*omega_emqa*mu0_emqa*mur_emqa*(sigma_emqa+j*omega_emqa*epsilon0_emqa*epsilonr_emqa)))','1/real(sqrt(j*omega_emqa*mu0_emqa*mur_emqa*(sigma_emqa+j*omega_emqa*epsilon0_emqa*epsilonr_emqa)))','1/real(sqrt(j*omega_emqa*mu0_emqa*mur_emqa*(sigma_emqa+j*omega_emqa*epsilon0_emqa*epsilonr_emqa)))'},'curlAr_emqa',{'-Aphiz','-Aphiz','-Aphiz','-Aphiz'},'curlAz_emqa',{'if(r==0,2*Aphir,Aphi/Sr_emqa+Aphir)','if(r==0,2*Aphir,Aphi/Sr_emqa+Aphir)','if(r==0,2*Aphir,Aphi/Sr_emqa+Aphir)','if(r==0,2*Aphir,Aphi/Sr_emqa+Aphir)'},'dVol_emqa',{'Sr_emqa*detJ_emqa','Sr_emqa*detJ_emqa','Sr_emqa*detJ_emqa','Sr_emqa*detJ_emqa'},'Dphi_emqa',{'epsilon_emqa*Ephi_emqa','epsilon_emqa*Ephi_emqa','epsilon_emqa*Ephi_emqa','epsilon_emqa*Ephi_emqa'},'epsilon_emqa',{'epsilon0_emqa*epsilonr_emqa','epsilon0_emqa*epsilonr_emqa','epsilon0_emqa*epsilonr_emqa','epsilon0_emqa*epsilonr_emqa'},'Br_emqa',{'curlAr_emqa','curlAr_emqa','curlAr_emqa','curlAr_emqa'},'Bz_emqa',{'curlAz_emqa','curlAz_emqa','curlAz_emqa','curlAz_emqa'},'Hr_emqa',{'Br_emqa/(mur_emqa*mu0_emqa)','Br_emqa/(mur_emqa*mu0_emqa)','Br_emqa/(mur_emqa*mu0_emqa)','Br_emqa/(mur_emqa*mu0_emqa)'},'Hz_emqa',{'Bz_emqa/(mur_emqa*mu0_emqa)','Bz_emqa/(mur_emqa*mu0_emqa)','Bz_emqa/(mur_emqa*mu0_emqa)','Bz_emqa/(mur_emqa*mu0_emqa)'},'mu_emqa',{'mu0_emqa*mur_emqa','mu0_emqa*mur_emqa','mu0_emqa*mur_emqa','mu0_emqa*mur_emqa'},'murr_emqa',{'mu0_emqa*murrr_emqa','mu0_emqa*murrr_emqa','mu0_emqa*murrr_emqa','mu0_emqa*murrr_emqa'},'murz_emqa',{'mu0_emqa*murrz_emqa','mu0_emqa*murrz_emqa','mu0_emqa*murrz_emqa','mu0_emqa*murrz_emqa'},'muzr_emqa',{'mu0_emqa*murzr_emqa','mu0_emqa*murzr_emqa','mu0_emqa*murzr_emqa','mu0_emqa*murzr_emqa'},'muzz_emqa',{'mu0_emqa*murzz_emqa','mu0_emqa*murzz_emqa','mu0_emqa*murzz_emqa','mu0_emqa*murzz_emqa'},'Jpphi_emqa',{'0','0','0','0'},'normE_emqa',{'abs(Ephi_emqa)','abs(Ephi_emqa)','abs(Ephi_emqa)','abs(Ephi_emqa)'},'Jiphi_emqa',{'sigma_emqa*Ephi_emqa','sigma_emqa*Ephi_emqa','sigma_emqa*Ephi_emqa','sigma_emqa*Ephi_emqa'},'Wmav_emqa',{'0.25*real(Hr_emqa*conj(Br_emqa)+Hz_emqa*conj(Bz_emqa))','0.25*real(Hr_emqa*conj(Br_emqa)+Hz_emqa*conj(Bz_emqa))','0.25*real(Hr_emqa*conj(Br_emqa)+Hz_emqa*conj(Bz_emqa))','0.25*real(Hr_emqa*conj(Br_emqa)+Hz_emqa*conj(Bz_emqa))'},'FLtzr_emqa',{'Jphi_emqa*Bz_emqa','Jphi_emqa*Bz_emqa','Jphi_emqa*Bz_emqa','Jphi_emqa*Bz_emqa'},'FLtzz_emqa',{'-Jphi_emqa*Br_emqa','-Jphi_emqa*Br_emqa','-Jphi_emqa*Br_emqa','-Jphi_emqa*Br_emqa'},'normFLtz_emqa',{'sqrt(abs(FLtzr_emqa)^2+abs(FLtzz_emqa)^2)','sqrt(abs(FLtzr_emqa)^2+abs(FLtzz_emqa)^2)','sqrt(abs(FLtzr_emqa)^2+abs(FLtzz_emqa)^2)','sqrt(abs(FLtzr_emqa)^2+abs(FLtzz_emqa)^2)'},'FLtzavr_emqa',{'0.5*Jphi_emqa*conj(Bz_emqa)','0.5*Jphi_emqa*conj(Bz_emqa)','0.5*Jphi_emqa*conj(Bz_emqa)','0.5*Jphi_emqa*conj(Bz_emqa)'},'FLtzavz_emqa',{'-0.5*Jphi_emqa*conj(Br_emqa)','-0.5*Jphi_emqa*conj(Br_emqa)','-0.5*Jphi_emqa*conj(Br_emqa)','-0.5*Jphi_emqa*conj(Br_emqa)'},'normFLtzav_emqa',{'sqrt(abs(FLtzavr_emqa)^2+abs(FLtzavz_emqa)^2)','sqrt(abs(FLtzavr_emqa)^2+abs(FLtzavz_emqa)^2)','sqrt(abs(FLtzavr_emqa)^2+abs(FLtzavz_emqa)^2)','sqrt(abs(FLtzavr_emqa)^2+abs(FLtzavz_emqa)^2)'},'Qmav_emqa',{'real(-0.5*j*omega_emqa*(Br_emqa*conj(Hr_emqa)+Bz_emqa*conj(Hz_emqa)))','real(-0.5*j*omega_emqa*(Br_emqa*conj(Hr_emqa)+Bz_emqa*conj(Hz_emqa)))','real(-0.5*j*omega_emqa*(Br_emqa*conj(Hr_emqa)+Bz_emqa*conj(Hz_emqa)))','real(-0.5*j*omega_emqa*(Br_emqa*conj(Hr_emqa)+Bz_emqa*conj(Hz_emqa)))'},'normM_emqa',{'sqrt(abs(Mr_emqa)^2+abs(Mz_emqa)^2)','sqrt(abs(Mr_emqa)^2+abs(Mz_emqa)^2)','sqrt(abs(Mr_emqa)^2+abs(Mz_emqa)^2)','sqrt(abs(Mr_emqa)^2+abs(Mz_emqa)^2)'},'normBr_emqa',{'sqrt(abs(Brr_emqa)^2+abs(Brz_emqa)^2)','sqrt(abs(Brr_emqa)^2+abs(Brz_emqa)^2)','sqrt(abs(Brr_emqa)^2+abs(Brz_emqa)^2)','sqrt(abs(Brr_emqa)^2+abs(Brz_emqa)^2)'},'normH_emqa',{'sqrt(abs(Hr_emqa)^2+abs(Hz_emqa)^2)','sqrt(abs(Hr_emqa)^2+abs(Hz_emqa)^2)','sqrt(abs(Hr_emqa)^2+abs(Hz_emqa)^2)','sqrt(abs(Hr_emqa)^2+abs(Hz_emqa)^2)'},'normB_emqa',{'sqrt(abs(Br_emqa)^2+abs(Bz_emqa)^2)','sqrt(abs(Br_emqa)^2+abs(Bz_emqa)^2)','sqrt(abs(Br_emqa)^2+abs(Bz_emqa)^2)','sqrt(abs(Br_emqa)^2+abs(Bz_emqa)^2)'},'Ephi_emqa',{'-j*omega_emqa*Aphi','-j*omega_emqa*Aphi','-j*omega_emqa*Aphi','-j*omega_emqa*Aphi'},'normD_emqa',{'abs(Dphi_emqa)','abs(Dphi_emqa)','abs(Dphi_emqa)','abs(Dphi_emqa)'},'Jdphi_emqa',{'j*omega_emqa*Dphi_emqa','j*omega_emqa*Dphi_emqa','j*omega_emqa*Dphi_emqa','j*omega_emqa*Dphi_emqa'},'Jphi_emqa',{'Jpphi_emqa+Jiphi_emqa+Jdphi_emqa+Jvphi_emqa+Jephi_emqa','Jpphi_emqa+Jiphi_emqa+Jdphi_emqa+Jvphi_emqa+Jephi_emqa','Jpphi_emqa+Jiphi_emqa+Jdphi_emqa+Jvphi_emqa+Jephi_emqa','Jpphi_emqa+Jiphi_emqa+Jdphi_emqa+Jvphi_emqa+Jephi_emqa'},'Weav_emqa',{'0.25*real(Ephi_emqa*conj(Dphi_emqa))','0.25*real(Ephi_emqa*conj(Dphi_emqa))','0.25*real(Ephi_emqa*conj(Dphi_emqa))','0.25*real(Ephi_emqa*conj(Dphi_emqa))'},'Wav_emqa',{'Wmav_emqa+Weav_emqa','Wmav_emqa+Weav_emqa','Wmav_emqa+Weav_emqa','Wmav_emqa+Weav_emqa'},'Qav_emqa',{'0.5*real(Jphi_emqa*(conj(Ephi_emqa)+conj(vz_emqa*Br_emqa-vr_emqa*Bz_emqa)+conj(0.5*Vloop_emqa/(pi*r))))','0.5*real(Jphi_emqa*(conj(Ephi_emqa)+conj(vz_emqa*Br_emqa-vr_emqa*Bz_emqa)+conj(0.5*Vloop_emqa/(pi*r))+conj(Jephi_emqa/sigma_emqa)))','0.5*real(Jphi_emqa*(conj(Ephi_emqa)+conj(vz_emqa*Br_emqa-vr_emqa*Bz_emqa)+conj(0.5*Vloop_emqa/(pi*r))))','0.5*real(Jphi_emqa*(conj(Ephi_emqa)+conj(vz_emqa*Br_emqa-vr_emqa*Bz_emqa)+conj(0.5*Vloop_emqa/(pi*r))+conj(Jephi_emqa/sigma_emqa)))'},'Porav_emqa',{'0.5*real(Ephi_emqa*conj(Hz_emqa))','0.5*real(Ephi_emqa*conj(Hz_emqa))','0.5*real(Ephi_emqa*conj(Hz_emqa))','0.5*real(Ephi_emqa*conj(Hz_emqa))'},'Pozav_emqa',{'-0.5*real(Ephi_emqa*conj(Hr_emqa))','-0.5*real(Ephi_emqa*conj(Hr_emqa))','-0.5*real(Ephi_emqa*conj(Hr_emqa))','-0.5*real(Ephi_emqa*conj(Hr_emqa))'},'normJ_emqa',{'abs(Jphi_emqa)','abs(Jphi_emqa)','abs(Jphi_emqa)','abs(Jphi_emqa)'},'Jvphi_emqa',{'sigma_emqa*Evphi_emqa','sigma_emqa*Evphi_emqa','sigma_emqa*Evphi_emqa','sigma_emqa*Evphi_emqa'},'Evphi_emqa',{'vz_emqa*Br_emqa-vr_emqa*Bz_emqa','vz_emqa*Br_emqa-vr_emqa*Bz_emqa','vz_emqa*Br_emqa-vr_emqa*Bz_emqa','vz_emqa*Br_emqa-vr_emqa*Bz_emqa'},'normEv_emqa',{'abs(Evphi_emqa)','abs(Evphi_emqa)','abs(Evphi_emqa)','abs(Evphi_emqa)'},'normv_emqa',{'sqrt(abs(vr_emqa)^2+abs(vz_emqa)^2)','sqrt(abs(vr_emqa)^2+abs(vz_emqa)^2)','sqrt(abs(vr_emqa)^2+abs(vz_emqa)^2)','sqrt(abs(vr_emqa)^2+abs(vz_emqa)^2)'},'normPoav_emqa',{'sqrt(abs(Porav_emqa)^2+abs(Pozav_emqa)^2)','sqrt(abs(Porav_emqa)^2+abs(Pozav_emqa)^2)','sqrt(abs(Porav_emqa)^2+abs(Pozav_emqa)^2)','sqrt(abs(Porav_emqa)^2+abs(Pozav_emqa)^2)'},'Pphi_emqa',{'Dphi_emqa-epsilon0_emqa*Ephi_emqa','Dphi_emqa-epsilon0_emqa*Ephi_emqa','Dphi_emqa-epsilon0_emqa*Ephi_emqa','Dphi_emqa-epsilon0_emqa*Ephi_emqa'},'Drphi_emqa',{'0','0','0','0'},'normfH_emqa',{'normB_emqa/mu0_emqa','normB_emqa/mu0_emqa','normB_emqa/mu0_emqa','normB_emqa/mu0_emqa'},'epsilonr_emqa',{'1','1','1','1'},'sigma_emqa',{'0','sigCyl','0','sigCoil'},'Jephi_emqa',{'0','0','0','J0*exp(j*phase)'},'Vloop_emqa',{'0','0','0','0'},'dr_emqa',{'0','0','0','0'},'R0_emqa',{'0','0','0','0'},'ispml_emqa',{'0','0','0','0'},'srcpntr_emqa',{'0','0','0','0'},'srcpntz_emqa',{'0','0','0','0'},'userr_emqa',{'0','0','0','0'},'userz_emqa',{'0','0','0','0'},'Sdr_emqa',{'Sdr_guess_emqa','Sdr_guess_emqa','Sdr_guess_emqa','Sdr_guess_emqa'},'Sdz_emqa',{'Sdz_guess_emqa','Sdz_guess_emqa','Sdz_guess_emqa','Sdz_guess_emqa'},'S0r_emqa',{'S0r_guess_emqa','S0r_guess_emqa','S0r_guess_emqa','S0r_guess_emqa'},'S0z_emqa',{'S0z_guess_emqa','S0z_guess_emqa','S0z_guess_emqa','S0z_guess_emqa'},'SRcoord_emqa',{'','','',''},'rCylr_emqa',{'','','',''},'rCylz_emqa',{'','','',''},'detJ_emqa',{'1','1','1','1'},'Jrr_emqa',{'1','1','1','1'},'invJrr_emqa',{'1','1','1','1'},'Jrz_emqa',{'0','0','0','0'},'invJrz_emqa',{'0','0','0','0'},'Jzr_emqa',{'0','0','0','0'},'invJzr_emqa',{'0','0','0','0'},'Jzz_emqa',{'1','1','1','1'},'invJzz_emqa',{'1','1','1','1'},'depAphi_emqa',{'Aphi','Aphi','Aphi','Aphi'},'epsilonrphiphi_emqa',{'epsilonr_emqa','epsilonr_emqa','epsilonr_emqa','epsilonr_emqa'},'mur_emqa',{'murrr_emqa','murrr_emqa','murrr_emqa','murrr_emqa'},'Mr_emqa',{'Br_emqa/mu0_emqa-Hr_emqa','Br_emqa/mu0_emqa-Hr_emqa','Br_emqa/mu0_emqa-Hr_emqa','Br_emqa/mu0_emqa-Hr_emqa'},'Brr_emqa',{'0','0','0','0'},'Mz_emqa',{'Bz_emqa/mu0_emqa-Hz_emqa','Bz_emqa/mu0_emqa-Hz_emqa','Bz_emqa/mu0_emqa-Hz_emqa','Bz_emqa/mu0_emqa-Hz_emqa'},'Brz_emqa',{'0','0','0','0'},'murrr_emqa',{'1','1','48','1'},'murrz_emqa',{'0','0','0','0'},'murzr_emqa',{'0','0','0','0'},'murzz_emqa',{'1','1','48','1'},'murinvrr_emqa',{'1/mur_emqa','1/mur_emqa','1/mur_emqa','1/mur_emqa'},'murinvrz_emqa',{'0','0','0','0'},'murinvzr_emqa',{'0','0','0','0'},'murinvzz_emqa',{'1/mur_emqa','1/mur_emqa','1/mur_emqa','1/mur_emqa'},'vr_emqa',{'0','0','0','0'},'vz_emqa',{'0','0','0','0'}}},'ind',{{{'1'},{'2'},{'3'},{'4'}}})}}})tstruct('elem',{'elvar'},'g',{{'1'}},'geomdim',{{{struct('var',{{'epsilon0_emqa',{'8.854187817000001e-012'},'mu0_emqa',{'4e-007*pi'},'nu_emqa',{'100'},'omega_emqa',{'2*pi*nu_emqa'},'jomega_emqa',{'j*omega_emqa'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16'}}}),struct('var',{{'epsilon0_emqa',{'8.854187817000001e-012'},'mu0_emqa',{'4e-007*pi'},'nu_emqa',{'100'},'omega_emqa',{'2*pi*nu_emqa'},'jomega_emqa',{'j*omega_emqa'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19'}}}),struct('var',{{'epsilon0_emqa',{'8.854187817000001e-012'},'mu0_emqa',{'4e-007*pi'},'nu_emqa',{'100'},'omega_emqa',{'2*pi*nu_emqa'},'jomega_emqa',{'j*omega_emqa'}}},'ind',{{{'1','2','3','4'}}})}}})t struct('elem',{'elconst'},'var',{{'sigCoil','59980000*unit_S_cf/unit_m_cf','sigCyl','37000000*unit_S_cf/unit_m_cf','I0','170*unit_mA_cf','diam','0.22*unit_mm_cf','circ','pi*diam','area','pi*(diam/2)^2','J0','(I0/area)','Js0','(I0/circ)','RadBobbin','7.5*unit_mm_cf'}})tstruct('elem',{'elconst'},'var',{{'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)','VoltageGLOBAL','abs(voltage)','CurrentGLOBAL','abs(I_tot)'}})tHstruct('elem',{'elgeom'},'g',{{'1'}},'frame',{{'ref'}},'sorder',{{'2'}})tKstruct('elem',{'elepspec'},'g',{{'1'}},'geom',{{struct('ep',{{'2','1'}})}})tOstruct('elem',{'elgpspec'},'g',{{'1'}},'geom',{{struct('ep',{{'4','4','0'}})}})tstruct('elem',{'eleqw'},'g',{{'1'}},'geomdim',{{{struct('coeff',{{{'0'}}},'tcoeff',{{{'0'}}},'ipoints',{{'3'}},'dvolname',{{{'dvol'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16'}}}),struct('coeff',{{{'0'}}},'tcoeff',{{{'0'}}},'ipoints',{{{'1'}}},'dvolname',{{{'dvol'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19'}}}),struct('coeff',{{{'dVol_emqa*(Jphi_emqa*test(Aphi)+Hr_emqa*diff(test(Aphi),z)-Hz_emqa*(diff(test(Aphi),r)+test(Aphi)/Sr_emqa))'}}},'tcoeff',{{{'0'}}},'ipoints',{{{'1'}}},'dvolname',{{{'dvol'}}},'ind',{{{'1','2','3','4'}}})}}},'nonlintest',{{'off'}})tstruct('elem',{'elpconstr'},'g',{{'1'}},'geomdim',{{{{},struct('constr',{{{'-Aphi'}}},'constrf',{{{'test(-Aphi)'}}},'cpoints',{{{'1'}}},'ind',{{{'1','2','3','5','7','9','11','19'}}}),{}}}})tTstruct('elem',{'elcplextr'},'var',{{'dVol_emqa'}},'g',{{'1'}},'src',{{{{},{},struct('expr',{{{'dVol_emqa'}}},'map',{{{'1'}}},'ind',{{{'1','2','3','4'}}})}}},'geomdim',{{{struct('map',{{{'1'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16'}}}),{},{}}}},'map',{{struct('type',{'local'},'expr',{{'r','z'}})}})tistruct('elem',{'elcplscalar'},'var',{{}},'g',{{'1'}},'src',{{{{},{},{}}}},'geomdim',{{{}}},'global',{{}})tistruct('elem',{'elcplscalar'},'var',{{}},'g',{{'1'}},'src',{{{{},{},{}}}},'geomdim',{{{}}},'global',{{}})tlstruct('elem',{'elcplextr'},'var',{{}},'g',{{'1'}},'src',{{{{},{},{}}}},'geomdim',{{{{},{},{}}}},'map',{{}})t+struct('elem',{'elcplscalar'},'var',{{'voltage','I_tot'}},'g',{{'1'}},'src',{{{{},{},struct('expr',{{{{},'Ephi_emqa'},{{},'Jphi_emqa'}}},'ipoints',{{{'4','2'},{'4','2'}}}, 'frame',{{{'ref','ref'},{'ref','ref'}}},'ind',{{{'1','2','3'},{'4'}}})}}},'geomdim',{{{}}},'global',{{'1','2'}},'maxvars',{{}})tstruct('elem',{'elvar'},'g',{{'0','1'}},'geomdim',{{{struct('var',{{'unit_S_cf',{'1.0'},'unit_m_cf',{'1.0'},'unit_mA_cf',{'0.0010'},'unit_mm_cf',{'0.0010'},'geomnum',{'0'}}},'ind',{{{'1'}}})},{struct('var',{{'unit_S_cf',{'1.0'},'unit_m_cf',{'1.0'},'unit_mA_cf',{'0.0010'},'unit_mm_cf',{'0.0010'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16'}}}),struct('var',{{'unit_S_cf',{'1.0'},'unit_m_cf',{'1.0'},'unit_mA_cf',{'0.0010'},'unit_mm_cf',{'0.0010'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19'}}}),struct('var',{{'unit_S_cf',{'1.0'},'unit_m_cf',{'1.0'},'unit_mA_cf',{'0.0010'},'unit_mm_cf',{'0.0010'}}},'ind',{{{'1','2','3','4'}}})}}})uq~ uq~ tstruct('elem',{'elvar'},'g',{{'1'}},'geomdim',{{{struct('var',{{'r$2',{'rg'},'z$2',{'zg'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16'}}}),struct('var',{{'r$2',{'rg'},'z$2',{'zg'}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19'}}}),struct('var',{{'r$2',{'rg'},'z$2',{'zg'}}},'ind',{{{'1','2','3','4'}}})}}})tstruct('elem',{'elvar'},'g',{{'1'}},'geomdim',{{{struct('var',{{'Aphi',{''},'Aphit',{''}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16'}}}),struct('var',{{'Aphi',{''},'Aphit',{''}}},'ind',{{{'1','2','3','4','5','6','7','8','9','10','11','12','13','14','15','16','17','18','19'}}}),struct('var',{{'Aphi',{'0'},'Aphit',{'0'}}},'ind',{{{'1','2','3','4'}}})}}})uq~uq~ur[Lcom.femlab.xmesh.MEGrp;5q|Yxpsrcom.femlab.xmesh.MEGrpfI bmTypeIndIeDimIgeomNumImeshCaseL bmTypeStrq~[coordst[[D[domainsq~z[namest[Ljava/lang/String;xpwtls(0)uq~uq~ ur[[Dǭ dgExpxsq~wtls(0)uq~ uq~ tAphiuq~xsq~wts(1)uq~ uq~ tAphitAphitAphitr$2tz$2uq~uq~;????xsq~wts(2)uq~uq~ tAphitAphitAphitAphitAphitAphitr$2tr$2tr$2tz$2tz$2tz$2uq~uq~; ???????uq~; ???????xsq~wtls(2)uq~uq~ tAphitAphitAphitAphitAphitAphiuq~uq~;???uq~;???xuq~wxq~eq~hq~nq~~srcom.femlab.api.client.MFileInfo3$$LfemNameq~[historyq~[mfileTagsAndTypest[[Ljava/lang/String;[ resetHistoryq~[ storedNamesq~Lversionq~xpwsq~wq~q~q~ q~t COMSOL 3.5t snapshotwt $Name: $t$Date: 2008/08/15 16:04:11 $xuq~ t`% COMSOL Multiphysics Model M-file % Generated by COMSOL 3.5 snapshot (COMSOL 3.5.0.468, $Date: 2008/08/15 16:04:11 $) flclear fem % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ' snapshot'; vrsn.major = 0; vrsn.build = 468; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/08/15 16:04:11 $'; fem.version = vrsn; % Constants fem.const = {'sigCoil','0[S/m]', ... 'sigCyl','3.7e7[S/m]', ... 'I0','1[kA]', ... 'diam','2[cm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'J0','I0/area', ... 'Js0','I0/circ'}; % Geometry g1=circ2('0.01','base','center','pos',{'0.05','0'},'rot','0'); g2=rect2('0.2','0.5','base','corner','pos',{'0','-0.25'},'rot','0'); g3=rect2('0.03','0.1','base','corner','pos',{'0','-0.05'},'rot','0'); % Analyzed geometry clear s s.objs={g1,g2,g3}; s.name={'C1','R1','R2'}; s.tags={'g1','g2','g3'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5); % Refine mesh fem.mesh=meshrefine(fem, ... 'mcase',0, ... 'rmethod','regular'); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.sshape = 2; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'A0','cont','ax'}; bnd.ind = [3,1,3,2,3,2,1,2,1,2,2,2,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl','sigCoil'}; equ.Jephi = {0,0,'J0'}; equ.ind = [1,2,3]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area','circ','Coil circumference','I0','Current','J0','Current density in coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','Js0','Surface current of coil'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto'); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'normB_emqa','cont','internal','unit','T'}, ... 'trimap','jet(1024)', ... 'title','Surface: Magnetic flux density, norm [T]', ... 'axis',[-0.00935672514619883,0.20935672514619885,-0.1,0.1]); % Plot solution postplot(fem, ... 'tridata',{'Jphi_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'title','Surface: Total current density, phi component [A/m^2] Streamline: Magnetic flux density', ... 'axis',[0,0.2,-0.10075075075075075,0.10075075075075075]); % Constants fem.const = {'sigCoil','3.7e7', ... 'sigCyl','3.7e7[S/m]', ... 'I0','1[kA]', ... 'diam','2[cm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'J0','I0/area', ... 'Js0','I0/circ'}; % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.sshape = 2; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'A0','cont','ax'}; bnd.ind = [3,1,3,2,3,2,1,2,1,2,2,2,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl','sigCoil'}; equ.Jephi = {0,0,'J0'}; equ.ind = [1,2,3]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area','circ','Coil circumference','I0','Current','J0','Current density in coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','Js0','Surface current of coil'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto'); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'Jphi_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'title','Surface: Total current density, phi component [A/m^2] Streamline: Magnetic flux density', ... 'axis',[0,0.2,-0.10030030030030031,0.10030030030030031]); % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','1[kA]', ... 'diam','2[cm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'J0','I0/area', ... 'Js0','I0/circ'}; % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.sshape = 2; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'A0','cont','ax','Js'}; bnd.Js0phi = {0,0,0,'Js0'}; bnd.ind = [3,1,3,2,3,2,1,2,1,4,4,4,4]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl','sigCoil'}; equ.ind = [1,2,3]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area','circ','Coil circumference','I0','Current','J0','Current density in coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','Js0','Surface current of coil'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto'); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'Jphi_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'title','Surface: Total current density, phi component [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.011976047904191623,0.21197604790419164,-0.1,0.1]); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.5 (COMSOL 3.5.0.494, $Date: 2008/09/19 16:09:48 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 494; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/09/19 16:09:48 $'; fem.version = vrsn; % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'title','Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.013579687145771957,0.21357968714577197,-0.10121212121212123,0.10121212121212123]); % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'title','Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.002343685300207055,0.20234368530020708,-0.10121212121212123,0.10121212121212123]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.sshape = 2; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'A0','cont','ax','cont'}; bnd.Js0phi = {0,0,0,'Js0'}; bnd.ind = [3,1,3,2,3,2,1,2,1,4,4,4,4]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl','sigCoil'}; equ.Jephi = {0,0,'J0'}; equ.ind = [1,2,3]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'1'},{{},'Jphi_emqa'},{{},'Ephi_emqa/coil_area'}}; equ.ipoints = {{{},'4'},{{},'4'},{{},'4'}}; equ.frame = {{{},'ref'},{{},'ref'},{{},'ref'}}; equ.ind = {{'1','2'},{'3'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'coil_area','avg_current','el_field'}; elem.global = {'1','2','3'}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'voltage','el_field*coil_circumfrence', ... 'coil_circumfrence','2*pi*0.05[m]', ... 'inductance','voltage/(avg_current*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area','circ','Coil circumference','I0','Current','J0','Current density in coil','sigCyl','Conductivity in cylinder','diam','Coil diameter','Js0','Surface current of coil'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'pname','nu_emqa', ... 'plist',[50:20:200], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=190 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.013156408808582732,0.21315640880858275,-0.10121212121212123,0.10121212121212123]); % Global variables plot postglobalplot(fem,{'inductance'}, ... 'title','inductance', ... 'axislabel',{'nu_emqa','inductance'}); % Global variables plot postglobalplot(fem,{'inductance'}, ... 'title','inductance', ... 'axislabel',{'nu_emqa','inductance'}); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.sshape = 2; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'A0','cont','ax','cont'}; bnd.Js0phi = {0,0,0,'Js0'}; bnd.ind = [3,1,3,2,3,2,1,2,1,4,4,4,4]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl','sigCoil'}; equ.Jephi = {0,0,'J0'}; equ.ind = [1,2,3]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'1'},{{},'Jphi_emqa'},{{},'Ephi_emqa/coil_area'}}; equ.ipoints = {{{},'4'},{{},'4'},{{},'4'}}; equ.frame = {{{},'ref'},{{},'ref'},{{},'ref'}}; equ.ind = {{'1','2'},{'3'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'coil_area','avg_current','el_field'}; elem.global = {'1','2','3'}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'voltage','abs(el_field*coil_circumfrence)', ... 'coil_circumfrence','2*pi*0.05[m]', ... 'inductance','voltage/(avg_current*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area','circ','Coil circumference','I0','Current','J0','Current density in coil','sigCyl','Conductivity in cylinder','diam','Coil diameter','Js0','Surface current of coil'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'pname','nu_emqa', ... 'plist',[50:20:200], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=190 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.002343685300207055,0.20234368530020708,-0.10121212121212123,0.10121212121212123]); % Global variables plot postglobalplot(fem,{'inductance'}, ... 'title','inductance', ... 'axislabel',{'nu_emqa','inductance'}); % Global variables plot postglobalplot(fem,{'inductance'}, ... 'title','inductance', ... 'axislabel',{'nu_emqa','inductance'}); % Refine mesh fem.mesh=meshrefine(fem, ... 'mcase',0, ... 'rmethod','regular'); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.sshape = 2; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'A0','cont','ax','cont'}; bnd.Js0phi = {0,0,0,'Js0'}; bnd.ind = [3,1,3,2,3,2,1,2,1,4,4,4,4]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl','sigCoil'}; equ.Jephi = {0,0,'J0'}; equ.ind = [1,2,3]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'1'},{{},'Jphi_emqa'},{{},'Ephi_emqa/coil_area'}}; equ.ipoints = {{{},'4'},{{},'4'},{{},'4'}}; equ.frame = {{{},'ref'},{{},'ref'},{{},'ref'}}; equ.ind = {{'1','2'},{'3'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'coil_area','avg_current','el_field'}; elem.global = {'1','2','3'}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'voltage','abs(el_field*coil_circumfrence)', ... 'coil_circumfrence','2*pi*0.05[m]', ... 'inductance','voltage/(avg_current*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area','circ','Coil circumference','I0','Current','J0','Current density in coil','sigCyl','Conductivity in cylinder','diam','Coil diameter','Js0','Surface current of coil'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'pname','nu_emqa', ... 'plist',[50:20:200], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=190 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.011358079573238512,0.21135807957323852,-0.10121212121212123,0.10121212121212123]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.sshape = 2; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'A0','cont','ax','cont'}; bnd.Js0phi = {0,0,0,'Js0'}; bnd.ind = [3,1,3,2,3,2,1,2,1,4,4,4,4]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl','sigCoil'}; equ.Jephi = {0,0,'J0'}; equ.ind = [1,2,3]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'1'},{{},'Jphi_emqa'},{{},'Ephi_emqa/coil_area'}}; equ.ipoints = {{{},'4'},{{},'4'},{{},'4'}}; equ.frame = {{{},'ref'},{{},'ref'},{{},'ref'}}; equ.ind = {{'1','2'},{'3'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'coil_area','avg_current','el_field'}; elem.global = {'1','2','3'}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'voltage','abs(el_field*coil_circumfrence)', ... 'coil_circumfrence','2*pi*0.05[m]', ... 'inductance','voltage/(avg_current*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area','circ','Coil circumference','I0','Current','J0','Current density in coil','sigCyl','Conductivity in cylinder','diam','Coil diameter','Js0','Surface current of coil'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50:20:200], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=190 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.002343685300207055,0.20234368530020708,-0.10121212121212123,0.10121212121212123]); % Plot solution postplot(fem, ... 'tridata',{'angle(Ephi_emqa)','cont','internal','unit','rad'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=190 Surface: angle(Ephi_emqa) [rad] Streamline: Magnetic flux density', ... 'axis',[-0.002343685300207055,0.20234368530020708,-0.10121212121212123,0.10121212121212123]); % Plot solution postplot(fem, ... 'tridata',{'abs(Ephi_emqa)','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=190 Surface: abs(Ephi_emqa) [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.004355354790137422,0.20435535479013744,-0.10121212121212123,0.10121212121212123]); % Plot solution postplot(fem, ... 'tridata',{'abs(Ephi_emqa)','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=190 Surface: abs(Ephi_emqa) [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.004355354790137422,0.20435535479013744,-0.10121212121212123,0.10121212121212123]); % Geometry % Analyzed geometry clear s s.objs={g2,g1,g3}; s.name={'R1','C1','R2'}; s.tags={'g2','g1','g3'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem,'repairtol',1.0E-10); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont','cont'}; bnd.Js0phi = {0,0,0,'Js0'}; bnd.ind = [1,2,1,3,1,3,2,3,2,4,4,4,4]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl','sigCoil'}; equ.Jephi = {0,0,'J0'}; equ.ind = [1,2,3]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'1'},{{},'Jphi_emqa'},{{},'Ephi_emqa/coil_area'}}; equ.ipoints = {{{},'4'},{{},'4'},{{},'4'}}; equ.frame = {{{},'ref'},{{},'ref'},{{},'ref'}}; equ.ind = {{'1','2'},{'3'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'coil_area','avg_current','el_field'}; elem.global = {'1','2','3'}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'voltage','imag(el_field*coil_circumfrence)', ... 'coil_circumfrence','2*pi*0.05[m]', ... 'inductance','voltage/(avg_current*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area','circ','Coil circumference','I0','Current','J0','Current density in coil','sigCyl','Conductivity in cylinder','diam','Coil diameter','Js0','Surface current of coil'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50:20:200], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'abs(Ephi_emqa)','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=190 Surface: abs(Ephi_emqa) [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.013156408808582732,0.21315640880858275,-0.10121212121212123,0.10121212121212123]); % Geometry g3=move(g3,[0,-0.065]); g4=rect2(0.125,0.045,'base','corner','pos',[0,-0.06]); g5=rect2(0.01,0.055,'base','corner','pos',[0,-0.0050]); g5=move(g5,[0,0.0075]); g6=rect2('0.01','0.055','base','corner','pos',{'0','0'},'rot','0'); g7=rect2('0.0075','0.15','base','corner','pos',{'0','0'},'rot','0'); g1=move(g1,[-0.0050000000000000044,0.035]); g1=move(g1,[0.03,0.0049999999999999975]); g8=rect2(0.05,0.135,'base','corner','pos',[0.0050,0.0050]); g8=move(g8,[0,0.0024999999999999883]); g8=move(g8,[0,-0.0050000000000000044]); g8=move(g8,[0,0.002500000000000016]); g8=move(g8,[0,0.0050]); g9=rect2('0.05','0.135','base','corner','pos',{'0.0075','0.01'},'rot','0'); g10=rect2(0.05,0.125,'base','corner','pos',[0.0075,0.01]); g11=rect2(0.05,0.1,'base','corner','pos',[0.0075,0.01]); % Analyzed geometry clear s s.objs={g2,g1,g4,g7,g11}; s.name={'R1','C1','R2','R3','R4'}; s.tags={'g2','g1','g4','g7','g11'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem,'repairtol',1.0E-10); g12=rect2(0.13,0.06,'base','corner','pos',[0,-0.075]); g13=rect2(0.2,0.44,'base','corner','pos',[0,-0.25]); g14=rect2(0.2,0.3,'base','corner','pos',[0,-0.11]); % Analyzed geometry clear s s.objs={g7,g11,g12,g14}; s.name={'R3','R4','R2','R1'}; s.tags={'g7','g11','g12','g14'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem,'repairtol',1.0E-10); g12=move(g12,[0,0.009999999999999995]); % Analyzed geometry clear s s.objs={g7,g11,g12,g14}; s.name={'R3','R4','R2','R1'}; s.tags={'g7','g11','g12','g14'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem,'repairtol',1.0E-10); % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','170[mA]', ... 'diam','1[cm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'J0','NumTurns*I0/area', ... 'Js0','I0/circ', ... 'NumTurns','370'}; % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','170[mA]', ... 'diam','1[cm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'J0','NumTurns*I0/area', ... 'Js0','I0/circ', ... 'NumTurns','370'}; % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.sshape = 2; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{}},{{}},{{}}}; equ.ipoints = {{{}},{{}},{{}}}; equ.frame = {{{}},{{}},{{}}}; equ.ind = {{'1','2','3','4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'coil_area','avg_current','el_field'}; elem.global = {'1','2','3'}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'voltage','imag(el_field*coil_circumfrence)', ... 'coil_circumfrence','2*pi*0.05[m]', ... 'inductance','voltage/(avg_current*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area','circ','Coil circumference','I0','Current','J0','Current density in coil','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','Js0','Surface current of coil'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'abs(Ephi_emqa)','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: abs(Ephi_emqa) [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.07007255691050768,0.15623998967334382,-0.07745563814180942,0.12496836185819107]); % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.06827422982885115,0.1544416625916873,-0.08583183704066824,0.1333445607570499]); % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum',1, ... 'title','nu_emqa(1)=50000 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.06827422982885115,0.1544416625916873,-0.08424742934574499,0.13176015306212666]); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5); % Refine mesh fem.mesh=meshrefine(fem, ... 'mcase',0, ... 'rmethod','regular'); % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum',1, ... 'title','nu_emqa(1)=50000 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.22457743785707157,0.25074487061990774,-0.20975122054968087,0.22226394426606255]); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5); % Refine mesh fem.mesh=meshrefine(fem, ... 'mcase',0, ... 'rmethod','regular'); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.sshape = 2; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{}},{{}},{{}}}; equ.ipoints = {{{}},{{}},{{}}}; equ.frame = {{{}},{{}},{{}}}; equ.ind = {{'1','2','3','4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'coil_area','avg_current','el_field'}; elem.global = {'1','2','3'}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'voltage','imag(el_field*coil_circumfrence)', ... 'coil_circumfrence','2*pi*0.05[m]', ... 'inductance','voltage/(avg_current*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area','circ','Coil circumference','I0','Current','J0','Current density in coil','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','Js0','Surface current of coil'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.22457743785707157,0.25074487061990774,-0.20975122054968087,0.22226394426606255]); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.5 (COMSOL 3.5.0.494, $Date: 2008/09/19 16:09:48 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 494; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/09/19 16:09:48 $'; fem.version = vrsn; % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','170[mA]', ... 'diam','1[cm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'J0','NumTurns*I0/area', ... 'Js0','I0/circ', ... 'NumTurns','370', ... 'RadBobbin','7.5[mm]'}; % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{}},{{}},{{}}}; equ.ipoints = {{{}},{{}},{{}}}; equ.frame = {{{}},{{}},{{}}}; equ.ind = {{'1','2','3','4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'coil_area','avg_current','el_field'}; elem.global = {'1','2','3'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'voltage','El_field*coil_circumference', ... 'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'inductance','imag(voltage/avg_current)/(2*pi*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area','circ','Coil circumference','I0','Current','J0','Current density in coil','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.12790868050405482,0.15407611326689094,-0.10174742934574504,0.11426015306212686]); % Global variables plot postglobalplot(fem,{'coil_circumference'}, ... 'title','coil_circumference', ... 'axislabel',{'nu_emqa','coil_circumference'}); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{}},{{}},{{}}}; equ.ipoints = {{{}},{{}},{{}}}; equ.frame = {{{}},{{}},{{}}}; equ.ind = {{'1','2','3','4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'coil_area','avg_current','el_field'}; elem.global = {'1','2','3'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'voltage','El_field*coil_circumference', ... 'inductance','imag(voltage/avg_current)/(2*pi*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area','circ','Coil circumference','I0','Current','J0','Current density in coil','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.5 (COMSOL 3.5.0.494, $Date: 2008/09/19 16:09:48 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 494; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/09/19 16:09:48 $'; fem.version = vrsn; % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','170[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'J0','I0/area', ... 'area','NumTurns*pi*(diam/2)^2', ... 'Js0','I0/circ', ... 'NumTurns','370', ... 'RadBobbin','7.5[mm]'}; % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','170[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'NumTurns','370', ... 'J0','NumTurns*(I0/area)', ... 'Js0','NumTurns*(I0/circ)', ... 'RadBobbin','7.5[mm]'}; % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','170[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'NumTurns','370', ... 'J0','NumTurns*(I0/area)', ... 'Js0','NumTurns*(I0/circ)', ... 'RadBobbin','7.5[mm]'}; % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, norm [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.2700858874473889,0.29625332021022494,-0.209751220549681,0.22226394426606283]); % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, norm [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.2700858874473889,0.29625332021022494,-0.209751220549681,0.22226394426606283]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{'Ephi_emqa',{}},{'normJ_emqa',{}}}; equ.ipoints = {{'4',{}},{'4',{}}}; equ.frame = {{'ref',{}},{'ref',{}}}; equ.ind = {{'1'},{'2','3','4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'el_field','avg_current'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'voltage','El_field*coil_circumference', ... 'inductance','imag(voltage/avg_current)/(2*pi*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, norm [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.26387943037716843,0.2900468631400045,-0.2253029903498076,0.23781571406618943]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{'Ephi_emqa',{},{}},{'normJ_emqa',{},{}}}; equ.ipoints = {{'4',{},'4'},{'4',{},'4'}}; equ.frame = {{'ref',{},'ref'},{'ref',{},'ref'}}; equ.ind = {{'1'},{'2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'el_field','avg_current'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'voltage','El_field*coil_circumference', ... 'inductance','imag(voltage/avg_current)/(2*pi*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, norm [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.2700858874473889,0.29625332021022494,-0.209751220549681,0.22226394426606283]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{'Ephi_emqa'},{'normJ_emqa'}}; equ.ipoints = {{'4'},{'4'}}; equ.frame = {{'ref'},{'ref'}}; equ.ind = {{'1','2','3','4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'el_field','avg_current'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'voltage','El_field*coil_circumference', ... 'inductance','imag(voltage/avg_current)/(2*pi*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, norm [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.2700858874473889,0.29625332021022494,-0.209751220549681,0.22226394426606283]); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.5 (COMSOL 3.5.0.494, $Date: 2008/09/19 16:09:48 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 494; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/09/19 16:09:48 $'; fem.version = vrsn; % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'inductance','(voltage/avg_current)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','sigCyl','Conductivity in cylinder','diam','Coil diameter','Js0','Surface current of coil (accounting for all turns)','RadBobbin','radius of the bobbin upon which coil is wound'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, norm [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.2695304580825125,0.30828712478892073,-0.25591443501669836,0.25898523327540107]); % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','170[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'NumTurns','370', ... 'J0','NumTurns*(I0/area)', ... 'Js0','NumTurns*(I0/circ)', ... 'RadBobbin','7.5[mm]', ... 'V0','5 [V]'}; % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','170[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'NumTurns','370', ... 'J0','NumTurns*(I0/area)', ... 'Js0','NumTurns*(I0/circ)', ... 'RadBobbin','7.5[mm]'}; % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.5 (COMSOL 3.5.0.494, $Date: 2008/09/19 16:09:48 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 494; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/09/19 16:09:48 $'; fem.version = vrsn; % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','sigCyl','Conductivity in cylinder','diam','Coil diameter','Js0','Surface current of coil (accounting for all turns)','RadBobbin','radius of the bobbin upon which coil is wound'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=t^1.9e5 Surface: Total current density, norm [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.2695304580825125,0.30828712478892073,-0.25591443501669836,0.25898523327540107]); % Plot solution postplot(fem, ... 'tridata',{'Jiphi_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Induced current density, phi component [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.26387943037716843,0.30263609708357664,-0.27618187044492587,0.2792526687036286]); % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.1222505485119822,0.16100721521839037,-0.13834928468330798,0.1414200829420107]); % Plot solution postplot(fem, ... 'tridata',{'Aphi','cont','internal','unit','Wb/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Magnetic potential, phi component [Wb/m] Streamline: Magnetic flux density', ... 'axis',[-0.1375994913742191,0.17635615808062724,-0.13887254409906602,0.14194334235776873]); % Plot solution postplot(fem, ... 'tridata',{'Jphi_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, phi component [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.12259938812248752,0.16135605482889567,-0.13887254409906602,0.14194334235776873]); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5); % Refine mesh fem.mesh=meshrefine(fem, ... 'mcase',0, ... 'rmethod','regular'); % Refine mesh fem.mesh=meshrefine(fem, ... 'mcase',0, ... 'rmethod','regular'); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.sshape = 2; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','sigCyl','Conductivity in cylinder','diam','Coil diameter','Js0','Surface current of coil (accounting for all turns)','RadBobbin','radius of the bobbin upon which coil is wound'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'Jphi_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, phi component [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.28958780089025715,0.32834446759666525,-0.2792804873274834,0.2823512855861861]); % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, norm [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.28958780089025715,0.32834446759666525,-0.30362573346086524,0.30669653171956796]); % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.28958780089025715,0.32834446759666525,-0.30362573346086524,0.30669653171956796]); % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.28958780089025715,0.32834446759666525,-0.3047672339568386,0.3078380322155413]); % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','250[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'NumTurns','370', ... 'J0','NumTurns*(I0/area)', ... 'Js0','NumTurns*(I0/circ)', ... 'RadBobbin','7.5[mm]'}; % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.sshape = 2; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.3230718154388096,0.3618284821452177,-0.3047672339568386,0.3078380322155414]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.sshape = 2; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'NumTurns*Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.3230718154388096,0.3618284821452177,-0.3047672339568386,0.3078380322155414]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.sshape = 2; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'NumTurns*Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)', ... 'VoltageGLOBAL','voltage', ... 'CurrentGLOBAL','I_tot'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.3230718154388096,0.3618284821452177,-0.3047672339568386,0.3078380322155414]); % Global variables plot postglobalplot(fem,{'VoltageGLOBAL','CurrentGLOBAL'}, ... 'axislabel',{'nu_emqa'}); % Global variables plot postglobalplot(fem,{'VoltageGLOBAL'}, ... 'title','VoltageGLOBAL', ... 'axislabel',{'nu_emqa','VoltageGLOBAL'}); % Global variables plot postglobalplot(fem,{'CurrentGLOBAL'}, ... 'title','CurrentGLOBAL', ... 'axislabel',{'nu_emqa','CurrentGLOBAL'}); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.sshape = 2; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl','sigCoil'}; equ.Jephi = {0,0,'J0'}; equ.ind = [1,2,1,3]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'NumTurns*Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)', ... 'VoltageGLOBAL','voltage', ... 'CurrentGLOBAL','I_tot'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.3230718154388096,0.3618284821452177,-0.3047672339568386,0.3078380322155414]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.sshape = 2; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'NumTurns*Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)', ... 'VoltageGLOBAL','voltage', ... 'CurrentGLOBAL','I_tot'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.5 (COMSOL 3.5.0.494, $Date: 2008/09/19 16:09:48 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 494; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/09/19 16:09:48 $'; fem.version = vrsn; % Constants fem.const = {'sigCoil','5.96e7', ... 'sigCyl','3.7e7[S/m]', ... 'I0','250[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'NumTurns','370', ... 'J0','NumTurns*(I0/area)', ... 'Js0','NumTurns*(I0/circ)', ... 'RadBobbin','7.5[mm]'}; % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'NumTurns*Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)', ... 'VoltageGLOBAL','voltage', ... 'CurrentGLOBAL','I_tot'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Electric field [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.3230718154388096,0.3618284821452177,-0.3047672339568386,0.3078380322155414]); % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Electric displacement, phi component [V/m] Streamline: Magnetic flux density', ... 'axis',[-0.14912556015386869,0.18788222686027678,-0.16308308906627184,0.16615388732497466]); % Plot solution postplot(fem, ... 'tridata',{'normB_emqa','cont','internal','unit','T'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Magnetic flux density, norm [T] Streamline: Magnetic flux density', ... 'axis',[-0.14912556015386869,0.18788222686027678,-0.16308308906627184,0.16615388732497466]); % Plot solution postplot(fem, ... 'tridata',{'delta_emqa','cont','internal','unit','m'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Skin depth [m] Streamline: Magnetic flux density', ... 'axis',[-0.14912556015386869,0.18788222686027678,-0.16551587460610864,0.16858667286481147]); % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, norm [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.14912556015386869,0.18788222686027678,-0.1651054292160952,0.16817622747479802]); % Plot solution postplot(fem, ... 'tridata',{'Jiphi_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Induced current density, phi component [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.14912556015386869,0.18788222686027678,-0.16367257470032137,0.1667433729590242]); % Plot solution postplot(fem, ... 'tridata',{'Jphi_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, phi component [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.14912556015386869,0.18788222686027678,-0.16367257470032137,0.1667433729590242]); % Plot solution postplot(fem, ... 'tridata',{'Jphi_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum',1, ... 'title','nu_emqa(1)=50000 Surface: Total current density, phi component [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.14912556015386869,0.18788222686027678,-0.16367257470032137,0.1667433729590242]); % Plot solution postplot(fem, ... 'tridata',{'Jphi_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum',4, ... 'title','nu_emqa(4)=1.1e5 Surface: Total current density, phi component [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.14912556015386869,0.18788222686027678,-0.16367257470032137,0.1667433729590242]); % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum',4, ... 'title','nu_emqa(4)=1.1e5 Surface: Total current density, norm [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.14912556015386869,0.18788222686027678,-0.16367257470032137,0.1667433729590242]); % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'flowdata',{'Br_emqa','Bz_emqa'}, ... 'flowcolor',[1.0,0.0,0.0], ... 'flowlines',20, ... 'solnum',1, ... 'title','nu_emqa(1)=50000 Surface: Total current density, norm [A/m^2] Streamline: Magnetic flux density', ... 'axis',[-0.06487361340033233,0.10363028010674043,-0.08106858778548498,0.0841393860441878]); % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'solnum',1, ... 'title','nu_emqa(1)=50000 Surface: Total current density, norm [A/m^2]', ... 'axis',[-0.06487361340033233,0.10363028010674043,-0.08106858778548498,0.0841393860441878]); % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','250[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'NumTurns','370', ... 'J0','NumTurns*(I0/area)', ... 'Js0','NumTurns*(I0/circ)', ... 'RadBobbin','7.5[mm]'}; % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'NumTurns*Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)', ... 'VoltageGLOBAL','voltage', ... 'CurrentGLOBAL','I_tot'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, norm [A/m^2]', ... 'axis',[-0.1491255601538687,0.18788222686027684,-0.1636725747003214,0.16674337295902422]); % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'solnum',1, ... 'title','nu_emqa(1)=50000 Surface: Total current density, norm [A/m^2]', ... 'axis',[-0.022747640023564112,0.06150430672997227,-0.04007178147184082,0.04314257973054364]); % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'solnum',4, ... 'title','nu_emqa(4)=1.1e5 Surface: Total current density, norm [A/m^2]', ... 'axis',[-0.022747640023564112,0.06150430672997227,-0.04007178147184082,0.04314257973054364]); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.5 (COMSOL 3.5.0.494, $Date: 2008/09/19 16:09:48 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 494; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/09/19 16:09:48 $'; fem.version = vrsn; % Constants fem.const = {'sigCoil','5.998e7[S/m]', ... 'sigCyl','3.7e7[S/m]', ... 'I0','250[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'NumTurns','370', ... 'J0','NumTurns*(I0/area)', ... 'Js0','NumTurns*(I0/circ)', ... 'RadBobbin','7.5[mm]'}; % Constants fem.const = {'sigCoil','5.998e7[S/m]', ... 'sigCyl','3.7e7[S/m]', ... 'I0','250[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'NumTurns','370', ... 'J0','NumTurns*(I0/area)', ... 'Js0','NumTurns*(I0/circ)', ... 'RadBobbin','7.5[mm]'}; % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'NumTurns*Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)', ... 'VoltageGLOBAL','voltage', ... 'CurrentGLOBAL','I_tot'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, norm [A/m^2]', ... 'axis',[-0.022747640023564112,0.06150430672997227,-0.04007178147184082,0.04314257973054364]); % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, norm [A/m^2]', ... 'axis',[-0.1673870658541426,0.20614373256055085,-0.16489332327541756,0.16796412153412038]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)', ... 'VoltageGLOBAL','voltage', ... 'CurrentGLOBAL','I_tot'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, norm [A/m^2]', ... 'axis',[-0.1673870658541426,0.20614373256055085,-0.16489332327541756,0.16796412153412038]); % Constants fem.const = {'sigCoil','5.998e7[S/m]', ... 'sigCyl','3.7e7[S/m]', ... 'I0','250[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'NumTurns','370', ... 'J0','(I0/area)', ... 'Js0','(I0/circ)', ... 'RadBobbin','7.5[mm]'}; % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)', ... 'VoltageGLOBAL','voltage', ... 'CurrentGLOBAL','I_tot'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil (Copper)','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder (Aluminium)','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, norm [A/m^2]', ... 'axis',[-0.1673870658541426,0.20614373256055085,-0.16489332327541756,0.16796412153412038]); % Global variables plot postglobalplot(fem,{'VoltageGLOBAL'}, ... 'title','VoltageGLOBAL', ... 'axislabel',{'nu_emqa','VoltageGLOBAL'}); % Global variables plot postglobalplot(fem,{'CurrentGLOBAL'}, ... 'title','CurrentGLOBAL', ... 'axislabel',{'nu_emqa','CurrentGLOBAL'}); % Global variables plot postglobalplot(fem,{'CurrentGLOBAL'}, ... 'title','CurrentGLOBAL', ... 'axislabel',{'nu_emqa','CurrentGLOBAL'}); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circumference','NumTurns*(2*pi*RadBobbin)', ... 'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)', ... 'VoltageGLOBAL','abs(voltage)', ... 'CurrentGLOBAL','abs(I_tot)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil (Copper)','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','NumTurns','Number of windings on coil','diam','Coil diameter','sigCyl','Conductivity in cylinder (Aluminium)','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, norm [A/m^2]', ... 'axis',[-0.16373395291121162,0.20249061961761988,-0.17799522872402446,0.18106602698272728]); % Global variables plot postglobalplot(fem,{'CurrentGLOBAL'}, ... 'title','CurrentGLOBAL', ... 'axislabel',{'nu_emqa','CurrentGLOBAL'}); % Global variables plot postglobalplot(fem,{'VoltageGLOBAL'}, ... 'title','VoltageGLOBAL', ... 'axislabel',{'nu_emqa','VoltageGLOBAL'}); % Constants fem.const = {'sigCoil','5.998e7[S/m]', ... 'sigCyl','3.7e7[S/m]', ... 'I0','170[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'NumTurns','370', ... 'J0','(I0/area)', ... 'Js0','(I0/circ)', ... 'RadBobbin','7.5[mm]'}; % Constants fem.const = {'sigCoil','5.998e7[S/m]', ... 'sigCyl','3.7e7[S/m]', ... 'I0','170[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'J0','(I0/area)', ... 'Js0','(I0/circ)', ... 'RadBobbin','7.5[mm]'}; % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'coil_circ*Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'coil_circ','NumTurns*(2*pi*RadBobbin)', ... 'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)', ... 'VoltageGLOBAL','abs(voltage)', ... 'CurrentGLOBAL','abs(I_tot)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil (Copper)','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','diam','Coil diameter','sigCyl','Conductivity in cylinder (Aluminium)','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, norm [A/m^2]', ... 'axis',[-0.16373395291121162,0.20249061961761988,-0.17799522872402446,0.18106602698272728]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'AzimuthalCurrents'; appl.mode.type = 'axi'; appl.module = 'ACDC'; appl.border = 'on'; appl.assignsuffix = '_emqa'; clear prop prop.analysis='harmonic'; appl.prop = prop; clear bnd bnd.type = {'ax','A0','cont'}; bnd.ind = [1,2,1,3,1,3,1,3,1,3,2,3,3,3,3,3,3,3,2]; appl.bnd = bnd; clear equ equ.sigma = {0,'sigCyl',0,'sigCoil'}; equ.mur = {1,1,48,1}; equ.Jephi = {0,0,0,'J0'}; equ.ind = [1,2,3,4]; appl.equ = equ; appl.var = {'nu','100'}; fem.appl{1} = appl; fem.sdim = {'r','z'}; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Coupling variable elements clear elemcpl % Integration coupling variables clear elem elem.elem = 'elcplscalar'; elem.g = {'1'}; src = cell(1,1); clear equ equ.expr = {{{},'Ephi_emqa'},{{},'Jphi_emqa'}}; equ.ipoints = {{'4','4'},{'4','4'}}; equ.frame = {{'ref','ref'},{'ref','ref'}}; equ.ind = {{'1','2','3'},{'4'}}; src{1} = {{},{},equ}; elem.src = src; geomdim = cell(1,1); geomdim{1} = {}; elem.geomdim = geomdim; elem.var = {'voltage','I_tot'}; elem.global = {'1','2'}; elem.maxvars = {}; elemcpl{1} = elem; fem.elemcpl = elemcpl; % Global expressions fem.globalexpr = {'inductance','imag(voltage/I_tot)/(2*pi*nu_emqa)', ... 'VoltageGLOBAL','abs(voltage)', ... 'CurrentGLOBAL','abs(I_tot)'}; % Descriptions clear descr descr.const= {'sigCoil','Conductivity in coil (Copper)','area','Coil area (single coil)','circ','Coil circumference (single coil)','I0','Current','J0','Current density in coil (accounting for all turns)','diam','Coil diameter','sigCyl','Conductivity in cylinder (Aluminium)','RadBobbin','radius of the bobbin upon which coil is wound','Js0','Surface current of coil (accounting for all turns)'}; descr.globalexpr= {'inductance','imaginary part returns inductance (assuming no capacitance)'}; fem.descr = descr; % ODE Settings clear ode clear units; units.basesystem = 'SI'; ode.units = units; fem.ode=ode; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'Aphi'}, ... 'outcomp',{'Aphi'}, ... 'blocksize','auto', ... 'plotglobal','inductance', ... 'plotglobalpar',{'phase',0}, ... 'pname','nu_emqa', ... 'plist',[50000:20000:200000], ... 'oldcomp',{}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'normJ_emqa','cont','internal','unit','A/m^2'}, ... 'trimap','jet(1024)', ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Total current density, norm [A/m^2]', ... 'axis',[-0.16373395291121162,0.20249061961761988,-0.17799522872402446,0.18106602698272728]); % Plot solution postplot(fem, ... 'tridata',{'normE_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Electric field, norm [V/m]', ... 'axis',[-0.16373395291121162,0.20249061961761988,-0.17799522872402446,0.18106602698272728]); % Plot solution postplot(fem, ... 'tridata',{'Ephi_emqa','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'solnum','end', ... 'title','nu_emqa(8)=1.9e5 Surface: Electric field [V/m]', ... 'axis',[-0.16373395291121162,0.20249061961761988,-0.17606145682589522,0.17913225508459804]); uq~ t% COMSOL Multiphysics Model M-file % Generated by COMSOL 3.5 snapshot (COMSOL 3.5.0.468, $Date: 2008/08/15 16:04:11 $) flclear fem % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ' snapshot'; vrsn.major = 0; vrsn.build = 468; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/08/15 16:04:11 $'; fem.version = vrsn; % Constants fem.const = {'sigCoil','0[S/m]', ... 'sigCyl','3.7e7[S/m]', ... 'I0','1[kA]', ... 'diam','2[cm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'J0','I0/area', ... 'Js0','I0/circ'}; % Geometry g1=circ2('0.01','base','center','pos',{'0.05','0'},'rot','0'); g2=rect2('0.2','0.5','base','corner','pos',{'0','-0.25'},'rot','0'); g3=rect2('0.03','0.1','base','corner','pos',{'0','-0.05'},'rot','0'); % Analyzed geometry clear s s.objs={g1,g2,g3}; s.name={'C1','R1','R2'}; s.tags={'g1','g2','g3'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','1[kA]', ... 'diam','2[cm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'J0','I0/area', ... 'Js0','I0/circ'}; % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.5 (COMSOL 3.5.0.494, $Date: 2008/09/19 16:09:48 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 494; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/09/19 16:09:48 $'; fem.version = vrsn; % Geometry % Analyzed geometry clear s s.objs={g2,g1,g3}; s.name={'R1','C1','R2'}; s.tags={'g2','g1','g3'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem,'repairtol',1.0E-10); g3=move(g3,[0,-0.065]); g4=rect2(0.125,0.045,'base','corner','pos',[0,-0.06]); g5=rect2(0.01,0.055,'base','corner','pos',[0,-0.0050]); g5=move(g5,[0,0.0075]); g6=rect2('0.01','0.055','base','corner','pos',{'0','0'},'rot','0'); g7=rect2('0.0075','0.15','base','corner','pos',{'0','0'},'rot','0'); g1=move(g1,[-0.0050000000000000044,0.035]); g1=move(g1,[0.03,0.0049999999999999975]); g8=rect2(0.05,0.135,'base','corner','pos',[0.0050,0.0050]); g8=move(g8,[0,0.0024999999999999883]); g8=move(g8,[0,-0.0050000000000000044]); g8=move(g8,[0,0.002500000000000016]); g8=move(g8,[0,0.0050]); g9=rect2('0.05','0.135','base','corner','pos',{'0.0075','0.01'},'rot','0'); g10=rect2(0.05,0.125,'base','corner','pos',[0.0075,0.01]); g11=rect2(0.05,0.1,'base','corner','pos',[0.0075,0.01]); % Analyzed geometry clear s s.objs={g2,g1,g4,g7,g11}; s.name={'R1','C1','R2','R3','R4'}; s.tags={'g2','g1','g4','g7','g11'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem,'repairtol',1.0E-10); g12=rect2(0.13,0.06,'base','corner','pos',[0,-0.075]); g13=rect2(0.2,0.44,'base','corner','pos',[0,-0.25]); g14=rect2(0.2,0.3,'base','corner','pos',[0,-0.11]); % Analyzed geometry clear s s.objs={g7,g11,g12,g14}; s.name={'R3','R4','R2','R1'}; s.tags={'g7','g11','g12','g14'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem,'repairtol',1.0E-10); g12=move(g12,[0,0.009999999999999995]); % Analyzed geometry clear s s.objs={g7,g11,g12,g14}; s.name={'R3','R4','R2','R1'}; s.tags={'g7','g11','g12','g14'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem,'repairtol',1.0E-10); % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','170[mA]', ... 'diam','1[cm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'J0','NumTurns*I0/area', ... 'Js0','I0/circ', ... 'NumTurns','370'}; % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.5 (COMSOL 3.5.0.494, $Date: 2008/09/19 16:09:48 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 494; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/09/19 16:09:48 $'; fem.version = vrsn; % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','170[mA]', ... 'diam','1[cm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'J0','NumTurns*I0/area', ... 'Js0','I0/circ', ... 'NumTurns','370', ... 'RadBobbin','7.5[mm]'}; % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.5 (COMSOL 3.5.0.494, $Date: 2008/09/19 16:09:48 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 494; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/09/19 16:09:48 $'; fem.version = vrsn; % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','170[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'NumTurns','370', ... 'J0','NumTurns*(I0/area)', ... 'Js0','NumTurns*(I0/circ)', ... 'RadBobbin','7.5[mm]'}; % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.5 (COMSOL 3.5.0.494, $Date: 2008/09/19 16:09:48 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 494; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/09/19 16:09:48 $'; fem.version = vrsn; % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','170[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'NumTurns','370', ... 'J0','NumTurns*(I0/area)', ... 'Js0','NumTurns*(I0/circ)', ... 'RadBobbin','7.5[mm]'}; % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.5 (COMSOL 3.5.0.494, $Date: 2008/09/19 16:09:48 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 494; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/09/19 16:09:48 $'; fem.version = vrsn; % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','250[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'NumTurns','370', ... 'J0','NumTurns*(I0/area)', ... 'Js0','NumTurns*(I0/circ)', ... 'RadBobbin','7.5[mm]'}; % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.5 (COMSOL 3.5.0.494, $Date: 2008/09/19 16:09:48 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 494; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/09/19 16:09:48 $'; fem.version = vrsn; % Constants fem.const = {'sigCoil','0', ... 'sigCyl','3.7e7[S/m]', ... 'I0','250[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'NumTurns','370', ... 'J0','NumTurns*(I0/area)', ... 'Js0','NumTurns*(I0/circ)', ... 'RadBobbin','7.5[mm]'}; % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.5 (COMSOL 3.5.0.494, $Date: 2008/09/19 16:09:48 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 494; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/09/19 16:09:48 $'; fem.version = vrsn; % Constants fem.const = {'sigCoil','5.998e7[S/m]', ... 'sigCyl','3.7e7[S/m]', ... 'I0','170[mA]', ... 'diam','0.22[mm]', ... 'circ','pi*diam', ... 'area','pi*(diam/2)^2', ... 'J0','(I0/area)', ... 'Js0','(I0/circ)', ... 'RadBobbin','7.5[mm]'}; tclear mfile clear vrsn vrsn.name = 'COMSOL 3.5'; vrsn.ext = ' snapshot'; vrsn.major = 0; vrsn.build = 468; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2008/08/15 16:04:11 $'; mfile.version=vrsn; mfile.fem=''; mfile.stored={'fem0','fem1'}; mfile.tags={}; mfile.types={}; x

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