Źí sr !com.femlab.server.ModelFileHeaderŻDďÓ% L tagst Lcom/femlab/util/FlStringList;L typesq ~ L vrsnt Lcom/femlab/util/FlVersion;xpw sr com.femlab.util.FlVersionźÓ%˙/B
= I buildI majorL datet Ljava/lang/String;L extq ~ L nameq ~ L rcsq ~ L reactionExtq ~ L reactionNameq ~ xpw t q ~ t #COMSOL Reaction Engineering Lab 3.5t at
COMSOL 3.5q ~ w `t $Name: v35ap $t $Date: 2009/05/11 07:38:49 $xur [Ljava.lang.String;ŇVçé {G xp t modelinfot xfemt guit g2t g1t fem1t mfileinfouq ~
q ~ t femstructt guistructt drawq ~ t geomq ~ xsr com.femlab.api.client.ModelInfoć
^ŤÓ% L descrq ~ L docURLq ~ [ imaget [Bxpw pppxuq ~
tÉŚ
COMSOL 3.5
a
0
608
$Name: v35ap $
$Date: 2009/05/11 07:38:49 $
1
geom
on
on
off
on
on
off
on
0.1
t
SmePlaneStress
cartesian
{"u","v","p"}
{"x","y","z"}
smps
SME
{"shlag(2,'u')","shlag(2,'v')"}
4
2
2
on
_smps
Ex_smps
Ey_smps
Ez_smps
Fx_smps
FxAmp_smps
FxPh_smps
Fxg_smps
Fy_smps
FyAmp_smps
FyPh_smps
Fyg_smps
Gxy_smps
Tax_smps
Tay_smps
alphax_smps
alphay_smps
alphaz_smps
ex_smps
exi_smps
exy_smps
exyi_smps
ey_smps
eyi_smps
ez_smps
ezi_smps
nuxy_smps
nuxz_smps
nuyz_smps
refpntx_smps
refpnty_smps
sx_smps
sxi_smps
sxy_smps
sxyi_smps
sy_smps
syi_smps
sz_smps
szi_smps
Lag2
time
off
freq
off
ref
off
{"lm1","lm2"}
ideal
0
0
0
-k*v
-c*vt
0
global
global
standard
{"0","0","0","0"}
{"0","0","0","0"}
{"0","0","0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
0
0
0
0
{1,1,3,2,1,1}
0
0
0
0
0
0
distr_force
global
length
global
standard
free
displacement
0
0
0
0
0
0
0
0
{"0","0","0","0"}
{"0","0","0","0"}
{"0","0"}
{"0","0"}
0
0
1
0
0
0
E_smps/h*min(1e-3*5^auglagiter,1)
E_smps/h*min(1e-3*5^auglagiter,1)
nofriction
fast
auto
1e-2
auto
1e-6
0
0
0
0
0
Inf
1e-3
0
1e-3
0
1e-3
0
{1,1,1,2,1,1,1}
1
2
1
1
1
1
1
1
{"0","0","0"}
1
2.0e11
m/Area/thickness_smps
nodamping
0
0
0
{"0","0","0"}
global
iso
0
neo_hookean
8e5
2e5
2e5
1e10
-3e11
-5e11
-6e11
1e11
8e10
{"2e10"}
{"3000"}
4e10
3e10
iso
mises
tangent
2.0e10
2.0e10
2.0e8
mises_smps
misesKin_smps
2.0e10[Pa]/(1-2.0e10[Pa]/2.0e11[Pa])*epe_smps
0
0
0
0
0
0
0
0
0
0
0
1.2e-5
0.33
7.52e10
0.33
1.2e-5
2.0e11
0.33
1.2e-5
2.0e11
0.33
1.2e-5
2.0e11
{"2.0e11/((1+0.33)*(1-2*0.33))*(1-0.33)","2.0e11/((1+0.33)*(1-2*0.33))*0.33","2.0e11/((1+0.33)*(1-2*0.33))*0.33","0","2.0e11/((1+0.33)*(1-2*0.33))*0.33","2.0e11/((1+0.33)*(1-2*0.33))*(1-0.33)","2.0e11/((1+0.33)*(1-2*0.33))*0.33","0","2.0e11/((1+0.33)*(1-2*0.33))*0.33","2.0e11/((1+0.33)*(1-2*0.33))*0.33","2.0e11/((1+0.33)*(1-2*0.33))*(1-0.33)","0","0","0","0","2.0e11/((1+0.33)*2)"}
{"1.2e-5","1.2e-5","1.2e-5","0"}
0
0.5
0
0
-G*rho_smps
0
global
0
293.15
293.15
0
500
17.44
51.6
volume
global
standard
displacement
0
0
0
0
0
0
0
0
{"0","0","0","0"}
{"0","0"}
0
0
0
0
dx_guess_smps
dx_smps
dy_guess_smps
dy_smps
R0_guess_smps
X0_guess_smps
Y0_guess_smps
0
{"x","y"}
none
0
0
0
0
global
0
dr_guess_smps
dr_smps
1
{1,1}
-1
0
0
{"x","y"}
{"shlag(2,'u')","shlag(2,'v')"}
4
2
2
on
1
SI
{"0","0","0"}
1
1
1
{1,1}
1
2
1
1
1
1
1
1
{"0","0","0"}
{"0","0","0"}
{"thickness_smps*(-ex_smps_test*sx_smps-ey_smps_test*sy_smps-2*exy_smps_test*sxy_smps)","Fyg_smps*v_test","0"}
{"rho_smps*thickness_smps*(u_test*utt+v_test*vtt)","0","0"}
{"0","0","0"}
{"0","0","0"}
{"0"}
{"0"}
{"0"}
{"0"}
{"0"}
{"0"}
{"0"}
{"0"}
{"0"}
{"0","0","0","0","0","0","0","0","0"}
{"0","0","0"}
{"0","0","0","0","0","0","0","0","0"}
{"0","0","0","0","0","0","0","0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
{"0","0"}
1
1
1
1
{"u","v","p"}
reacf(u)
reacf(v)
(x-refpntx_smps)*RFy_smps-(y-refpnty_smps)*RFx_smps
0
Fy_smps*thickness_smps
sqrt(real(u)^2+real(v)^2)
4*G_smps*ex_smps/3-2*G_smps*ey_smps/3-2*G_smps*ez_smps/3-p
4*G_smps*ey_smps/3-2*G_smps*ex_smps/3-2*G_smps*ez_smps/3-p
2*G_smps*exy_smps
ux
vy
-lambLame_smps*(ex_smps+ey_smps)/(lambLame_smps+2*G_smps)
0.5*(uy+vx)
E_smps*((1-nu_smps)*ex_t_smps+nu_smps*ey_t_smps+nu_smps*ez_t_smps)/((1+nu_smps)*(1-2*nu_smps))
E_smps*(nu_smps*ex_t_smps+(1-nu_smps)*ey_t_smps+nu_smps*ez_t_smps)/((1+nu_smps)*(1-2*nu_smps))
E_smps*exy_t_smps/(1+nu_smps)
uxt
vyt
-lambLame_smps*(ex_t_smps+ey_t_smps)/(lambLame_smps+2*G_smps)
0.5*(uyt+vxt)
-K_smps*evol_smps
sqrt((K_smps+4*G_smps/3)/rho_smps)
sqrt(G_smps/rho_smps)
sqrt(sx_smps^2+sy_smps^2-sx_smps*sy_smps+3*sxy_smps^2)
0.5*thickness_smps*(ex_smps*sx_smps+ey_smps*sy_smps+2*exy_smps*sxy_smps)
ex_smps+ey_smps+ez_smps
1.2e-05*(sx_smps-j*(imag(E_smps*(1-nu_smps)/((1+nu_smps)*(1-2*nu_smps)))*ex_smps+imag(E_smps*nu_smps/((1+nu_smps)*(1-2*nu_smps)))*ey_smps+imag(E_smps*nu_smps/((1+nu_smps)*(1-2*nu_smps)))*ez_smps+imag(0)*exy_smps)+sy_smps-j*(imag(E_smps*nu_smps/((1+nu_smps)*(1-2*nu_smps)))*ex_smps+imag(E_smps*(1-nu_smps)/((1+nu_smps)*(1-2*nu_smps)))*ey_smps+imag(E_smps*nu_smps/((1+nu_smps)*(1-2*nu_smps)))*ez_smps+imag(0)*exy_smps))
0
max(max(abs(s1_smps-s2_smps),abs(s2_smps-s3_smps)),abs(s1_smps-s3_smps))
200000000000
m/(Area*thickness_smps)
0
0
0
0
800000
200000
200000
10000000000
-300000000000
-500000000000
-600000000000
E_smps*nu_smps/((1+nu_smps)*(1-2*nu_smps))
0.5*E_smps/(1+nu_smps)
E_smps/(3*(1-2*nu_smps))
0.5*E_smps/(1+nu_smps)
20000000000
20000000000
200000000
mises_smps
misesKin_smps
20000000000[Pa]*epe_smps/(1-20000000000[Pa]/200000000000[Pa])
0
0
0
0
0
0
0
0
1.2e-05
0.33
75200000000
0.33
1.2e-05
200000000000
0.33
1.2e-05
200000000000
0.33
1.2e-05
200000000000
0
0.5
0
0
-G*rho_smps
0
293.15
293.15
500
17.44
51.6
0
0
0
0
0
0
dx_guess_smps
dx_smps
dy_guess_smps
dy_smps
R0_guess_smps
X0_guess_smps
Y0_guess_smps
0
0
0
dr_guess_smps
dr_smps
1
0
0
0
0
{0,0}
{0,0}
{1,1}
{"0","0","0"}
{"0","0","0"}
{"0","0","0"}
{"0","0","0"}
{"0","0","0"}
{"-u","0","0"}
{"0","0","0"}
{"test(-u)","0","0"}
{"0","0","0","0","0","0","0","0","0"}
{"0","0","0","0","0","0","0","0","0"}
{"0","0","0","0","0","0","0","0","0"}
{"0","0","0","0","0","0","0","0","0"}
{"0","0","0"}
{"0","0","0"}
{"0","0","0"}
{"0","0","0"}
1
2
1
2
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
{"","",""}
{"","",""}
{"","",""}
{"","",""}
{"u","v","p"}
reacf(u)
reacf(v)
(x-refpntx_smps)*RFy_smps-(y-refpnty_smps)*RFx_smps
0
0
sqrt(real(u)^2+real(v)^2)
sx_smps*nx_smps+sxy_smps*ny_smps
sxy_smps*nx_smps+sy_smps*ny_smps
0
0
0
0
0
0
0
0
0
0
0
0
nx
ny
0
1
0
0
0
{0,0,0,0,0,0,0}
{0,0,0,0,0,0,0}
{1,1,1,2,1,1,1}
{"0","0","0"}
{"0","Fyg_smps*v_test","0"}
{"0","Fyg_smps*v_test","0"}
{"0","0","0"}
{"0","0","0"}
{"0","0","0"}
{"0","0","0"}
{"0","0","0"}
{"0","0","0"}
{"0","0","0"}
{"0","0","0"}
{"0","0","0"}
1
2
1
2
1
2
1
1
1
1
1
1
1
1
1
1
{"","",""}
{"","",""}
{"","",""}
{"","",""}
{"","",""}
{"","",""}
{"u","v","p"}
reacf(u)
reacf(v)
(x-refpntx_smps)*RFy_smps-(y-refpnty_smps)*RFx_smps
0
0
Fy_smps
Fy_smps
sqrt(real(u)^2+real(v)^2)
0
0
0
-c*vt
-k*v
0
0
0
0
0
0
0
{0,0,0,0,0,0}
{0,0,0,0,0,0}
{1,1,2,3,1,1}
-1
0
0
elpric
{"1"}
{"real(sx_smps)","real(sxy_smps)","real(sy_smps)","0","0","0"}
{"1","2"}
s
smps
{"x","y","z"}
elpric
{"1"}
{"real(ex_smps)","real(exy_smps)","real(ey_smps)","0","0","real(ez_smps)"}
{"1","2"}
e
smps
{"x","y","z"}
elcplscalar
{"1"}
Fxg_smps
Fyg_smps
((x-refpntx_smps)*Fyg_smps-(y-refpnty_smps)*Fxg_smps)
ref
ref
ref
4
4
4
{"1","2","3","4","5","6"}
Fxg_smps
Fyg_smps
((x-refpntx_smps)*Fyg_smps-(y-refpnty_smps)*Fxg_smps)
ref
ref
ref
4
4
4
{"1","2","3","4","5","6","7"}
Fxg_smps
Fyg_smps
((x-refpntx_smps)*Fyg_smps-(y-refpnty_smps)*Fxg_smps)
ref
ref
ref
4
4
4
{"1","2"}
{"Fxtotpnt_g1_smps","Fytotpnt_g1_smps","Mztotpnt_g1_smps","Fxtotbnd_g1_smps","Fytotbnd_g1_smps","Mztotbnd_g1_smps","Fxtotsub_g1_smps","Fytotsub_g1_smps","Mztotsub_g1_smps"}
{"1","2","3","4","5","6","7","8","9"}
elcplsum
{"1"}
RFx_smps
RFy_smps
RMzpnt_smps
{"1","2","3","4","5","6"}
RFx_smps
RFy_smps
RMz_smps
{"1","2","3","4","5","6","7"}
RFx_smps
RFy_smps
RMz_smps
{"1","2"}
{"RFxtotpnt_g1_smps","RFytotpnt_g1_smps","RMztotpnt_g1_smps","RFxtotbnd_g1_smps","RFytotbnd_g1_smps","RMztotbnd_g1_smps","RFxtotsub_g1_smps","RFytotsub_g1_smps","RMztotsub_g1_smps"}
{"1","2","3","4","5","6","7","8","9"}
elconst
+Fxtotpnt_g1_smps+Fxtotbnd_g1_smps+Fxtotsub_g1_smps
RFxtotsub_g1_smps
+Fytotpnt_g1_smps+Fytotbnd_g1_smps+Fytotsub_g1_smps
RFytotsub_g1_smps
+Mztotpnt_g1_smps+Mztotbnd_g1_smps+Mztotsub_g1_smps
RMztotsub_g1_smps
elcplscalar
{"1"}
1
ref
4
{"1","2"}
{"Area"}
{"1"}
{}
{"R2","R1"}
1500[N/m]
50[N/(m/s)]
500[N]
50[kg]
1[lbf/lb]
2[s]
F
excitation force
G
Gravity acceleration
c
Damper constant
te
excitation force time
m
mass
k
Spring constant
{0}
{0}
smps
weak
SI
uq ~
tĆö
off
time
stationary
auto
1.0E-6
25
tol
100
1
off
on
off
1.0
1.0E-4
10.0
off
on
0.0010
25
lumped
automatic
auto
on
1
4
tol
10
1
off
const
1.0
minimal
1.0
1.0E-2
10.0
0.0010
0.01
range(0,0.05,10)
0
1
0.1
11
step
none
tlist
free
genalpha
0.01
off
15
off
on
on
on
on
on
on
off
on
on
0.0010
2
1
0.1
0.75
linear
off
off
maybe
bweuler
0
off
6
0
300
0.0
0
lambda
0
step
none
off
1
off
0.0
0.0
0.0
on
auto
auto
auto
eliminate
auto
1000
on
auto
on
off
off
on
off
currgeom
l2
10000000
longest
weak
on
0
1
2
1
fltpft
2
1.7
0.5
0.5
on
off
off
sensitivity
adjoint
on
cholesky
analytic
500
10
1.0e-6
1.0e-6
1.0e-6
1.0e-6
0
off
v,u
v,u
on
init_expr_currsol_radio
Automatic
0
u_init_radio
Automatic
0
off
off
off
off
umfpack
linsolver
0.0
0.1
0.7
nd
on
off
nd
on
1.0E-8
on
off
tol
2
1.0E-6
400.0
10000
left
right
1
50
1
1.0
3
6
v
5000
512.0
off
2.0
on
droptol
gmres
0.02
100
0.8
on
uncoupled
1.0
on
on
shape
regular
on
2
2
off
Geom1
on
on
u v
1e-3
1
umfpack
linsolver
0.0
0.1
0.7
nd
on
off
nd
on
1.0E-8
on
off
tol
2
1.0E-6
400.0
10000
left
right
1
50
1
1.0
3
6
v
5000
512.0
off
2.0
on
droptol
gmres
0.02
100
0.8
on
uncoupled
1.0
on
on
shape
regular
on
2
2
off
Geom1
on
on
1
iter
0.5
1
1
20
10
1.0E-2
1
const
off
1.0
1.0E-4
1.0E-2
10.0
minimal
onevery
off
off
off
Geom1
0
off
off
off
1029497
COMSOL 3.5.0.608
1251283880319
1251281551554
off
html
on
a4
off
full
on
Geom1
point
0
-0.22000000327825547
0.36398374526117877
-0.14235772569853117
0.3423577286787634
-1.0
1.0
0.05
0.05
0.05
-2.200000032782555
2.200000032782555
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2.6044843437425764
0.0
1.0000000149011612
26.044843437425765
0.0
1.0000000149011612
0.0
0.0
1.0
0.0
point
headlight
on
255
255
255
0.0
1.0
26.044844
directional
light 1
on
255
255
255
1.0
-1.0
1.0
directional
light 2
on
255
255
255
-1.0
1.0
-1.0
directional
light 3
on
255
255
255
-1.0
-1.0
1.0
directional
light 4
on
255
255
255
1.0
-1.0
-1.0
on
on
on
on
off
on
on
on
on
on
on
on
off
off
off
off
1.0
1.0
1.0
size
cycle
off
off
0.5
orbit
none
none
off
off
off
off
on
off
off
on
on
on
on
on
on
1.0E-6
intersection
1.0
normal
off
2
10.0
off
on
off
on
off
off
on
on
5
on
1
0.3
1.3
0.001
1
10
1.0
1.0
on
0
regular
{"","","","","",""}
{"","","","","",""}
{"","","","","","",""}
{"","","","","","",""}
{"","","","","","",""}
{"","","","","","",""}
{"",""}
{"triaf","triaf"}
{"",""}
on
{"v"}
on
-0.32094306894797375
-0.3209430517465732
on
off
m
{"mises_smps"}
off
Pa
Rainbow
off
on
on
255,0,0
interp
fill
off
{"mises_smps"}
on
off
Pa
{"mises_smps"}
off
Pa
{"mises_smps"}
on
off
Pa
Rainbow
off
on
on
255,0,0
20
off
off
step
none
off
off
{"disp_smps"}
on
on
off
m
{"disp_smps"}
off
m
Rainbow
off
on
on
255,0,0
interp
off
sub
{"u","v"}
off
m
{"u","v"}
off
m
{"mises_smps"}
off
Pa
15
off
15
off
step
none
step
none
arrow
proportional
255,0,0
on
1
off
{"s1_smps","s1x_smps","s1y_smps","s1z_smps","s2_smps","s2x_smps","s2y_smps","s2z_smps","s3_smps","s3x_smps","s3y_smps","s3z_smps"}
off
Pa
{"mises_smps"}
off
Pa
8
off
8
off
step
none
step
none
arrow
proportional
0,153,0
on
1
off
{"u","v"}
m
off
255,0,0
{"mises_smps"}
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sr com.femlab.geom.RectČ,EÍÝ6 D lxD lyL lxExprt !Lcom/femlab/geom/Geom$Expression;L lyExprq ~ #xr com.femlab.geom.Prim2ÇZéČ~ü D rotL baseq ~ L constrq ~ [ post [D[ posExprt "[Lcom/femlab/geom/Geom$Expression;L rotExprq ~ #xr com.femlab.geom.Geom2ćV š c/O xr com.femlab.geom.GeomÍš÷6
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