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/θoRj0A m R\S~>$u`IJ9⊵(!'$烡}ncvkh7b,}m]֐qƉfD@3uSlv'!MKز|=XaqqIxݵ^G@,+dty ^S0Ǖ.=H4ֵ ßDs@.YH 8KP5^X'$YB69XZD>BY,U?^yC2:Cvʣ~AnJK)^X,_x={|!<%8{q8 g(g<{=@yB{z̶LIENDB`tDielectric Scattering PML This is an example of how to model perfectly matched layers in the RF Module. The model shows scattering from a dielectric object and how the scattered wave is absorbed by PMLs.tdielectric_scattering_PMLxuq~ tMclear xfem clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; xfem.version = vrsn; xfem.id = 387; xfem.geomdata = 'geom'; xfem.eqvars = 'on'; xfem.cplbndeq = 'on'; xfem.cplbndsh = 'off'; xfem.drawvalid = 'on'; xfem.geomvalid = 'on'; xfem.solvalid = 'on'; xfem.meshtime = 't'; clear appl appl.mode.class = 'InPlaneWaves'; appl.mode.type = 'cartesian'; appl.dim = {'Ez','Hz','Ax','Ay','Az','scEz','scHz'}; appl.sdim = {'x','y','z'}; appl.name = 'rfweh'; appl.module = 'RF'; appl.shape = {'shlag(2,''scEz'')'}; appl.gporder = 4; appl.cporder = 2; appl.sshape = 2; appl.border = 'on'; appl.assignsuffix = '_rfweh'; clear prop prop.elemdefault='Lag2'; prop.analysis='harmonic'; prop.field='TES'; prop.inputvar='lambda'; prop.eigtype='freq'; prop.symPlanex='off'; prop.farfieldListx='sym'; prop.symPlaney='off'; prop.farfieldListy='sym'; prop.frame='ref'; clear weakconstr weakconstr.value = 'off'; weakconstr.dim = {'lm1','lm2'}; prop.weakconstr = weakconstr; appl.prop = prop; clear pnt pnt.I0 = {'0'}; pnt.style = {{{'0'},{'0','0','0'}}}; pnt.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]; appl.pnt = pnt; clear bnd bnd.name = {'','',''}; bnd.type = {'SC','cont','E'}; bnd.murbnd = {'1','1','1'}; bnd.murtensorbnd = {{'1','0','0';'0','1','0';'0','0','1'},{'1','0','0';'0','1','0'; ... '0','0','1'},{'1','0','0';'0','1','0';'0','0','1'}}; bnd.mutype = {'iso','iso','iso'}; bnd.epsilonrbnd = {'1','1','1'}; bnd.epsrtensorbnd = {{'1','0','0';'0','1','0';'0','0','1'},{'1','0','0';'0','1','0'; ... '0','0','1'},{'1','0','0';'0','1','0';'0','0','1'}}; bnd.epstype = {'iso','iso','iso'}; bnd.sigmabnd = {'0','0','0'}; bnd.sigmatensorbnd = {{'0','0','0';'0','0','0';'0','0','0'},{'0','0','0';'0','0','0'; ... '0','0','0'},{'0','0','0';'0','0','0';'0','0','0'}}; bnd.sigtype = {'iso','iso','iso'}; bnd.nbnd = {'1','1','1'}; bnd.ntensorbnd = {{'1','0','0';'0','1','0';'0','0','1'},{'1','0','0';'0','1','0'; ... '0','0','1'},{'1','0','0';'0','1','0';'0','0','1'}}; bnd.ntype = {'iso','iso','iso'}; bnd.matparams = {'epsr','epsr','epsr'}; bnd.H0 = {{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'}}; bnd.E0 = {{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'1'}}; bnd.A0 = {{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'}}; bnd.betaTE = {'0','0','0'}; bnd.betaTM = {'0','0','0'}; bnd.betaport = {'0','0','0'}; bnd.eta = {'1','1','1'}; bnd.Esz = {'0','0','0'}; bnd.wavetype = {'plane','plane','plane'}; bnd.srctype = {'E','E','E'}; bnd.srcpnt = {{'0';'0'},{'0';'0'},{'0';'0'}}; bnd.kdir = {{'-nx_rfweh';'-ny_rfweh'},{'-nx_rfweh';'-ny_rfweh'},{'-nx_rfweh'; ... '-ny_rfweh'}}; bnd.portnr = {'1','1','1'}; bnd.inport = {'0','0','0'}; bnd.Pport = {'1','1','1'}; bnd.modespec = {'userdef','userdef','userdef'}; bnd.rectmodetype = {'TE','TE','TE'}; bnd.usermodetype = {'TE','TE','TE'}; bnd.modenum = {'1','1','1'}; bnd.nu0 = {'0','0','0'}; bnd.nucutoff = {'0','0','0'}; bnd.curofforbeta = {'beta','beta','beta'}; bnd.applmode = {'0','0','0'}; bnd.Js0 = {{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'}}; bnd.style = {{{'0'},{'0','255','0'},{'solid'}},{{'0'},{'0','0','0'},{'solid'}}, ... {{'0'},{'0','255','0'},{'solid'}}}; bnd.ind = [1,1,1,2,1,2,1,2,1,3,2,2,2,1,2,2,2,2,2,2,2,2,2,1,2,2,2,2,1,1, ... 1,1,2,2,2,2,2,2,2,2]; appl.bnd = bnd; clear equ equ.shape = {[1],[1],[1],[1],[1],[1],[1],[1]}; equ.gporder = {{1},{1},{1},{1},{1},{1},{1},{1}}; equ.cporder = {{1},{1},{1},{1},{1},{1},{1},{1}}; equ.init = {{'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0';'0';'0'},{'0'; ... '0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0';'0';'0'},{'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0';'0';'0'}, ... {'0';'0';'0';'0';'0';'0';'0'}}; equ.usage = {1,1,1,1,1,1,1,1}; equ.name = {'','','','','','','',''}; equ.mur = {'1','1','1','1','mat9_mur','1','1','mat1_mur'}; equ.murtensor = {{'1','0','0';'0','1','0';'0','0','1'},{'1','0','0';'0','1','0'; ... '0','0','1'},{'1','0','0';'0','1','0';'0','0','1'},{'1','0','0';'0','1', ... '0';'0','0','1'},{'1','0','0';'0','1','0';'0','0','1'},{'1','0','0';'0', ... '1','0';'0','0','1'},{'1','0','0';'0','1','0';'0','0','1'},{'1','0','0'; ... '0','1','0';'0','0','1'}}; equ.mutype = {'iso','iso','iso','iso','iso','iso','iso','iso'}; equ.epsilonr = {'1','1','1','1','mat9_epsilonr','1','1','mat1_epsilonr'}; equ.epsrtensor = {{'1','0','0';'0','1','0';'0','0','1'},{'1','0','0';'0','1','0'; ... '0','0','1'},{'1','0','0';'0','1','0';'0','0','1'},{'1','0','0';'0','1', ... '0';'0','0','1'},{'1','0','0';'0','1','0';'0','0','1'},{'1','0','0';'0', ... '1','0';'0','0','1'},{'1','0','0';'0','1','0';'0','0','1'},{'1','0','0'; ... '0','1','0';'0','0','1'}}; equ.epstype = {'iso','iso','iso','iso','iso','iso','iso','iso'}; equ.sigma = {'0','0','0','0','mat9_sigma','0','0','mat1_sigma'}; equ.sigmatensor = {{'0','0','0';'0','0','0';'0','0','0'},{'0','0','0';'0','0','0'; ... '0','0','0'},{'0','0','0';'0','0','0';'0','0','0'},{'0','0','0';'0','0', ... '0';'0','0','0'},{'0','0','0';'0','0','0';'0','0','0'},{'0','0','0';'0', ... '0','0';'0','0','0'},{'0','0','0';'0','0','0';'0','0','0'},{'0','0','0'; ... '0','0','0';'0','0','0'}}; equ.sigtype = {'iso','iso','iso','iso','iso','iso','iso','iso'}; equ.n = {'1','1','1','1','mat9_n','3.48','3.48','mat1_n'}; equ.ntensor = {{'1','0','0';'0','1','0';'0','0','1'},{'1','0','0';'0','1','0'; ... '0','0','1'},{'1','0','0';'0','1','0';'0','0','1'},{'1','0','0';'0','1', ... '0';'0','0','1'},{'1','0','0';'0','1','0';'0','0','1'},{'1','0','0';'0', ... '1','0';'0','0','1'},{'1','0','0';'0','1','0';'0','0','1'},{'1','0','0'; ... '0','1','0';'0','0','1'}}; equ.ntype = {'iso','iso','iso','iso','iso','iso','iso','iso'}; equ.matparams = {'epsr','epsr','epsr','epsr','epsr','epsr','epsr','epsr'}; equ.Sd = {{'Sdx_guess_rfweh';'Sdy_guess_rfweh'},{'Sdx_guess_rfweh';'Sdy_guess_rfweh'}, ... {'Sdx_guess_rfweh';'Sdy_guess_rfweh'},{'Sdx_guess_rfweh';'Sdy_guess_rfweh'}, ... {'Sdx_guess_rfweh';'Sdy_guess_rfweh'},{'Sdx_guess_rfweh';'Sdy_guess_rfweh'}, ... {'Sdx_guess_rfweh';'Sdy_guess_rfweh'},{'Sdx_guess_rfweh';'Sdy_guess_rfweh'}}; equ.dr = {'dr_guess_rfweh','dr_guess_rfweh','dr_guess_rfweh','dr_guess_rfweh', ... 'dr_guess_rfweh','dr_guess_rfweh','dr_guess_rfweh','dr_guess_rfweh'}; equ.S0 = {{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0'; ... '0'},{'0';'0'}}; equ.R0 = {'R0_guess_rfweh','R0_guess_rfweh','R0_guess_rfweh','R0_guess_rfweh', ... 'R0_guess_rfweh','R0_guess_rfweh','R0_guess_rfweh','R0_guess_rfweh'}; equ.user = {{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0'; ... '0'},{'0';'0'}}; equ.Stype = {'coord','coord','coord','none','none','none','coord','none'}; equ.coordOn = {{'1';'1'},{'1';'0'},{'0';'1'},{'0';'0'},{'0';'0'},{'0';'0'},{'1'; ... '0'},{'0';'0'}}; equ.rOn = {'0','0','0','0','0','0','0','0'}; equ.srcpnt = {{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0'; ... '0'},{'0';'0'}}; equ.srcaxis = {{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0'; ... '0'},{'0';'0'}}; equ.magconstrel = {'mur','mur','mur','mur','mur','mur','mur','mur'}; equ.M = {{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'},{'0'; ... '0';'0'},{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'}}; equ.Br = {{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'},{'0'; ... '0';'0'},{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'}}; equ.elconstrel = {'epsr','epsr','epsr','epsr','epsr','epsr','epsr','epsr'}; equ.P = {{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'},{'0'; ... '0';'0'},{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'}}; equ.Dr = {{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'},{'0'; ... '0';'0'},{'0';'0';'0'},{'0';'0';'0'},{'0';'0';'0'}}; equ.dinit = {{'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0';'0';'0'},{'0'; ... '0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0';'0';'0'},{'0';'0';'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0';'0';'0'}, ... {'0';'0';'0';'0';'0';'0';'0'}}; equ.style = {{{'0'},{'0','255','0'}},{{'0'},{'0','255','255'}},{{'0'},{'255', ... '0','255'}},{{'0'},{'193','193','193'}},{{'0'},{'193','193','193'}},{{'0'}, ... {'0','255','0'}},{{'0'},{'0','0','255'}},{{'0'},{'255','0','255'}}}; equ.ind = [1,2,1,3,4,3,5,4,6,1,7,1,8]; appl.equ = equ; appl.var = {'epsilon0','8.854187817e-12', ... 'mu0','4*pi*1e-7', ... 'lambda0','800e-9', ... 'E0iz','exp(-j*k0_rfweh*x)'}; xfem.appl{1} = appl; xfem.geom = flbinary('fem1','geom','rod_500nm Wave_800 nm with 100 nm gap_with space.mph'); xfem.mesh = flbinary('fem1.0','mesh','rod_500nm Wave_800 nm with 100 nm gap_with space.mph'); xfem.sdim = {'x','y'}; xfem.frame = {'ref'}; xfem.shape = {'shlag(2,''scEz'')'}; 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],[1],[1]}; equ.gporder = {{1},{1},{1},{1},{1},{1}}; equ.cporder = {{1},{1},{1},{1},{1},{1}}; equ.init = {{'0'},{'0'},{'0'},{'0'},{'0'},{'0'}}; equ.dinit = {{'0'},{'0'},{'0'},{'0'},{'0'},{'0'}}; equ.weak = {{'-dVol_rfweh*mu0_rfweh*(jomega_rfweh^2*Dz_rfweh*test(depEz_rfweh)+jomega_rfweh*Jiz_rfweh*test(depEz_rfweh)-jwHx_rfweh*test(curlEx_rfweh)-jwHy_rfweh*test(curlEy_rfweh))'}, ... {'-dVol_rfweh*mu0_rfweh*(jomega_rfweh^2*Dz_rfweh*test(depEz_rfweh)+jomega_rfweh*Jiz_rfweh*test(depEz_rfweh)-jwHx_rfweh*test(curlEx_rfweh)-jwHy_rfweh*test(curlEy_rfweh))'}, ... {'-dVol_rfweh*mu0_rfweh*(jomega_rfweh^2*Dz_rfweh*test(depEz_rfweh)+jomega_rfweh*Jiz_rfweh*test(depEz_rfweh)-jwHx_rfweh*test(curlEx_rfweh)-jwHy_rfweh*test(curlEy_rfweh))'}, ... {'-dVol_rfweh*mu0_rfweh*(jomega_rfweh^2*Dz_rfweh*test(depEz_rfweh)+jomega_rfweh*Jiz_rfweh*test(depEz_rfweh)-jwHx_rfweh*test(curlEx_rfweh)-jwHy_rfweh*test(curlEy_rfweh))'}, ... {'-dVol_rfweh*mu0_rfweh*(jomega_rfweh^2*Dz_rfweh*test(depEz_rfweh)+jomega_rfweh*Jiz_rfweh*test(depEz_rfweh)-jwHx_rfweh*test(curlEx_rfweh)-jwHy_rfweh*test(curlEy_rfweh))'}, ... {'-dVol_rfweh*mu0_rfweh*(jomega_rfweh^2*Dz_rfweh*test(depEz_rfweh)+jomega_rfweh*Jiz_rfweh*test(depEz_rfweh)-jwHx_rfweh*test(curlEx_rfweh)-jwHy_rfweh*test(curlEy_rfweh))'}}; equ.dweak = {{'0'},{'0'},{'0'},{'0'},{'0'},{'0'}}; equ.constr = {{'0'},{'0'},{'0'},{'0'},{'0'},{'0'}}; equ.c = {{{'0'}},{{'0'}},{{'0'}},{{'0'}},{{'0'}},{{'0'}}}; equ.a = {{'0'},{'0'},{'0'},{'0'},{'0'},{'0'}}; equ.f = {{'0'},{'0'},{'0'},{'0'},{'0'},{'0'}}; equ.ea = {{'0'},{'0'},{'0'},{'0'},{'0'},{'0'}}; equ.da = {{'0'},{'0'},{'0'},{'0'},{'0'},{'0'}}; equ.al = {{{'0';'0'}},{{'0';'0'}},{{'0';'0'}},{{'0';'0'}},{{'0';'0'}},{{'0'; ... '0'}}}; equ.be = {{{'0';'0'}},{{'0';'0'}},{{'0';'0'}},{{'0';'0'}},{{'0';'0'}},{{'0'; ... '0'}}}; equ.ga = {{{'0';'0'}},{{'0';'0'}},{{'0';'0'}},{{'0';'0'}},{{'0';'0'}},{{'0'; ... '0'}}}; equ.sshape = {[1],[1],[1],[1],[1],[1]}; equ.sshapedim = {{1},{1},{1},{1},{1},{1}}; equ.ind = [1,2,1,3,4,3,5,4,4,1,2,1,6]; equ.dim = {'scEz'}; equ.var = {'dr_guess_rfweh',{'2.809457454143782e-007','1.599679868478261e-007', ... '1.057347207086196e-006','0','0','0'}, ... 'R0_guess_rfweh',{'2.920616373302046e-006','2.920616373302046e-006', ... '1.990602923739438e-006','0','0','0'}, ... 'SR_rfweh',{'R0_rfweh+(sqrt((x-srcpntx_rfweh)^2+(y-srcpnty_rfweh)^2)-R0_rfweh)*lambdaS_rfweh*(1-i)/dr_rfweh', ... 'R0_rfweh+(sqrt((x-srcpntx_rfweh)^2+(y-srcpnty_rfweh)^2)-R0_rfweh)*lambdaS_rfweh*(1-i)/dr_rfweh', ... 'R0_rfweh+(sqrt((x-srcpntx_rfweh)^2+(y-srcpnty_rfweh)^2)-R0_rfweh)*lambdaS_rfweh*(1-i)/dr_rfweh', ... '','',''}, ... 'Sx_rfweh',{'x*lambdaS_rfweh*(1-i)/Sdx_rfweh','x*lambdaS_rfweh*(1-i)/Sdx_rfweh', ... 'x','x','x','x'}, ... 'Sdx_guess_rfweh',{'2e-007','2e-007','3.15e-006','0','0','0'}, ... 'rCylx_rfweh',{'','','','','',''}, ... 'Sy_rfweh',{'y*lambdaS_rfweh*(1-i)/Sdy_rfweh','y','y*lambdaS_rfweh*(1-i)/Sdy_rfweh', ... 'y','y','y'}, ... 'Sdy_guess_rfweh',{'2e-007','0','2e-007','0','0','0'}, ... 'rCyly_rfweh',{'','','','','',''}, ... 'detJ_rfweh',{'Jxx_rfweh*Jyy_rfweh','Jxx_rfweh','Jyy_rfweh','1','1', ... '1'}, ... 'Jxx_rfweh',{'diff(Sx_rfweh,x)','diff(Sx_rfweh,x)','1','1','1','1'}, ... 'invJxx_rfweh',{'Jyy_rfweh/detJ_rfweh','1/detJ_rfweh','Jyy_rfweh/detJ_rfweh', ... '1','1','1'}, ... 'Jxy_rfweh',{'0','0','0','0','0','0'}, ... 'invJxy_rfweh',{'0','0','0','0','0','0'}, ... 'Jyx_rfweh',{'0','0','0','0','0','0'}, ... 'invJyx_rfweh',{'0','0','0','0','0','0'}, ... 'Jyy_rfweh',{'diff(Sy_rfweh,y)','1','diff(Sy_rfweh,y)','1','1','1'}, ... 'invJyy_rfweh',{'Jxx_rfweh/detJ_rfweh','Jxx_rfweh/detJ_rfweh','1/detJ_rfweh', ... '1','1','1'}, ... 'k_rfweh',{'k0_rfweh*sqrt(mur_rfweh*(epsilonr_rfweh+sigma_rfweh/(jomega_rfweh*epsilon0_rfweh)))', ... 'k0_rfweh*sqrt(mur_rfweh*(epsilonr_rfweh+sigma_rfweh/(jomega_rfweh*epsilon0_rfweh)))', ... 'k0_rfweh*sqrt(mur_rfweh*(epsilonr_rfweh+sigma_rfweh/(jomega_rfweh*epsilon0_rfweh)))', ... 'k0_rfweh*sqrt(mur_rfweh*(epsilonr_rfweh+sigma_rfweh/(jomega_rfweh*epsilon0_rfweh)))', ... 'k0_rfweh*sqrt(mur_rfweh*(epsilonr_rfweh+sigma_rfweh/(jomega_rfweh*epsilon0_rfweh)))', ... 'k0_rfweh*sqrt(mur_rfweh*(epsilonr_rfweh+sigma_rfweh/(jomega_rfweh*epsilon0_rfweh)))'}, ... 'c_rfweh',{'c0_rfweh/sqrt(epsilonr_rfweh*mur_rfweh)','c0_rfweh/sqrt(epsilonr_rfweh*mur_rfweh)', ... 'c0_rfweh/sqrt(epsilonr_rfweh*mur_rfweh)','c0_rfweh/sqrt(epsilonr_rfweh*mur_rfweh)', ... 'c0_rfweh/sqrt(epsilonr_rfweh*mur_rfweh)','c0_rfweh/sqrt(epsilonr_rfweh*mur_rfweh)'}, ... 'Z_wave_rfweh',{'c_rfweh*mu0_rfweh*mur_rfweh','c_rfweh*mu0_rfweh*mur_rfweh', ... 'c_rfweh*mu0_rfweh*mur_rfweh','c_rfweh*mu0_rfweh*mur_rfweh','c_rfweh*mu0_rfweh*mur_rfweh', ... 'c_rfweh*mu0_rfweh*mur_rfweh'}, ... 'delta_rfweh',{'1/(omega_rfweh*sqrt(0.5*mu0_rfweh*mur_rfweh*epsilon0_rfweh*epsilonr_rfweh*(-1+sqrt(1+(sigma_rfweh/(omega_rfweh*epsilon0_rfweh*epsilonr_rfweh))^2))))', ... '1/(omega_rfweh*sqrt(0.5*mu0_rfweh*mur_rfweh*epsilon0_rfweh*epsilonr_rfweh*(-1+sqrt(1+(sigma_rfweh/(omega_rfweh*epsilon0_rfweh*epsilonr_rfweh))^2))))', ... '1/(omega_rfweh*sqrt(0.5*mu0_rfweh*mur_rfweh*epsilon0_rfweh*epsilonr_rfweh*(-1+sqrt(1+(sigma_rfweh/(omega_rfweh*epsilon0_rfweh*epsilonr_rfweh))^2))))', ... '1/(omega_rfweh*sqrt(0.5*mu0_rfweh*mur_rfweh*epsilon0_rfweh*epsilonr_rfweh*(-1+sqrt(1+(sigma_rfweh/(omega_rfweh*epsilon0_rfweh*epsilonr_rfweh))^2))))', ... '1/(omega_rfweh*sqrt(0.5*mu0_rfweh*mur_rfweh*epsilon0_rfweh*epsilonr_rfweh*(-1+sqrt(1+(sigma_rfweh/(omega_rfweh*epsilon0_rfweh*epsilonr_rfweh))^2))))', ... '1/(omega_rfweh*sqrt(0.5*mu0_rfweh*mur_rfweh*epsilon0_rfweh*epsilonr_rfweh*(-1+sqrt(1+(sigma_rfweh/(omega_rfweh*epsilon0_rfweh*epsilonr_rfweh))^2))))'}, ... 'dVol_rfweh',{'detJ_rfweh','detJ_rfweh','detJ_rfweh','detJ_rfweh', ... 'detJ_rfweh','detJ_rfweh'}, ... 'Eiz_rfweh',{'0','0','0','E0iz_rfweh','E0iz_rfweh','E0iz_rfweh'}, ... 'curlEx_rfweh',{'invJyy_rfweh*diff(Eiz_rfweh+scEz,y)','invJyy_rfweh*diff(Eiz_rfweh+scEz,y)', ... 'invJyy_rfweh*diff(Eiz_rfweh+scEz,y)','diff(Eiz_rfweh+scEz,y)','diff(Eiz_rfweh+scEz,y)', ... 'diff(Eiz_rfweh+scEz,y)'}, ... 'curlEy_rfweh',{'invJxx_rfweh*diff(-Eiz_rfweh-scEz,x)','invJxx_rfweh*diff(-Eiz_rfweh-scEz,x)', ... 'invJxx_rfweh*diff(-Eiz_rfweh-scEz,x)','diff(-Eiz_rfweh-scEz,x)','diff(-Eiz_rfweh-scEz,x)', ... 'diff(-Eiz_rfweh-scEz,x)'}, ... 'depEz_rfweh',{'scEz','scEz','scEz','scEz','scEz','scEz'}, ... 'Ez',{'scEz+Eiz_rfweh','scEz+Eiz_rfweh','scEz+Eiz_rfweh','scEz+Eiz_rfweh', ... 'scEz+Eiz_rfweh','scEz+Eiz_rfweh'}, ... 'epsilon_rfweh',{'epsilon0_rfweh*epsilonr_rfweh','epsilon0_rfweh*epsilonr_rfweh', ... 'epsilon0_rfweh*epsilonr_rfweh','epsilon0_rfweh*epsilonr_rfweh','epsilon0_rfweh*epsilonr_rfweh', ... 'epsilon0_rfweh*epsilonr_rfweh'}, ... 'mu_rfweh',{'mu0_rfweh*mur_rfweh','mu0_rfweh*mur_rfweh','mu0_rfweh*mur_rfweh', ... 'mu0_rfweh*mur_rfweh','mu0_rfweh*mur_rfweh','mu0_rfweh*mur_rfweh'}, ... 'muxx_rfweh',{'mu0_rfweh*murxx_rfweh','mu0_rfweh*murxx_rfweh','mu0_rfweh*murxx_rfweh', ... 'mu0_rfweh*murxx_rfweh','mu0_rfweh*murxx_rfweh','mu0_rfweh*murxx_rfweh'}, ... 'muxy_rfweh',{'mu0_rfweh*murxy_rfweh','mu0_rfweh*murxy_rfweh','mu0_rfweh*murxy_rfweh', ... 'mu0_rfweh*murxy_rfweh','mu0_rfweh*murxy_rfweh','mu0_rfweh*murxy_rfweh'}, ... 'muyx_rfweh',{'mu0_rfweh*muryx_rfweh','mu0_rfweh*muryx_rfweh','mu0_rfweh*muryx_rfweh', ... 'mu0_rfweh*muryx_rfweh','mu0_rfweh*muryx_rfweh','mu0_rfweh*muryx_rfweh'}, ... 'muyy_rfweh',{'mu0_rfweh*muryy_rfweh','mu0_rfweh*muryy_rfweh','mu0_rfweh*muryy_rfweh', ... 'mu0_rfweh*muryy_rfweh','mu0_rfweh*muryy_rfweh','mu0_rfweh*muryy_rfweh'}, ... 'jwHx_rfweh',{'jwBx_rfweh/(mur_rfweh*mu0_rfweh)','jwBx_rfweh/(mur_rfweh*mu0_rfweh)', ... 'jwBx_rfweh/(mur_rfweh*mu0_rfweh)','jwBx_rfweh/(mur_rfweh*mu0_rfweh)','jwBx_rfweh/(mur_rfweh*mu0_rfweh)', ... 'jwBx_rfweh/(mur_rfweh*mu0_rfweh)'}, ... 'Hx_rfweh',{'jwHx_rfweh/jomega_rfweh','jwHx_rfweh/jomega_rfweh','jwHx_rfweh/jomega_rfweh', ... 'jwHx_rfweh/jomega_rfweh','jwHx_rfweh/jomega_rfweh','jwHx_rfweh/jomega_rfweh'}, ... 'scHx_rfweh',{'scBx_rfweh/(mur_rfweh*mu0_rfweh)','scBx_rfweh/(mur_rfweh*mu0_rfweh)', ... 'scBx_rfweh/(mur_rfweh*mu0_rfweh)','scBx_rfweh/(mur_rfweh*mu0_rfweh)','scBx_rfweh/(mur_rfweh*mu0_rfweh)', ... 'scBx_rfweh/(mur_rfweh*mu0_rfweh)'}, ... 'Hix_rfweh',{'-invJyy_rfweh*diff(Eiz_rfweh,y)/(mur_rfweh*mu0_rfweh*jomega_rfweh)', ... '-invJyy_rfweh*diff(Eiz_rfweh,y)/(mur_rfweh*mu0_rfweh*jomega_rfweh)','-invJyy_rfweh*diff(Eiz_rfweh,y)/(mur_rfweh*mu0_rfweh*jomega_rfweh)', ... '-diff(Eiz_rfweh,y)/(mur_rfweh*mu0_rfweh*jomega_rfweh)','-diff(Eiz_rfweh,y)/(mur_rfweh*mu0_rfweh*jomega_rfweh)', ... '-diff(Eiz_rfweh,y)/(mur_rfweh*mu0_rfweh*jomega_rfweh)'}, ... 'jwHy_rfweh',{'jwBy_rfweh/(mur_rfweh*mu0_rfweh)','jwBy_rfweh/(mur_rfweh*mu0_rfweh)', ... 'jwBy_rfweh/(mur_rfweh*mu0_rfweh)','jwBy_rfweh/(mur_rfweh*mu0_rfweh)','jwBy_rfweh/(mur_rfweh*mu0_rfweh)', ... 'jwBy_rfweh/(mur_rfweh*mu0_rfweh)'}, ... 'Hy_rfweh',{'jwHy_rfweh/jomega_rfweh','jwHy_rfweh/jomega_rfweh','jwHy_rfweh/jomega_rfweh', ... 'jwHy_rfweh/jomega_rfweh','jwHy_rfweh/jomega_rfweh','jwHy_rfweh/jomega_rfweh'}, ... 'scHy_rfweh',{'scBy_rfweh/(mur_rfweh*mu0_rfweh)','scBy_rfweh/(mur_rfweh*mu0_rfweh)', ... 'scBy_rfweh/(mur_rfweh*mu0_rfweh)','scBy_rfweh/(mur_rfweh*mu0_rfweh)','scBy_rfweh/(mur_rfweh*mu0_rfweh)', ... 'scBy_rfweh/(mur_rfweh*mu0_rfweh)'}, ... 'Hiy_rfweh',{'-invJxx_rfweh*diff(-Eiz_rfweh,x)/(mur_rfweh*mu0_rfweh*jomega_rfweh)', ... '-invJxx_rfweh*diff(-Eiz_rfweh,x)/(mur_rfweh*mu0_rfweh*jomega_rfweh)','-invJxx_rfweh*diff(-Eiz_rfweh,x)/(mur_rfweh*mu0_rfweh*jomega_rfweh)', ... '-diff(-Eiz_rfweh,x)/(mur_rfweh*mu0_rfweh*jomega_rfweh)','-diff(-Eiz_rfweh,x)/(mur_rfweh*mu0_rfweh*jomega_rfweh)', ... '-diff(-Eiz_rfweh,x)/(mur_rfweh*mu0_rfweh*jomega_rfweh)'}, ... 'Dz_rfweh',{'epsilon_rfweh*Ez','epsilon_rfweh*Ez','epsilon_rfweh*Ez', ... 'epsilon_rfweh*Ez','epsilon_rfweh*Ez','epsilon_rfweh*Ez'}, ... 'Jdz_rfweh',{'jomega_rfweh*Dz_rfweh','jomega_rfweh*Dz_rfweh','jomega_rfweh*Dz_rfweh', ... 'jomega_rfweh*Dz_rfweh','jomega_rfweh*Dz_rfweh','jomega_rfweh*Dz_rfweh'}, ... 'Jiz_rfweh',{'sigma_rfweh*Ez','sigma_rfweh*Ez','sigma_rfweh*Ez','sigma_rfweh*Ez', ... 'sigma_rfweh*Ez','sigma_rfweh*Ez'}, ... 'scDz_rfweh',{'epsilon_rfweh*scEz','epsilon_rfweh*scEz','epsilon_rfweh*scEz', ... 'epsilon_rfweh*scEz','epsilon_rfweh*scEz','epsilon_rfweh*scEz'}, ... 'jwBx_rfweh',{'-curlEx_rfweh','-curlEx_rfweh','-curlEx_rfweh','-curlEx_rfweh', ... '-curlEx_rfweh','-curlEx_rfweh'}, ... 'jwBy_rfweh',{'-curlEy_rfweh','-curlEy_rfweh','-curlEy_rfweh','-curlEy_rfweh', ... '-curlEy_rfweh','-curlEy_rfweh'}, ... 'Bx_rfweh',{'jwBx_rfweh/jomega_rfweh','jwBx_rfweh/jomega_rfweh','jwBx_rfweh/jomega_rfweh', ... 'jwBx_rfweh/jomega_rfweh','jwBx_rfweh/jomega_rfweh','jwBx_rfweh/jomega_rfweh'}, ... 'By_rfweh',{'jwBy_rfweh/jomega_rfweh','jwBy_rfweh/jomega_rfweh','jwBy_rfweh/jomega_rfweh', ... 'jwBy_rfweh/jomega_rfweh','jwBy_rfweh/jomega_rfweh','jwBy_rfweh/jomega_rfweh'}, ... 'scBx_rfweh',{'-invJyy_rfweh*scEzy/jomega_rfweh','-invJyy_rfweh*scEzy/jomega_rfweh', ... '-invJyy_rfweh*scEzy/jomega_rfweh','-scEzy/jomega_rfweh','-scEzy/jomega_rfweh', ... '-scEzy/jomega_rfweh'}, ... 'scBy_rfweh',{'invJxx_rfweh*scEzx/jomega_rfweh','invJxx_rfweh*scEzx/jomega_rfweh', ... 'invJxx_rfweh*scEzx/jomega_rfweh','scEzx/jomega_rfweh','scEzx/jomega_rfweh', ... 'scEzx/jomega_rfweh'}, ... 'normE_rfweh',{'abs(Ez)','abs(Ez)','abs(Ez)','abs(Ez)','abs(Ez)', ... 'abs(Ez)'}, ... 'normD_rfweh',{'abs(Dz_rfweh)','abs(Dz_rfweh)','abs(Dz_rfweh)','abs(Dz_rfweh)', ... 'abs(Dz_rfweh)','abs(Dz_rfweh)'}, ... 'normscE_rfweh',{'abs(scEz)','abs(scEz)','abs(scEz)','abs(scEz)', ... 'abs(scEz)','abs(scEz)'}, ... 'normscD_rfweh',{'abs(scDz_rfweh)','abs(scDz_rfweh)','abs(scDz_rfweh)', ... 'abs(scDz_rfweh)','abs(scDz_rfweh)','abs(scDz_rfweh)'}, ... 'normB_rfweh',{'sqrt(abs(Bx_rfweh)^2+abs(By_rfweh)^2)','sqrt(abs(Bx_rfweh)^2+abs(By_rfweh)^2)', ... 'sqrt(abs(Bx_rfweh)^2+abs(By_rfweh)^2)','sqrt(abs(Bx_rfweh)^2+abs(By_rfweh)^2)', ... 'sqrt(abs(Bx_rfweh)^2+abs(By_rfweh)^2)','sqrt(abs(Bx_rfweh)^2+abs(By_rfweh)^2)'}, ... 'normH_rfweh',{'sqrt(abs(Hx_rfweh)^2+abs(Hy_rfweh)^2)','sqrt(abs(Hx_rfweh)^2+abs(Hy_rfweh)^2)', ... 'sqrt(abs(Hx_rfweh)^2+abs(Hy_rfweh)^2)','sqrt(abs(Hx_rfweh)^2+abs(Hy_rfweh)^2)', ... 'sqrt(abs(Hx_rfweh)^2+abs(Hy_rfweh)^2)','sqrt(abs(Hx_rfweh)^2+abs(Hy_rfweh)^2)'}, ... 'normscB_rfweh',{'sqrt(abs(scBx_rfweh)^2+abs(scBy_rfweh)^2)','sqrt(abs(scBx_rfweh)^2+abs(scBy_rfweh)^2)', ... 'sqrt(abs(scBx_rfweh)^2+abs(scBy_rfweh)^2)','sqrt(abs(scBx_rfweh)^2+abs(scBy_rfweh)^2)', ... 'sqrt(abs(scBx_rfweh)^2+abs(scBy_rfweh)^2)','sqrt(abs(scBx_rfweh)^2+abs(scBy_rfweh)^2)'}, ... 'normscH_rfweh',{'sqrt(abs(scHx_rfweh)^2+abs(scHy_rfweh)^2)','sqrt(abs(scHx_rfweh)^2+abs(scHy_rfweh)^2)', ... 'sqrt(abs(scHx_rfweh)^2+abs(scHy_rfweh)^2)','sqrt(abs(scHx_rfweh)^2+abs(scHy_rfweh)^2)', ... 'sqrt(abs(scHx_rfweh)^2+abs(scHy_rfweh)^2)','sqrt(abs(scHx_rfweh)^2+abs(scHy_rfweh)^2)'}, ... 'normPoav_rfweh',{'sqrt(abs(Poxav_rfweh)^2+abs(Poyav_rfweh)^2)','sqrt(abs(Poxav_rfweh)^2+abs(Poyav_rfweh)^2)', ... 'sqrt(abs(Poxav_rfweh)^2+abs(Poyav_rfweh)^2)','sqrt(abs(Poxav_rfweh)^2+abs(Poyav_rfweh)^2)', ... 'sqrt(abs(Poxav_rfweh)^2+abs(Poyav_rfweh)^2)','sqrt(abs(Poxav_rfweh)^2+abs(Poyav_rfweh)^2)'}, ... 'Wmav_rfweh',{'0.25*real(Hx_rfweh*conj(Bx_rfweh)+Hy_rfweh*conj(By_rfweh))', ... '0.25*real(Hx_rfweh*conj(Bx_rfweh)+Hy_rfweh*conj(By_rfweh))','0.25*real(Hx_rfweh*conj(Bx_rfweh)+Hy_rfweh*conj(By_rfweh))', ... '0.25*real(Hx_rfweh*conj(Bx_rfweh)+Hy_rfweh*conj(By_rfweh))','0.25*real(Hx_rfweh*conj(Bx_rfweh)+Hy_rfweh*conj(By_rfweh))', ... '0.25*real(Hx_rfweh*conj(Bx_rfweh)+Hy_rfweh*conj(By_rfweh))'}, ... 'Weav_rfweh',{'0.25*real(Ez*conj(Dz_rfweh))','0.25*real(Ez*conj(Dz_rfweh))', ... '0.25*real(Ez*conj(Dz_rfweh))','0.25*real(Ez*conj(Dz_rfweh))','0.25*real(Ez*conj(Dz_rfweh))', ... '0.25*real(Ez*conj(Dz_rfweh))'}, ... 'Wav_rfweh',{'Wmav_rfweh+Weav_rfweh','Wmav_rfweh+Weav_rfweh','Wmav_rfweh+Weav_rfweh', ... 'Wmav_rfweh+Weav_rfweh','Wmav_rfweh+Weav_rfweh','Wmav_rfweh+Weav_rfweh'}, ... 'Qav_rfweh',{'0.5*real(sigma_rfweh*abs(Ez)^2-j*real(omega_rfweh)*Ez*conj(Dz_rfweh))', ... '0.5*real(sigma_rfweh*abs(Ez)^2-j*real(omega_rfweh)*Ez*conj(Dz_rfweh))', ... '0.5*real(sigma_rfweh*abs(Ez)^2-j*real(omega_rfweh)*Ez*conj(Dz_rfweh))', ... '0.5*real(sigma_rfweh*abs(Ez)^2-j*real(omega_rfweh)*Ez*conj(Dz_rfweh))', ... '0.5*real(sigma_rfweh*abs(Ez)^2-j*real(omega_rfweh)*Ez*conj(Dz_rfweh))', ... '0.5*real(sigma_rfweh*abs(Ez)^2-j*real(omega_rfweh)*Ez*conj(Dz_rfweh))'}, ... 'Poxav_rfweh',{'0.5*real(-Ez*conj(Hy_rfweh))','0.5*real(-Ez*conj(Hy_rfweh))', ... '0.5*real(-Ez*conj(Hy_rfweh))','0.5*real(-Ez*conj(Hy_rfweh))','0.5*real(-Ez*conj(Hy_rfweh))', ... '0.5*real(-Ez*conj(Hy_rfweh))'}, ... 'Poyav_rfweh',{'0.5*real(Ez*conj(Hx_rfweh))','0.5*real(Ez*conj(Hx_rfweh))', ... '0.5*real(Ez*conj(Hx_rfweh))','0.5*real(Ez*conj(Hx_rfweh))','0.5*real(Ez*conj(Hx_rfweh))', ... '0.5*real(Ez*conj(Hx_rfweh))'},'mur_rfweh',{'1','1','1','1','mat9_mur','mat1_mur'}, ... 'epsilonr_rfweh',{'1','1','1','1','mat9_epsilonr','mat1_epsilonr'}, ... 'sigma_rfweh',{'0','0','0','0','mat9_sigma','mat1_sigma'}, ... 'n_rfweh',{'sqrt(epsilonr_rfweh)','sqrt(epsilonr_rfweh)','sqrt(epsilonr_rfweh)', ... 'sqrt(epsilonr_rfweh)','sqrt(epsilonr_rfweh)','sqrt(epsilonr_rfweh)'}, ... 'dr_rfweh',{'dr_guess_rfweh','dr_guess_rfweh','dr_guess_rfweh','dr_guess_rfweh', ... 'dr_guess_rfweh','dr_guess_rfweh'}, ... 'R0_rfweh',{'R0_guess_rfweh','R0_guess_rfweh','R0_guess_rfweh','R0_guess_rfweh', ... 'R0_guess_rfweh','R0_guess_rfweh'}, ... 'ispml_rfweh',{'1','1','1','0','0','0'}, ... 'srcpntx_rfweh',{'0','0','0','0','0','0'}, ... 'srcpnty_rfweh',{'0','0','0','0','0','0'}, ... 'userx_rfweh',{'0','0','0','0','0','0'}, ... 'usery_rfweh',{'0','0','0','0','0','0'}, ... 'Sdx_rfweh',{'Sdx_guess_rfweh','Sdx_guess_rfweh','Sdx_guess_rfweh', ... 'Sdx_guess_rfweh','Sdx_guess_rfweh','Sdx_guess_rfweh'}, ... 'Sdy_rfweh',{'Sdy_guess_rfweh','Sdy_guess_rfweh','Sdy_guess_rfweh', ... 'Sdy_guess_rfweh','Sdy_guess_rfweh','Sdy_guess_rfweh'}, ... 'murxx_rfweh',{'1','1','1','1','mat9_mur','mat1_mur'}, ... 'muryx_rfweh',{'0','0','0','0','0','0'}, ... 'murxy_rfweh',{'0','0','0','0','0','0'}, ... 'muryy_rfweh',{'1','1','1','1','mat9_mur','mat1_mur'}}; equ.expr = {}; equ.bnd.weak = {{'0'}}; equ.bnd.gporder = {{1}}; equ.bnd.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1]; equ.bnd.expr = {}; equ.lock = [0,0,0,0,0,0,0,0,0,0,0,0,0]; equ.mlock = {[0,0,0,0,0,0,0,0,0,0,0,0,0]}; xfem.equ = equ; clear bnd bnd.weak = {{'Qsj1_rfweh*test(scEz)'},{'Qsj1_rfweh*test(scEz)'},{'Qsj1_rfweh*test(scEz)'}, ... {'Qsj1_rfweh*test(scEz)'},{'Qsj1_rfweh*test(scEz)'},{'Qsj1_rfweh*test(scEz)'}}; bnd.dweak = {{'0'},{'0'},{'0'},{'0'},{'0'},{'0'}}; bnd.constr = {{'0'},{'0'},{'0'},{'0'},{'0'},{'0'}}; bnd.q = {{'dVolbnd_rfweh*jomega_rfweh*sqrt(epsilon0_rfweh*mu0_rfweh)*sqrt(epsilonr_rfweh)/mur_rfweh'}, ... {'0'},{'0'},{'0'},{'0'},{'0'}}; bnd.h = {{'0'},{'0'},{'1'},{'0'},{'0'},{'0'}}; bnd.g = {{'-dVolbnd_rfweh*(-nx_rfweh*diff(Eiz_rfweh,x)-ny_rfweh*diff(Eiz_rfweh,y))/mur_rfweh'}, ... {'0'},{'0'},{'0'},{'0'},{'0'}}; bnd.r = {{'0'},{'0'},{'-Eiz_rfweh+E0z_rfweh'},{'0'},{'0'},{'0'}}; bnd.shape = {[1],[1],[1],[1],[1],[1]}; bnd.sshape = {[1],[1],[1],[1],[1],[1]}; bnd.sshapedim = {{1},{1},{1},{1},{1},{1}}; bnd.gporder = {{1},{1},{1},{1},{1},{1}}; bnd.cporder = {{1},{1},{1},{1},{1},{1}}; bnd.init = {{''},{''},{''},{''},{''},{''}}; bnd.dinit = {{''},{''},{''},{''},{''},{''}}; bnd.ind = [1,1,1,2,1,2,1,2,1,3,4,2,5,1,6,4,6,6,5,6,4,5,2,1,4,2,2,2,1,1, ... 1,1,6,6,6,6,6,6,6,6]; bnd.dim = {'scEz'}; bnd.var = {'Eiz_rfweh',{'0','0','E0iz_rfweh','E0iz_rfweh','E0iz_rfweh','E0iz_rfweh'}, ... 'dVolbnd_rfweh',{'detJ_rfweh*sqrt((invJxx_rfweh*nx_rfweh)^2+(invJyy_rfweh*ny_rfweh)^2)', ... 'detJ_rfweh*sqrt((invJxx_rfweh*nx_rfweh)^2+(invJyy_rfweh*ny_rfweh)^2)', ... '1','1','1','1'}, ... 'Qsj1_rfweh',{'0','0','dVolbnd_rfweh*jomega_rfweh*mu0_rfweh*(dnx*down(Hiy_rfweh)-dny*down(Hix_rfweh))', ... 'dVolbnd_rfweh*jomega_rfweh*mu0_rfweh*(unx*up(Hiy_rfweh)-uny*up(Hix_rfweh))', ... 'dVolbnd_rfweh*jomega_rfweh*mu0_rfweh*(dnx*down(Hiy_rfweh)-dny*down(Hix_rfweh))', ... '0'}, ... 'Jsz_rfweh',{'unx*(Hy_rfweh_down-Hy_rfweh_up)-uny*(Hx_rfweh_down-Hx_rfweh_up)', ... 'unx*(Hy_rfweh_down-Hy_rfweh_up)-uny*(Hx_rfweh_down-Hx_rfweh_up)','unx*(Hy_rfweh_down-Hy_rfweh_up)-uny*(Hx_rfweh_down-Hx_rfweh_up)', ... 'unx*(Hy_rfweh_down-Hy_rfweh_up)-uny*(Hx_rfweh_down-Hx_rfweh_up)','unx*(Hy_rfweh_down-Hy_rfweh_up)-uny*(Hx_rfweh_down-Hx_rfweh_up)', ... 'unx*(Hy_rfweh_down-Hy_rfweh_up)-uny*(Hx_rfweh_down-Hx_rfweh_up)'}, ... 'Qsav_rfweh',{'0.5*real(Jsz_rfweh*conj(Ez))','0.5*real(Jsz_rfweh*conj(Ez))', ... '0.5*real(Jsz_rfweh*conj(Ez))','0.5*real(Jsz_rfweh*conj(Ez))','0.5*real(Jsz_rfweh*conj(Ez))', ... '0.5*real(Jsz_rfweh*conj(Ez))'}, ... 'nPoav_rfweh',{'nx_rfweh*Poxav_rfweh+ny_rfweh*Poyav_rfweh','nx_rfweh*Poxav_rfweh+ny_rfweh*Poyav_rfweh', ... 'nx_rfweh*Poxav_rfweh+ny_rfweh*Poyav_rfweh','nx_rfweh*Poxav_rfweh+ny_rfweh*Poyav_rfweh', ... 'nx_rfweh*Poxav_rfweh+ny_rfweh*Poyav_rfweh','nx_rfweh*Poxav_rfweh+ny_rfweh*Poyav_rfweh'}, ... 'tEscz_rfweh',{'scEz','scEz','scEz','scEz','scEz','scEz'}, ... 'tHscx_rfweh',{'scHx_rfweh','scHx_rfweh','scHx_rfweh','scHx_rfweh', ... 'scHx_rfweh','scHx_rfweh'}, ... 'tHscy_rfweh',{'scHy_rfweh','scHy_rfweh','scHy_rfweh','scHy_rfweh', ... 'scHy_rfweh','scHy_rfweh'}, ... 'Z_TE_rfweh',{'omega_rfweh*mu_rfweh/betaport_rfweh','omega_rfweh*mu_rfweh/betaport_rfweh', ... 'omega_rfweh*mu_rfweh/betaport_rfweh','omega_rfweh*mu_rfweh/betaport_rfweh', ... 'omega_rfweh*mu_rfweh/betaport_rfweh','omega_rfweh*mu_rfweh/betaport_rfweh'}, ... 'Z_TM_rfweh',{'betaport_rfweh/(omega_rfweh*epsilon_rfweh)','betaport_rfweh/(omega_rfweh*epsilon_rfweh)', ... 'betaport_rfweh/(omega_rfweh*epsilon_rfweh)','betaport_rfweh/(omega_rfweh*epsilon_rfweh)', ... 'betaport_rfweh/(omega_rfweh*epsilon_rfweh)','betaport_rfweh/(omega_rfweh*epsilon_rfweh)'}, ... 'Z_TEM_rfweh',{'sqrt(mu_rfweh/epsilon_rfweh)','sqrt(mu_rfweh/epsilon_rfweh)', ... 'sqrt(mu_rfweh/epsilon_rfweh)','sqrt(mu_rfweh/epsilon_rfweh)','sqrt(mu_rfweh/epsilon_rfweh)', ... 'sqrt(mu_rfweh/epsilon_rfweh)'},'murbnd_rfweh',{'1','1','1','1','1','1'}, ... 'epsilonrbnd_rfweh',{'1','1','1','1','1','1'}, ... 'sigmabnd_rfweh',{'0','0','0','0','0','0'}, ... 'nbnd_rfweh',{'sqrt(epsilonrbnd_rfweh)','sqrt(epsilonrbnd_rfweh)', ... 'sqrt(epsilonrbnd_rfweh)','sqrt(epsilonrbnd_rfweh)','sqrt(epsilonrbnd_rfweh)', ... 'sqrt(epsilonrbnd_rfweh)'}, ... 'betaTE_rfweh',{'0','0','0','0','0','0'}, ... 'betaTM_rfweh',{'0','0','0','0','0','0'}, ... 'betaport_rfweh',{'0','0','0','0','0','0'}, ... 'eta_rfweh',{'1','1','1','1','1','1'}, ... 'Esz_rfweh',{'0','0','0','0','0','0'}, ... 'portnr_rfweh',{'1','1','1','1','1','1'}, ... 'Pport_rfweh',{'1','1','1','1','1','1'}, ... 'nu0_rfweh',{'0','0','0','0','0','0'}, ... 'nucutoff_rfweh',{'0','0','0','0','0','0'}, ... 'nx_rfweh',{'nx','nx','nx','nx','nx','nx'}, ... 'ny_rfweh',{'ny','ny','ny','ny','ny','ny'}, ... 'murbndxx_rfweh',{'1','1','1','1','1','1'}, ... 'murbndyx_rfweh',{'0','0','0','0','0','0'}, ... 'murbndxy_rfweh',{'0','0','0','0','0','0'}, ... 'murbndyy_rfweh',{'1','1','1','1','1','1'}, ... 'H0x_rfweh',{'0','0','0','0','0','0'}, ... 'H0y_rfweh',{'0','0','0','0','0','0'}, ... 'E0z_rfweh',{'0','0','1','0','0','0'}, ... 'Js0z_rfweh',{'0','0','0','0','0','0'}, ... 'srcpntx_rfweh',{'0','0','0','0','0','0'}, ... 'srcpnty_rfweh',{'0','0','0','0','0','0'}, ... 'kdirx_rfweh',{'-nx_rfweh','-nx_rfweh','-nx_rfweh','-nx_rfweh','-nx_rfweh', ... '-nx_rfweh'}, ... 'kdiry_rfweh',{'-ny_rfweh','-ny_rfweh','-ny_rfweh','-ny_rfweh','-ny_rfweh', ... '-ny_rfweh'}, ... 'E0normz_rfweh',{'0','0','1','0','0','0'}, ... 'H0normz_rfweh',{'0','0','0','0','0','0'}, ... 'H0z_rfweh',{'0','0','0','0','0','0'}}; bnd.expr = {}; bnd.lock = [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]; bnd.mlock = {[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]}; xfem.bnd = bnd; clear pnt pnt.weak = {{'0'}}; pnt.dweak = {{'0'}}; pnt.constr = {{'0'}}; pnt.shape = {[1]}; pnt.sshape = {[1]}; pnt.sshapedim = {{1}}; pnt.init = {{''}}; pnt.dinit = {{''}}; pnt.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]; pnt.dim = {'scEz'}; pnt.var = {'I0_rfweh',{'0'}}; pnt.expr = {}; pnt.lock = [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]; pnt.mlock = {[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]}; xfem.pnt = pnt; xfem.var = {'epsilon0_rfweh','8.854187817000001e-012','mu0_rfweh','4e-007*pi','lambda0_rfweh','8e-007','E0iz_rfweh','exp(-j*k0_rfweh*x)','k0_rfweh','omega_rfweh*sqrt(epsilon0_rfweh*mu0_rfweh)','damp_rfweh','real(-jomega_rfweh)','nu_rfweh','1/(lambda0_rfweh*sqrt(epsilon0_rfweh*mu0_rfweh))','omega_rfweh','2*pi*nu_rfweh','jomega_rfweh','j*omega_rfweh','lambdaS_rfweh','2*pi/(k0_rfweh*sqrt(mur_rfweh*epsilonr_rfweh))','c0_rfweh','1/sqrt(epsilon0_rfweh*mu0_rfweh)','Pin_port_rfweh','1'}; xfem.expr = {}; clear elemmph 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{1} = elem; xfem.elemmph = elemmph; clear draw draw.p.objs = {}; draw.p.name = {}; draw.c.objs = {}; draw.c.name = {}; draw.s.objs = {flbinary('g33','draw','rod_500nm Wave_800 nm with 100 nm gap_with space.mph'),flbinary('g6','draw','rod_500nm Wave_800 nm with 100 nm gap_with space.mph'),flbinary('g19','draw','rod_500nm Wave_800 nm with 100 nm gap_with space.mph'),flbinary('g10','draw','rod_500nm Wave_800 nm with 100 nm gap_with space.mph'),flbinary('g16','draw','rod_500nm Wave_800 nm with 100 nm gap_with space.mph'),flbinary('g23','draw','rod_500nm Wave_800 nm with 100 nm gap_with space.mph'),flbinary('g25','draw','rod_500nm Wave_800 nm with 100 nm gap_with space.mph')}; draw.s.name = {'R6','E1','R2','CO2','R1','R3','R4'}; xfem.draw = draw; xfem.const = {}; xfem.globalexpr = {}; clear fcns xfem.functions = {}; xfem.sol = flbinary('xfem','solution','rod_500nm Wave_800 nm with 100 nm gap_with space.mph'); xfem.xmcases = [0]; xfem.mcases = [0]; flbinary clear; xfem.rulingmode = 'rfweh'; xfem.solform = 'weak'; clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; lib.mat{7}.name='Air, 1 atm'; lib.mat{7}.varname='mat7'; lib.mat{7}.variables.nu0='nu0(T[1/K])[m^2/s]'; lib.mat{7}.variables.k='k(T[1/K])[W/(m*K)]'; lib.mat{7}.variables.rho='rho(p[1/Pa],T[1/K])[kg/m^3]'; lib.mat{7}.variables.C='Cp(T[1/K])[J/(kg*K)]'; lib.mat{7}.variables.eta='eta(T[1/K])[Pa*s]'; clear fcns fcns{1}.type='inline'; fcns{1}.name='rho(p,T)'; fcns{1}.expr='p*28.8e-3/8.314/T'; fcns{1}.dexpr={'diff(p*28.8e-3/8.314/T,p)','diff(p*28.8e-3/8.314/T,T)'}; fcns{2}.type='inline'; fcns{2}.name='k(T)'; fcns{2}.expr='10^(0.8616*log10(abs(T))-3.7142)'; fcns{2}.dexpr={'diff(10^(0.8616*log10(abs(T))-3.7142),T)'}; fcns{3}.type='inline'; fcns{3}.name='nu0(T)'; fcns{3}.expr='(-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T)'; fcns{3}.dexpr={'diff((-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T),T)'}; fcns{4}.type='inline'; fcns{4}.name='Cp(T)'; fcns{4}.expr='0.0769*T+1076.9'; fcns{4}.dexpr={'diff(0.0769*T+1076.9,T)'}; fcns{5}.type='inline'; fcns{5}.name='eta(T)'; fcns{5}.expr='-7.887E-12*T^2+4.427E-08*T+5.204E-06'; fcns{5}.dexpr={'diff(-7.887E-12*T^2+4.427E-08*T+5.204E-06,T)'}; lib.mat{7}.functions = fcns; lib.mat{8}.name='Silicon Carbide'; lib.mat{8}.varname='mat8'; lib.mat{8}.variables.sigma='1e3'; lib.mat{8}.variables.mur='1'; lib.mat{8}.variables.k='450*(300/T)^0.75'; lib.mat{8}.variables.epsilon='0.5'; lib.mat{8}.variables.epsilonr='10'; lib.mat{8}.variables.rho='3200'; lib.mat{8}.variables.C='1200'; lib.mat{9}.name='Silicon'; lib.mat{9}.varname='mat9'; lib.mat{9}.variables.sigma='1e-12[S/m]'; lib.mat{9}.variables.mur='1'; lib.mat{9}.variables.k='163[W/(m*K)]'; lib.mat{9}.variables.epsilonr='12.1'; lib.mat{9}.variables.rho='2330[kg/m^3]'; lib.mat{9}.variables.C='703[J/(kg*K)]'; lib.mat{9}.variables.nu='0.27'; lib.mat{9}.variables.n='3.48'; lib.mat{9}.variables.alpha='4.15e-6[1/K]'; lib.mat{9}.variables.E='131E9[Pa]'; lib.matgroups{1}.name='Electric (AC/DC)'; lib.matgroups{1}.variables={'res0','alpha','T0','Br'}; lib.matgroups{1}.descr={'Resistivity at reference temp.','Temperature coefficient','Reference temperature','Remanent flux density'}; xfem.lib = lib; uq~ tgui.solvemodel.toutcomp='on'; gui.solvemodel.currsolver='stationary'; gui.solvemodel.solveroption=''; gui.solvemodel.postsolver='stationary'; gui.solvemodel.nonlin='auto'; gui.solvemodel.ntol='1.0E-6'; gui.solvemodel.maxiter='25'; gui.solvemodel.manualdamp='off'; gui.solvemodel.hnlin='off'; gui.solvemodel.initstep='1.0'; gui.solvemodel.minstep='1.0E-4'; gui.solvemodel.rstep='10.0'; gui.solvemodel.useaugsolver='off'; gui.solvemodel.autoaugcomp='on'; gui.solvemodel.augcomp=''; gui.solvemodel.augtol='1.0E-6'; gui.solvemodel.augmaxiter='25'; gui.solvemodel.augsolver='lumped'; gui.solvemodel.atol='0.0010'; gui.solvemodel.rtol='0.01'; gui.solvemodel.tlist='0:0.1:1'; gui.solvemodel.tout='tlist'; gui.solvemodel.tsteps='free'; gui.solvemodel.manualreassem='off'; gui.solvemodel.emassconst='on'; gui.solvemodel.massconst='on'; gui.solvemodel.loadconst='on'; gui.solvemodel.constrconst='on'; gui.solvemodel.jacobianconst='on'; gui.solvemodel.constrjacobianconst='on'; gui.solvemodel.manualstep='off'; gui.solvemodel.initialstep='0.0010'; gui.solvemodel.maxorder='2'; gui.solvemodel.maxstep='1.0'; gui.solvemodel.timeusestopcond='off'; gui.solvemodel.paramusestopcond='off'; gui.solvemodel.masssingular='maybe'; gui.solvemodel.consistent='bweuler'; gui.solvemodel.estrat='0'; gui.solvemodel.complex='off'; gui.solvemodel.neigs='6'; gui.solvemodel.shift='0'; gui.solvemodel.maxeigit='300'; gui.solvemodel.etol='0.0'; gui.solvemodel.krylovdim='0'; gui.solvemodel.eigname='lambda'; gui.solvemodel.eigref='0'; gui.solvemodel.pname=''; gui.solvemodel.plist=''; gui.solvemodel.porder='1'; gui.solvemodel.manualparam='off'; gui.solvemodel.pinitstep='0.0'; gui.solvemodel.pminstep='0.0'; gui.solvemodel.pmaxstep='0.0'; gui.solvemodel.autooldcomp='on'; gui.solvemodel.oldcomp=''; gui.solvemodel.outform='auto'; gui.solvemodel.symmetric='auto'; gui.solvemodel.symmhermit='auto'; gui.solvemodel.method='eliminate'; gui.solvemodel.nullfun='auto'; gui.solvemodel.blocksize='5000'; gui.solvemodel.uscale='auto'; gui.solvemodel.manscale=''; gui.solvemodel.rowscale='on'; gui.solvemodel.conjugate='off'; gui.solvemodel.complexfun='off'; gui.solvemodel.matherr='on'; gui.solvemodel.solfile='off'; gui.solvemodel.adaptgeom='currgeom'; gui.solvemodel.maxt='10000000'; gui.solvemodel.rmethod='longest'; gui.solvemodel.resmethod='weak'; gui.solvemodel.resorder='0'; gui.solvemodel.l2scale='1'; gui.solvemodel.l2staborder='2'; gui.solvemodel.eigselect='1'; gui.solvemodel.tpfun='fltpft'; gui.solvemodel.ngen='2'; gui.solvemodel.tpmult='1.7'; gui.solvemodel.tpworst='0.5'; gui.solvemodel.tpfract='0.5'; gui.solvemodel.autosolver='on'; gui.solvemodel.solcomp='scEz'; gui.solvemodel.outcomp='scEz'; gui.solvemodel.inittype='init_expr_currsol_radio'; gui.solvemodel.initsolnum='Automatic'; gui.solvemodel.inittime='0'; gui.solvemodel.utype='u_init_radio'; gui.solvemodel.usolnum='Automatic'; gui.solvemodel.utime='0'; gui.solvemodel.scriptcommands=''; gui.solvemodel.usescript='off'; gui.solvemodel.autoscript='off'; gui.solvemodel.sameaxis='off'; gui.solvemodel.linsolvernode.currlinsolver='umfpack'; gui.solvemodel.linsolvernode.type='linsolver'; gui.solvemodel.linsolvernode.droptol='0.0'; gui.solvemodel.linsolvernode.thresh='0.1'; gui.solvemodel.linsolvernode.umfalloc='0.7'; gui.solvemodel.linsolvernode.preorder='mmd'; gui.solvemodel.linsolvernode.preroworder='on'; gui.solvemodel.linsolvernode.pivotperturb='1.0E-8'; gui.solvemodel.linsolvernode.errorchk='on'; gui.solvemodel.linsolvernode.iter='2'; gui.solvemodel.linsolvernode.itol='1.0E-6'; gui.solvemodel.linsolvernode.rhob='400.0'; gui.solvemodel.linsolvernode.maxlinit='10000'; gui.solvemodel.linsolvernode.itrestart='50'; gui.solvemodel.linsolvernode.seconditer='1'; gui.solvemodel.linsolvernode.relax='1.0'; gui.solvemodel.linsolvernode.amgauto='3'; gui.solvemodel.linsolvernode.mglevels='6'; gui.solvemodel.linsolvernode.mgcycle='v'; gui.solvemodel.linsolvernode.maxcoarsedof='5000'; gui.solvemodel.linsolvernode.oocmemory='128.0'; gui.solvemodel.linsolvernode.oocfilename=''; gui.solvemodel.linsolvernode.modified='off'; gui.solvemodel.linsolvernode.fillratio='2.0'; gui.solvemodel.linsolvernode.respectpattern='on'; gui.solvemodel.linsolvernode.droptype='droptol'; gui.solvemodel.linsolvernode.vankavars=''; gui.solvemodel.linsolvernode.vankasolv='gmres'; gui.solvemodel.linsolvernode.vankatol='0.02'; gui.solvemodel.linsolvernode.vankarestart='100'; gui.solvemodel.linsolvernode.vankarelax='0.8'; gui.solvemodel.linsolvernode.mgauto='shape'; gui.solvemodel.linsolvernode.rmethod='regular'; gui.solvemodel.linsolvernode.coarseassem='on'; gui.solvemodel.linsolvernode.meshscale='2'; gui.solvemodel.linsolvernode.mgautolevels='2'; gui.solvemodel.linsolvernode.mgkeep='off'; gui.solvemodel.linsolvernode.mggeom='Geom1'; gui.solvemodel.linsolvernode.mcase0='on'; gui.solvemodel.linsolvernode.mgassem0='on'; gui.solvemodel.defaults.toutcomp='on'; gui.solvemodel.defaults.maxorder='2'; gui.registry.general_currentmodel='Geom1'; gui.registry.general_currmeshcase='0'; gui.registry.general_savedonserver='off'; gui.registry.general_savedchanges='off'; gui.registry.general_rulingmode=''; gui.registry.general_incompletemfilehistory='off'; gui.registry.saved_license='0201111'; gui.registry.saved_version='COMSOL 3.3.0.405'; gui.registry.info_modelname='Dielectric Scattering PML'; gui.registry.info_author='COMSOL'; gui.registry.info_company='COMSOL'; gui.registry.info_department=''; gui.registry.info_reference='Copyright (c) 1994-2006 by COMSOL AB'; gui.registry.info_url='www.comsol.com'; gui.registry.info_saveddate='1259044616203'; gui.registry.info_creationdate='1155958369065'; gui.registry.info_modelresult=''; gui.reportregistry.report_contents='title=1;toc=1;modelprop=1;const=1;globalexpr=1;geometry=1;model_Geom1=1;mesh=1;appmode_rfweh=1;lib_material=1;lib_section=1;coord=1;odesettings=1;intcoup=1;extrcoup=1;projcoup=1;percond=1;idcond=1;functions=1;interp=1;solver=1;post=1;equations=1;variables=1;'; gui.reportregistry.report_outputformat='html'; gui.reportregistry.report_filename='D:\Research\2009-2010\Simulation\Near field enhancement with cylinder on silicon surface\Scattered electic field for cylindrical rod on substrate\11192009 new\Scattered electic field for cylindrical rod on substrate with incident.html'; gui.reportregistry.report_autoopen='off'; gui.reportregistry.report_paperformat='a4'; gui.reportregistry.report_includedefaults='off'; gui.reportregistry.report_template='full'; gui.reportregistry.report_showemptysections='on'; gui.flmodel{1}.modelname='Geom1'; gui.flmodel{1}.currmode='post'; gui.flmodel{1}.currappl='0'; gui.flmodel{1}.axis.xmin='-2.7499999305291566E-6'; gui.flmodel{1}.axis.xmax='2.7499999305291566E-6'; gui.flmodel{1}.axis.ymin='-2.2316753362932945E-6'; gui.flmodel{1}.axis.ymax='2.2316753362932945E-6'; gui.flmodel{1}.axis.zmin='-1.0'; gui.flmodel{1}.axis.zmax='1.0'; gui.flmodel{1}.axis.xspacing='5.0E-7'; gui.flmodel{1}.axis.yspacing='5.0E-7'; gui.flmodel{1}.axis.zspacing='0.01'; gui.flmodel{1}.axis.extrax=''; gui.flmodel{1}.axis.extray=''; gui.flmodel{1}.axis.extraz=''; gui.flmodel{1}.camera.xmin='-2.7499999305291567'; gui.flmodel{1}.camera.xmax='2.7499999305291567'; gui.flmodel{1}.camera.ymin='-2.2316753362932946'; gui.flmodel{1}.camera.ymax='2.2316753362932946'; gui.flmodel{1}.camera.camposx='0.0'; gui.flmodel{1}.camera.camposy='0.0'; gui.flmodel{1}.camera.camposz='27.499999305291567'; gui.flmodel{1}.camera.camtargetx='0.0'; gui.flmodel{1}.camera.camtargety='0.0'; gui.flmodel{1}.camera.camtargetz='0.0'; gui.flmodel{1}.camera.camupx='0.0'; gui.flmodel{1}.camera.camupy='1.0'; gui.flmodel{1}.camera.camupz='0.0'; gui.flmodel{1}.lightmodel.headlight.type='point'; gui.flmodel{1}.lightmodel.headlight.name='headlight'; gui.flmodel{1}.lightmodel.headlight.enable='on'; gui.flmodel{1}.lightmodel.headlight.colorr='255'; gui.flmodel{1}.lightmodel.headlight.colorg='255'; gui.flmodel{1}.lightmodel.headlight.colorb='255'; gui.flmodel{1}.lightmodel.headlight.xpos='0.0'; gui.flmodel{1}.lightmodel.headlight.ypos='0.0'; gui.flmodel{1}.lightmodel.headlight.zpos='27.5'; gui.flmodel{1}.lightmodel.scenelight{1}.type='directional'; gui.flmodel{1}.lightmodel.scenelight{1}.name='light 1'; gui.flmodel{1}.lightmodel.scenelight{1}.enable='on'; gui.flmodel{1}.lightmodel.scenelight{1}.colorr='255'; gui.flmodel{1}.lightmodel.scenelight{1}.colorg='255'; gui.flmodel{1}.lightmodel.scenelight{1}.colorb='255'; gui.flmodel{1}.lightmodel.scenelight{1}.xdir='1.0'; gui.flmodel{1}.lightmodel.scenelight{1}.ydir='-1.0'; gui.flmodel{1}.lightmodel.scenelight{1}.zdir='1.0'; gui.flmodel{1}.lightmodel.scenelight{2}.type='directional'; gui.flmodel{1}.lightmodel.scenelight{2}.name='light 2'; gui.flmodel{1}.lightmodel.scenelight{2}.enable='on'; gui.flmodel{1}.lightmodel.scenelight{2}.colorr='255'; gui.flmodel{1}.lightmodel.scenelight{2}.colorg='255'; gui.flmodel{1}.lightmodel.scenelight{2}.colorb='255'; gui.flmodel{1}.lightmodel.scenelight{2}.xdir='-1.0'; gui.flmodel{1}.lightmodel.scenelight{2}.ydir='1.0'; gui.flmodel{1}.lightmodel.scenelight{2}.zdir='-1.0'; 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gui.flmodel{1}.registry.axis_auto='on'; gui.flmodel{1}.registry.axis_autoy='on'; gui.flmodel{1}.registry.axis_autoz='on'; gui.flmodel{1}.registry.axis_box='off'; gui.flmodel{1}.registry.axis_equal='on'; gui.flmodel{1}.registry.axis_csys='on'; gui.flmodel{1}.registry.grid_visible='on'; gui.flmodel{1}.registry.grid_auto='on'; gui.flmodel{1}.registry.grid_autoz='on'; gui.flmodel{1}.registry.grid_labels='on'; gui.flmodel{1}.registry.labels_object='on'; gui.flmodel{1}.registry.labels_vertex='off'; gui.flmodel{1}.registry.labels_edge='off'; gui.flmodel{1}.registry.labels_face='off'; gui.flmodel{1}.registry.labels_subdomain='off'; gui.flmodel{1}.registry.symbols_vertexscale='1.0'; gui.flmodel{1}.registry.symbols_edgescale='1.0'; gui.flmodel{1}.registry.symbols_facescale='1.0'; gui.flmodel{1}.registry.select_draw2d='size'; gui.flmodel{1}.registry.select_adj='cycle'; gui.flmodel{1}.registry.light_headlight='off'; gui.flmodel{1}.registry.light_scenelight='off'; gui.flmodel{1}.registry.light_shininess='0.5'; gui.flmodel{1}.registry.camera_mouse='orbit'; gui.flmodel{1}.registry.camera_camconstr='none'; gui.flmodel{1}.registry.camera_mouseconstr='none'; gui.flmodel{1}.registry.camera_perspective='off'; gui.flmodel{1}.registry.camera_moveasbox='off'; gui.flmodel{1}.registry.draw_assembly='off'; gui.flmodel{1}.registry.draw_dialog='off'; gui.flmodel{1}.registry.draw_keepborders='on'; gui.flmodel{1}.registry.draw_keepedges='off'; gui.flmodel{1}.registry.draw_multi='off'; gui.flmodel{1}.registry.draw_snap2grid='on'; gui.flmodel{1}.registry.draw_snap2vtx='on'; gui.flmodel{1}.registry.draw_solid='on'; gui.flmodel{1}.registry.draw_workplane_coordsys='on'; gui.flmodel{1}.registry.draw_workplane_showgeom='on'; gui.flmodel{1}.registry.draw_repair='off'; gui.flmodel{1}.registry.draw_repairtol='1.0E-4'; 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='100000.00000000001'; 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.hgrad='1.3'; gui.flmodel{1}.meshparam.hcurve='0.3'; 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.hgradedg={'','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hcurveedg={'','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hmaxedg={'','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hcutoffedg={'','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hgradsub={'','','','','','','','','','','','',''}; gui.flmodel{1}.meshparam.hmaxsub={'','','','','','','4e-8','4e-8','4e-8','','','','4e-8'}; gui.flmodel{1}.postmodel.postplot.triplot='on'; gui.flmodel{1}.postmodel.postplot.tridata={'scEz'}; gui.flmodel{1}.postmodel.postplot.trirangeauto='on'; gui.flmodel{1}.postmodel.postplot.trirangemin='-2.428068579527528'; gui.flmodel{1}.postmodel.postplot.trirangemax='2.883519274889247'; gui.flmodel{1}.postmodel.postplot.tricont='on'; gui.flmodel{1}.postmodel.postplot.triunit='V/m'; gui.flmodel{1}.postmodel.postplot.triheightdata={'scEz'}; gui.flmodel{1}.postmodel.postplot.triheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.triheightunit='V/m'; gui.flmodel{1}.postmodel.postplot.trimap='jet'; gui.flmodel{1}.postmodel.postplot.trimapdepth='1024'; gui.flmodel{1}.postmodel.postplot.tribar='on'; gui.flmodel{1}.postmodel.postplot.triusemap='on'; gui.flmodel{1}.postmodel.postplot.tricolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.tricoloring='interp'; gui.flmodel{1}.postmodel.postplot.trifill='fill'; gui.flmodel{1}.postmodel.postplot.contplot='off'; gui.flmodel{1}.postmodel.postplot.contdata={'scEz'}; gui.flmodel{1}.postmodel.postplot.contcont='on'; gui.flmodel{1}.postmodel.postplot.contunit='V/m'; gui.flmodel{1}.postmodel.postplot.contheightdata={'scEz'}; gui.flmodel{1}.postmodel.postplot.contheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.contheightunit='V/m'; gui.flmodel{1}.postmodel.postplot.contcolordata={'scEz'}; 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='V/m'; gui.flmodel{1}.postmodel.postplot.contmap='cool'; gui.flmodel{1}.postmodel.postplot.contmapdepth='1024'; 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={'scEz'}; gui.flmodel{1}.postmodel.postplot.linrangeauto='on'; gui.flmodel{1}.postmodel.postplot.linrangemin=''; gui.flmodel{1}.postmodel.postplot.linrangemax=''; gui.flmodel{1}.postmodel.postplot.lincont='on'; gui.flmodel{1}.postmodel.postplot.linunit='V/m'; gui.flmodel{1}.postmodel.postplot.linheightdata={'scEz'}; gui.flmodel{1}.postmodel.postplot.linheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.linheightunit='V/m'; gui.flmodel{1}.postmodel.postplot.linmap='jet'; gui.flmodel{1}.postmodel.postplot.linmapdepth='1024'; gui.flmodel{1}.postmodel.postplot.linbar='on'; gui.flmodel{1}.postmodel.postplot.linusemap='on'; gui.flmodel{1}.postmodel.postplot.lincolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.lincoloring='interp'; gui.flmodel{1}.postmodel.postplot.arrowplot='off'; gui.flmodel{1}.postmodel.postplot.arrowploton='sub'; gui.flmodel{1}.postmodel.postplot.arrowdata={'Hx_rfweh','Hy_rfweh'}; gui.flmodel{1}.postmodel.postplot.arrowunit='A/m'; gui.flmodel{1}.postmodel.postplot.arrowbnddata={'',''}; gui.flmodel{1}.postmodel.postplot.arrowheightdata={'scEz'}; gui.flmodel{1}.postmodel.postplot.arrowheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.arrowheightunit='V/m'; 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.princheightdata={'scEz'}; gui.flmodel{1}.postmodel.postplot.princheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.princheightunit='V/m'; 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={'Hx_rfweh','Hy_rfweh'}; gui.flmodel{1}.postmodel.postplot.flowunit='A/m'; gui.flmodel{1}.postmodel.postplot.flowuseexpression='off'; gui.flmodel{1}.postmodel.postplot.flowcolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.flowcolordata={'scEz'}; gui.flmodel{1}.postmodel.postplot.flowcolorunit='V/m'; gui.flmodel{1}.postmodel.postplot.flowmap='jet'; gui.flmodel{1}.postmodel.postplot.flowmapdepth='1024'; gui.flmodel{1}.postmodel.postplot.flowbar='on'; gui.flmodel{1}.postmodel.postplot.flowheightdata={'scEz'}; gui.flmodel{1}.postmodel.postplot.flowheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.flowheightunit='V/m'; 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_rfweh'; 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*(Ex_rfweh+partv*Bz_rfweh-partw*By_rfweh)','partq*(Ey_rfweh+partw*Bx_rfweh-partu*Bz_rfweh)','partq*(Ez+partu*By_rfweh-partv*Bx_rfweh)'}; gui.flmodel{1}.postmodel.postplot.part_massless_flowdata={'Hx_rfweh','Hy_rfweh'}; 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={'scEz'}; gui.flmodel{1}.postmodel.postplot.partcolorunit='V/m'; gui.flmodel{1}.postmodel.postplot.partmap='jet'; gui.flmodel{1}.postmodel.postplot.partmapdepth='1024'; gui.flmodel{1}.postmodel.postplot.partbar='on'; gui.flmodel{1}.postmodel.postplot.partpointcolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.partpointautoscale='on'; gui.flmodel{1}.postmodel.postplot.partpointscale='1'; gui.flmodel{1}.postmodel.postplot.partdroptype='once'; gui.flmodel{1}.postmodel.postplot.partdroptimes=''; gui.flmodel{1}.postmodel.postplot.partdropfreq=''; gui.flmodel{1}.postmodel.postplot.partbnd='stick'; gui.flmodel{1}.postmodel.postplot.partmasslessrtol='0.001'; gui.flmodel{1}.postmodel.postplot.partmasslessatolmanual='off'; gui.flmodel{1}.postmodel.postplot.partmasslessatol={''}; gui.flmodel{1}.postmodel.postplot.partmasslessstepsizemanual='off'; gui.flmodel{1}.postmodel.postplot.partmasslesstendauto='on'; gui.flmodel{1}.postmodel.postplot.partmasslessmaxstepsauto='on'; gui.flmodel{1}.postmodel.postplot.partmasslessedgetol='0.001'; gui.flmodel{1}.postmodel.postplot.partmasslesstvar='partt'; gui.flmodel{1}.postmodel.postplot.partmasslessstatic='off'; gui.flmodel{1}.postmodel.postplot.partmasslessres='5'; gui.flmodel{1}.postmodel.postplot.partrtol='0.001'; gui.flmodel{1}.postmodel.postplot.partatolmanual='off'; gui.flmodel{1}.postmodel.postplot.partatol={'',''}; gui.flmodel{1}.postmodel.postplot.partstepsizemanual='off'; gui.flmodel{1}.postmodel.postplot.parttendauto='on'; gui.flmodel{1}.postmodel.postplot.partmaxstepsauto='on'; gui.flmodel{1}.postmodel.postplot.partedgetol='0.001'; gui.flmodel{1}.postmodel.postplot.partvelvar={'partu','partv','partw'}; gui.flmodel{1}.postmodel.postplot.parttvar='partt'; gui.flmodel{1}.postmodel.postplot.partstatic='off'; gui.flmodel{1}.postmodel.postplot.partres='5'; gui.flmodel{1}.postmodel.postplot.maxminplot='off'; gui.flmodel{1}.postmodel.postplot.maxminsubdata={'scEz'}; gui.flmodel{1}.postmodel.postplot.maxminsubdatacheck='on'; gui.flmodel{1}.postmodel.postplot.maxminsubunit='V/m'; gui.flmodel{1}.postmodel.postplot.maxminbnddata={'scEz'}; gui.flmodel{1}.postmodel.postplot.maxminbnddatacheck='off'; gui.flmodel{1}.postmodel.postplot.maxminbndunit='V/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='0'; gui.flmodel{1}.postmodel.postplot.selectvia='stored'; gui.flmodel{1}.postmodel.postplot.autotitle='on'; gui.flmodel{1}.postmodel.postplot.customtitle=''; gui.flmodel{1}.postmodel.postplot.smoothinternal='on'; gui.flmodel{1}.postmodel.postplot.useellogic='off'; gui.flmodel{1}.postmodel.postplot.ellogic=''; gui.flmodel{1}.postmodel.postplot.ellogictype='all'; gui.flmodel{1}.postmodel.postplot.deformplot='off'; gui.flmodel{1}.postmodel.postplot.deformsub='on'; gui.flmodel{1}.postmodel.postplot.deformbnd='on'; gui.flmodel{1}.postmodel.postplot.deformsubdata={'Hx_rfweh','Hy_rfweh'}; 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'; gui.flmodel{1}.postmodel.postplot.animate_selectvia='stored'; gui.flmodel{1}.postmodel.postplot.filetype='AVI'; gui.flmodel{1}.postmodel.postplot.width='640'; gui.flmodel{1}.postmodel.postplot.height='480'; gui.flmodel{1}.postmodel.postplot.fps='10'; gui.flmodel{1}.postmodel.postplot.statfunctype='full'; gui.flmodel{1}.postmodel.postplot.statnframes='11'; gui.flmodel{1}.postmodel.postplot.reverse='off'; gui.flmodel{1}.postmodel.postplot.movieinmatlab='off'; gui.flmodel{1}.postmodel.postplot.copyaxis='off'; gui.flmodel{1}.postmodel.intdata{1}.intdata={'scEz'}; gui.flmodel{1}.postmodel.intdata{1}.intunit='V/m'; gui.flmodel{1}.postmodel.intdata{1}.phase='0'; gui.flmodel{1}.postmodel.intdata{1}.solnum='0'; gui.flmodel{1}.postmodel.intdata{1}.selectvia='stored'; gui.flmodel{1}.postmodel.intdata{2}.autoorder='on'; gui.flmodel{1}.postmodel.intdata{2}.multiplyexpr='off'; gui.flmodel{1}.postmodel.intdata{2}.intdata={'scEz'}; gui.flmodel{1}.postmodel.intdata{2}.intunit='V'; gui.flmodel{1}.postmodel.intdata{2}.phase='0'; gui.flmodel{1}.postmodel.intdata{2}.solnum='0'; gui.flmodel{1}.postmodel.intdata{2}.selectvia='stored'; gui.flmodel{1}.postmodel.intdata{3}.autoorder='on'; gui.flmodel{1}.postmodel.intdata{3}.multiplyexpr='off'; gui.flmodel{1}.postmodel.intdata{3}.intdata={'scEz'}; gui.flmodel{1}.postmodel.intdata{3}.intunit='V*m'; gui.flmodel{1}.postmodel.intdata{3}.phase='0'; gui.flmodel{1}.postmodel.intdata{3}.solnum='0'; gui.flmodel{1}.postmodel.intdata{3}.selectvia='stored'; gui.flmodel{1}.postmodel.domainplot.colordata={'scEz'}; gui.flmodel{1}.postmodel.domainplot.colorrangeauto='on'; gui.flmodel{1}.postmodel.domainplot.colorrangemin=''; gui.flmodel{1}.postmodel.domainplot.colorrangemax=''; gui.flmodel{1}.postmodel.domainplot.colorcont='on'; gui.flmodel{1}.postmodel.domainplot.colorunit='V/m'; gui.flmodel{1}.postmodel.domainplot.surfacesurfacemap='jet'; gui.flmodel{1}.postmodel.domainplot.surfacesurfacemapdepth='1024'; gui.flmodel{1}.postmodel.domainplot.surfacesurfacebar='on'; gui.flmodel{1}.postmodel.domainplot.surfacesurfaceusemap='on'; gui.flmodel{1}.postmodel.domainplot.surfacesurfacecolor='255,0,0'; gui.flmodel{1}.postmodel.domainplot.surfacesurfacecoloring='interp'; gui.flmodel{1}.postmodel.domainplot.surfacesurfacefill='fill'; gui.flmodel{1}.postmodel.domainplot.extrusion='off'; gui.flmodel{1}.postmodel.domainplot.lineyaxisdata={'scEz'}; gui.flmodel{1}.postmodel.domainplot.lineyaxiscont='on'; gui.flmodel{1}.postmodel.domainplot.lineyaxisunit='V/m'; gui.flmodel{1}.postmodel.domainplot.linexaxisxaxistype='arc'; gui.flmodel{1}.postmodel.domainplot.linexaxisuseexpr='off'; gui.flmodel{1}.postmodel.domainplot.linexaxisdata={'scEz'}; gui.flmodel{1}.postmodel.domainplot.linexaxisunit='V/m'; gui.flmodel{1}.postmodel.domainplot.linelinestyle='solid'; gui.flmodel{1}.postmodel.domainplot.linelinecolor='cyclecolor'; gui.flmodel{1}.postmodel.domainplot.linelinemarker='none'; gui.flmodel{1}.postmodel.domainplot.linelegend='off'; gui.flmodel{1}.postmodel.domainplot.linelinelabels='off'; gui.flmodel{1}.postmodel.domainplot.linecolor='255,0,0'; gui.flmodel{1}.postmodel.domainplot.linesurfacemap='jet'; gui.flmodel{1}.postmodel.domainplot.linesurfacemapdepth='1024'; gui.flmodel{1}.postmodel.domainplot.linesurfacebar='on'; gui.flmodel{1}.postmodel.domainplot.linesurfaceusemap='on'; gui.flmodel{1}.postmodel.domainplot.linesurfacecolor='255,0,0'; gui.flmodel{1}.postmodel.domainplot.linesurfacecoloring='interp'; gui.flmodel{1}.postmodel.domainplot.linesurfacefill='fill'; gui.flmodel{1}.postmodel.domainplot.pointyaxisdata={'scEz'}; gui.flmodel{1}.postmodel.domainplot.pointyaxisunit='V/m'; gui.flmodel{1}.postmodel.domainplot.pointxxaxistype=''; gui.flmodel{1}.postmodel.domainplot.pointxuseexpr='off'; gui.flmodel{1}.postmodel.domainplot.pointxdata={'scEz'}; gui.flmodel{1}.postmodel.domainplot.pointxunit='V/m'; gui.flmodel{1}.postmodel.domainplot.pointlinestyle='solid'; gui.flmodel{1}.postmodel.domainplot.pointlinecolor='cyclecolor'; gui.flmodel{1}.postmodel.domainplot.pointlinemarker='none'; gui.flmodel{1}.postmodel.domainplot.pointlegend='off'; gui.flmodel{1}.postmodel.domainplot.pointlinelabels='off'; gui.flmodel{1}.postmodel.domainplot.pointcolor='255,0,0'; gui.flmodel{1}.postmodel.domainplot.crossdispcolor='255,0,0'; gui.flmodel{1}.postmodel.domainplot.phase='0'; gui.flmodel{1}.postmodel.domainplot.solnum='0'; gui.flmodel{1}.postmodel.domainplot.selectvia='stored'; gui.flmodel{1}.postmodel.domainplot.autotitle='on'; gui.flmodel{1}.postmodel.domainplot.customtitle=''; gui.flmodel{1}.postmodel.domainplot.autolabelx='on'; gui.flmodel{1}.postmodel.domainplot.customlabelx=''; gui.flmodel{1}.postmodel.domainplot.autolabely='on'; gui.flmodel{1}.postmodel.domainplot.customlabely=''; gui.flmodel{1}.postmodel.domainplot.axistype={'lin','lin'}; gui.flmodel{1}.postmodel.domainplot.smoothinternal='on'; gui.flmodel{1}.postmodel.domainplot.autorefine='on'; gui.flmodel{1}.postmodel.domainplot.refine='1'; gui.flmodel{1}.postmodel.domainplot.plottypeind='0'; gui.flmodel{1}.postmodel.crossplot.extrusion='off'; gui.flmodel{1}.postmodel.crossplot.lineyaxisdata={'scEz'}; gui.flmodel{1}.postmodel.crossplot.lineyaxisunit='V/m'; gui.flmodel{1}.postmodel.crossplot.linexaxisxaxistype='arc'; gui.flmodel{1}.postmodel.crossplot.linexaxisuseexpr='off'; gui.flmodel{1}.postmodel.crossplot.linexaxisdata={'scEz'}; gui.flmodel{1}.postmodel.crossplot.linexaxisunit='V/m'; gui.flmodel{1}.postmodel.crossplot.linelinestyle='solid'; gui.flmodel{1}.postmodel.crossplot.linelinecolor='cyclecolor'; gui.flmodel{1}.postmodel.crossplot.linelinemarker='none'; gui.flmodel{1}.postmodel.crossplot.linelegend='off'; gui.flmodel{1}.postmodel.crossplot.linelinelabels='off'; gui.flmodel{1}.postmodel.crossplot.linecolor='255,0,0'; gui.flmodel{1}.postmodel.crossplot.linesurfacemap='jet'; gui.flmodel{1}.postmodel.crossplot.linesurfacemapdepth='1024'; gui.flmodel{1}.postmodel.crossplot.linesurfacebar='on'; gui.flmodel{1}.postmodel.crossplot.linesurfaceusemap='on'; gui.flmodel{1}.postmodel.crossplot.linesurfacecolor='255,0,0'; gui.flmodel{1}.postmodel.crossplot.linesurfacecoloring='interp'; gui.flmodel{1}.postmodel.crossplot.linesurfacefill='fill'; gui.flmodel{1}.postmodel.crossplot.lineresolution='200'; gui.flmodel{1}.postmodel.crossplot.linecoord={'0','1','0','0'}; 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={'scEz'}; gui.flmodel{1}.postmodel.crossplot.pointyaxisunit='V/m'; gui.flmodel{1}.postmodel.crossplot.pointxxaxistype=''; gui.flmodel{1}.postmodel.crossplot.pointxuseexpr='off'; gui.flmodel{1}.postmodel.crossplot.pointxdata={'scEz'}; gui.flmodel{1}.postmodel.crossplot.pointxunit='V/m'; 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'; 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.plottypeind='0'; gui.flmodel{1}.postmodel.dataexport.pntdata={'scEz'}; gui.flmodel{1}.postmodel.dataexport.pntunit='V/m'; gui.flmodel{1}.postmodel.dataexport.pntlocation='element'; gui.flmodel{1}.postmodel.dataexport.pntlagorder='2'; gui.flmodel{1}.postmodel.dataexport.bnddata={'scEz'}; gui.flmodel{1}.postmodel.dataexport.bndcont='off'; gui.flmodel{1}.postmodel.dataexport.bndunit='V/m'; gui.flmodel{1}.postmodel.dataexport.bndlocation='element'; gui.flmodel{1}.postmodel.dataexport.bndlagorder='2'; gui.flmodel{1}.postmodel.dataexport.subdata={'scEz'}; gui.flmodel{1}.postmodel.dataexport.subcont='off'; gui.flmodel{1}.postmodel.dataexport.subunit='V/m'; 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'; gui.flmodel{1}.postmodel.dataexport.selectvia='stored'; gui.flmodel{1}.postmodel.dataexport.exportformat='ptd'; gui.flmodel{1}.postmodel.dataexport.exportedim='2'; gui.flmodel{1}.postmodel.dataexport.struct='off'; gui.flmodel{1}.postmodel.datadisplay.fullprecision='off'; gui.flmodel{1}.postmodel.datadisplay.phase='0'; gui.flmodel{1}.postmodel.datadisplay.solnum='0'; gui.flmodel{1}.postmodel.datadisplay.selectvia='stored'; gui.flmodel{1}.postmodel.datadisplay.interpdata={'scEz'}; gui.flmodel{1}.postmodel.datadisplay.interpunit='V/m'; gui.flmodel{1}.postmodel.datadisplay.coord={'0','0'}; gui.flmodel{1}.postmodel.globalplot.globalyaxisexprs={}; gui.flmodel{1}.postmodel.globalplot.globalyaxisexprsdisp={}; gui.flmodel{1}.postmodel.globalplot.linexaxisxaxistype=''; gui.flmodel{1}.postmodel.globalplot.linexaxisuseexpr='off'; gui.flmodel{1}.postmodel.globalplot.globallinestyle='solid'; gui.flmodel{1}.postmodel.globalplot.globallinecolor='cyclecolor'; gui.flmodel{1}.postmodel.globalplot.globallinemarker='none'; gui.flmodel{1}.postmodel.globalplot.globallegend='off'; gui.flmodel{1}.postmodel.globalplot.globallinelabels='off'; gui.flmodel{1}.postmodel.globalplot.globalcolor='255,0,0'; gui.flmodel{1}.postmodel.globalplot.autotitle='on'; gui.flmodel{1}.postmodel.globalplot.customtitle=''; gui.flmodel{1}.postmodel.globalplot.autolabelx='on'; gui.flmodel{1}.postmodel.globalplot.customlabelx=''; gui.flmodel{1}.postmodel.globalplot.autolabely='on'; gui.flmodel{1}.postmodel.globalplot.customlabely=''; gui.flmodel{1}.postmodel.globalplot.axistype={'lin','lin'}; gui.flmodel{1}.postmodel.globalplot.phase='0'; gui.flmodel{1}.postmodel.globalplot.solnum='0'; gui.flmodel{1}.postmodel.globalplot.selectvia='stored'; gui.flmodel{1}.postmodel.globalplot.plotimported='off'; gui.flmodel{1}.geommodel.suppressed{1}=[]; gui.flmodel{1}.geommodel.suppressed{2}=[]; gui.flmodel{1}.geommodel.suppressed{3}=[]; gui.flmodel{1}.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.meshmapdepth='1024'; gui.flmodel{1}.meshmodel.meshplot.meshbar='on'; 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(G.籤Q?ء_uxP Ԕ?latǿU쿲AR׿@.'jHPٿB9ELԿgDsٿa3E9ۿᲮy\Z?R$Xlg8?^2󿱨q[I𿢈/Xǿ/ $iLǥatZ?(NYxM?U:g-\P?"ݫWݦ?e*KFv[/U?K;ŵLǶ?)ІY֒/?z%uA,E? َ4DA?g2Y<'E?"iV=F|?O!忖v6?`l׿ھPT>?fĭ}ߎN2?CO?#?u ?" t?e(oIkS?Z?}?7ZiIp7?\Buq~*'xsrcom.femlab.xmesh.Xmesh[{ω Z initializedLelemIndtLcom/femlab/util/g;Lelementsq~[geomMapt[ILgeomNumq~L initElemIndq~L initElementsq~[mcasesq~[meGrpst[Lcom/femlab/xmesh/MEGrp;[meshNumt[[I[ unitsystemst#[Lcom/femlab/api/client/UnitSystem;Lversionq~xpwq~ur[IM`&v겥xpuq~ 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rfweh/jomega_rfweh'},'scBx_rfweh',{'-invJyy_rfweh*scEzy/jomega_rfweh','-invJyy_rfweh*scEzy/jomega_rfweh','-invJyy_rfweh*scEzy/jomega_rfweh','-scEzy/jomega_rfweh','-scEzy/jomega_rfweh','-scEzy/jomega_rfweh'},'scBy_rfweh',{'invJxx_rfweh*scEzx/jomega_rfweh','invJxx_rfweh*scEzx/jomega_rfweh','invJxx_rfweh*scEzx/jomega_rfweh','scEzx/jomega_rfweh','scEzx/jomega_rfweh','scEzx/jomega_rfweh'},'normE_rfweh',{'abs(Ez)','abs(Ez)','abs(Ez)','abs(Ez)','abs(Ez)','abs(Ez)'},'normD_rfweh',{'abs(Dz_rfweh)','abs(Dz_rfweh)','abs(Dz_rfweh)','abs(Dz_rfweh)','abs(Dz_rfweh)','abs(Dz_rfweh)'},'normscE_rfweh',{'abs(scEz)','abs(scEz)','abs(scEz)','abs(scEz)','abs(scEz)','abs(scEz)'},'normscD_rfweh',{'abs(scDz_rfweh)','abs(scDz_rfweh)','abs(scDz_rfweh)','abs(scDz_rfweh)','abs(scDz_rfweh)','abs(scDz_rfweh)'},'normB_rfweh',{'sqrt(abs(Bx_rfweh)^2+abs(By_rfweh)^2)','sqrt(abs(Bx_rfweh)^2+abs(By_rfweh)^2)','sqrt(abs(Bx_rfweh)^2+abs(By_rfweh)^2)','sqrt(abs(Bx_rfweh)^2+abs(By_rfweh)^2)','sqrt(abs(Bx_rfweh)^2+abs(By_rfweh)^2)','sqrt(abs(Bx_rfweh)^2+abs(By_rfweh)^2)'},'normH_rfweh',{'sqrt(abs(Hx_rfweh)^2+abs(Hy_rfweh)^2)','sqrt(abs(Hx_rfweh)^2+abs(Hy_rfweh)^2)','sqrt(abs(Hx_rfweh)^2+abs(Hy_rfweh)^2)','sqrt(abs(Hx_rfweh)^2+abs(Hy_rfweh)^2)','sqrt(abs(Hx_rfweh)^2+abs(Hy_rfweh)^2)','sqrt(abs(Hx_rfweh)^2+abs(Hy_rfweh)^2)'},'normscB_rfweh',{'sqrt(abs(scBx_rfweh)^2+abs(scBy_rfweh)^2)','sqrt(abs(scBx_rfweh)^2+abs(scBy_rfweh)^2)','sqrt(abs(scBx_rfweh)^2+abs(scBy_rfweh)^2)','sqrt(abs(scBx_rfweh)^2+abs(scBy_rfweh)^2)','sqrt(abs(scBx_rfweh)^2+abs(scBy_rfweh)^2)','sqrt(abs(scBx_rfweh)^2+abs(scBy_rfweh)^2)'},'normscH_rfweh',{'sqrt(abs(scHx_rfweh)^2+abs(scHy_rfweh)^2)','sqrt(abs(scHx_rfweh)^2+abs(scHy_rfweh)^2)','sqrt(abs(scHx_rfweh)^2+abs(scHy_rfweh)^2)','sqrt(abs(scHx_rfweh)^2+abs(scHy_rfweh)^2)','sqrt(abs(scHx_rfweh)^2+abs(scHy_rfweh)^2)','sqrt(abs(scHx_rfweh)^2+abs(scHy_rfweh)^2)'},'normPoav_rfweh',{'sqrt(abs(Poxav_rfweh)^2+abs(Poyav_rfweh)^2)','sqrt(abs(Poxav_rfweh)^2+abs(Poyav_rfweh)^2)','sqrt(abs(Poxav_rfweh)^2+abs(Poyav_rfweh)^2)','sqrt(abs(Poxav_rfweh)^2+abs(Poyav_rfweh)^2)','sqrt(abs(Poxav_rfweh)^2+abs(Poyav_rfweh)^2)','sqrt(abs(Poxav_rfweh)^2+abs(Poyav_rfweh)^2)'},'Wmav_rfweh',{'0.25*real(Hx_rfweh*conj(Bx_rfweh)+Hy_rfweh*conj(By_rfweh))','0.25*real(Hx_rfweh*conj(Bx_rfweh)+Hy_rfweh*conj(By_rfweh))','0.25*real(Hx_rfweh*conj(Bx_rfweh)+Hy_rfweh*conj(By_rfweh))','0.25*real(Hx_rfweh*conj(Bx_rfweh)+Hy_rfweh*conj(By_rfweh))','0.25*real(Hx_rfweh*conj(Bx_rfweh)+Hy_rfweh*conj(By_rfweh))','0.25*real(Hx_rfweh*conj(Bx_rfweh)+Hy_rfweh*conj(By_rfweh))'},'Weav_rfweh',{'0.25*real(Ez*conj(Dz_rfweh))','0.25*real(Ez*conj(Dz_rfweh))','0.25*real(Ez*conj(Dz_rfweh))','0.25*real(Ez*conj(Dz_rfweh))','0.25*real(Ez*conj(Dz_rfweh))','0.25*real(Ez*conj(Dz_rfweh))'},'Wav_rfweh',{'Wmav_rfweh+Weav_rfweh','Wmav_rfweh+Weav_rfweh','Wmav_rfweh+Weav_rfweh','Wmav_rfweh+Weav_rfweh','Wmav_rfweh+Weav_rfweh','Wmav_rfweh+Weav_rfweh'},'Qav_rfweh',{'0.5*real(sigma_rfweh*abs(Ez)^2-j*real(omega_rfweh)*Ez*conj(Dz_rfweh))','0.5*real(sigma_rfweh*abs(Ez)^2-j*real(omega_rfweh)*Ez*conj(Dz_rfweh))','0.5*real(sigma_rfweh*abs(Ez)^2-j*real(omega_rfweh)*Ez*conj(Dz_rfweh))','0.5*real(sigma_rfweh*abs(Ez)^2-j*real(omega_rfweh)*Ez*conj(Dz_rfweh))','0.5*real(sigma_rfweh*abs(Ez)^2-j*real(omega_rfweh)*Ez*conj(Dz_rfweh))','0.5*real(sigma_rfweh*abs(Ez)^2-j*real(omega_rfweh)*Ez*conj(Dz_rfweh))'},'Poxav_rfweh',{'0.5*real(-Ez*conj(Hy_rfweh))','0.5*real(-Ez*conj(Hy_rfweh))','0.5*real(-Ez*conj(Hy_rfweh))','0.5*real(-Ez*conj(Hy_rfweh))','0.5*real(-Ez*conj(Hy_rfweh))','0.5*real(-Ez*conj(Hy_rfweh))'},'Poyav_rfweh',{'0.5*real(Ez*conj(Hx_rfweh))','0.5*real(Ez*conj(Hx_rfweh))','0.5*real(Ez*conj(Hx_rfweh))','0.5*real(Ez*conj(Hx_rfweh))','0.5*real(Ez*conj(Hx_rfweh))','0.5*real(Ez*conj(Hx_rfweh))'},'mur_rfweh',{'1','1','1','1','mat9_mur','mat1_mur'},'epsilonr_rfweh',{'1','1','1','1','mat9_epsilonr','mat1_epsilonr'},'sigma_rfweh',{'0','0','0','0','mat9_sigma','mat1_sigma'},'n_rfweh',{'sqrt(epsilonr_rfweh)','sqrt(epsilonr_rfweh)','sqrt(epsilonr_rfweh)','sqrt(epsilonr_rfweh)','sqrt(epsilonr_rfweh)','sqrt(epsilonr_rfweh)'},'dr_rfweh',{'dr_guess_rfweh','dr_guess_rfweh','dr_guess_rfweh','dr_guess_rfweh','dr_guess_rfweh','dr_guess_rfweh'},'R0_rfweh',{'R0_guess_rfweh','R0_guess_rfweh','R0_guess_rfweh','R0_guess_rfweh','R0_guess_rfweh','R0_guess_rfweh'},'ispml_rfweh',{'1','1','1','0','0','0'},'srcpntx_rfweh',{'0','0','0','0','0','0'},'srcpnty_rfweh',{'0','0','0','0','0','0'},'userx_rfweh',{'0','0','0','0','0','0'},'usery_rfweh',{'0','0','0','0','0','0'},'Sdx_rfweh',{'Sdx_guess_rfweh','Sdx_guess_rfweh','Sdx_guess_rfweh','Sdx_guess_rfweh','Sdx_guess_rfweh','Sdx_guess_rfweh'},'Sdy_rfweh',{'Sdy_guess_rfweh','Sdy_guess_rfweh','Sdy_guess_rfweh','Sdy_guess_rfweh','Sdy_guess_rfweh','Sdy_guess_rfweh'},'murxx_rfweh',{'1','1','1','1','mat9_mur','mat1_mur'},'muryx_rfweh',{'0','0','0','0','0','0'},'murxy_rfweh',{'0','0','0','0','0','0'},'muryy_rfweh',{'1','1','1','1','mat9_mur','mat1_mur'}}},'ind',{{{'1','3','10','12'},{'2','11'},{'4','6'},{'5','8','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bmTypeIndIeDimIgeomNumImeshCaseL bmTypeStrq~[coordst[[D[domainsq~[namest[Ljava/lang/String;xpwtls(0)uq~uq~ ur[[Dǭ dgExpxsq~wtls(0)uq~ uq~ tscEzuq~xsq~wts(1)uq~(  !"#$%&'(uq~ tscEztscEztscEztx$2ty$2uq~uq~>????xsq~wts(2)uq~  uq~ tscEztscEztscEztscEztscEztscEztx$2tx$2tx$2ty$2ty$2ty$2uq~uq~> ???????uq~> ???????xsq~wtls(2)uq~  uq~ tscEztscEztscEztscEztscEztscEzuq~uq~>???uq~>???xuq~xq~q~q~q~srcom.femlab.api.client.MFileInfo3$$LfemNameq~[historyq~[mfileTagsAndTypest[[Ljava/lang/String;[ resetHistoryq~[ storedNamesq~Lversionq~xpwsq~wq~q~q~ q~t COMSOL 3.3t snapshotwt $Name: $t$Date: 2006/08/28 11:47:14 $xuq~ t`% COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 snapshot (COMSOL 3.3.0.396, $Date: 2006/08/28 11:47:14 $) flclear fem % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ' snapshot'; vrsn.major = 0; vrsn.build = 396; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/28 11:47:14 $'; fem.version = vrsn; % Geometry g1=rect2('2.4','0.2','base','corner','pos',{'-1.2','1'},'rot','0'); g2=rect2('2.4','0.2','base','corner','pos',{'-1.2','-1.2'},'rot','0'); g3=rect2('0.2','2.4','base','corner','pos',{'-1.2','-1.2'},'rot','0'); g4=rect2('0.2','2.4','base','corner','pos',{'1','-1.2'},'rot','0'); g5=ellip2('0.1','0.3','base','center','pos',{'0','0'},'rot','0'); g6=ellip2('0.3','0.1','base','center','pos',{'0','0'},'rot','0'); g7=geomcomp({g5,g6},'ns',{'g5','g6'},'sf','g5+g6','edge','none'); g8=geomdel(g7); g9=rect2('2','2','base','corner','pos',{'-1','-1'},'rot','0'); % Analyzed geometry clear s s.objs={g1,g2,g3,g4,g8,g9}; s.name={'R1','R2','R3','R4','CO2','R5'}; s.tags={'g1','g2','g3','g4','g8','g9'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % Initialize mesh fem.mesh=meshinit(fem, ... 'hmax',[0.05]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.type = {'SC','cont'}; bnd.ind = [1,1,1,2,1,2,1,2,1,2,2,2,2,1,2,1,2,2,2,2,1,1,1,1,2,2,2,2,2,2, ... 2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,3}; equ.Stype = {'coord','coord','coord','none','none'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0}}; equ.ind = [1,2,1,3,4,3,1,2,1,5]; appl.equ = equ; appl.var = {'lambda0','0.5'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-1.4939385659523623,1.4939385659523623,-1.3200000524520874,1.3200000524520874,-1,1]); % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-1.3513819259130582,1.3513819259130582,-1.3200000524520874,1.3200000524520874,-1,1]); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem.version = vrsn; % Geometry g3=scale(g3,0.000001,0.000001,0,0); g4=scale(g4,0.000001,0.000001,0,0); g1=scale(g1,0.000001,0.000001,0,0); g9=scale(g9,0.000001,0.000001,0,0); g2=scale(g2,0.000001,0.000001,0,0); g8=scale(g8,0.000001,0.000001,0,0); g5=ellip2(5.0E-7,5.0E-7,'base','center','pos',[0,0]); g6=ellip2('2.5E-7','2.5E-7','base','center','pos',{'0','0'},'rot','0'); % Analyzed geometry clear s s.objs={g3,g4,g1,g9,g2,g6}; s.name={'R3','R4','R1','R5','R2','E1'}; s.tags={'g3','g4','g1','g9','g2','g6'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); g7=ellip2(5.0E-7,5.0E-7,'base','center','pos',[0,0]); % Analyzed geometry clear s s.objs={g3,g4,g1,g9,g2,g6,g7}; s.name={'R3','R4','R1','R5','R2','E1','E2'}; s.tags={'g3','g4','g1','g9','g2','g6','g7'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5, ... 'hmaxsub',[10,4e-8,11,4e-8]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.type = {'SC','cont'}; bnd.ind = [1,1,1,2,1,2,1,2,1,2,2,2,2,1,2,1,2,2,2,2,1,1,1,1,2,2,2,2,2,2, ... 2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,3}; equ.Stype = {'coord','coord','coord','none','none'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0}}; equ.ind = [1,2,1,3,4,3,1,2,1,4,5]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-1.7119797559856577E-6,1.7119797559856577E-6,-1.3200000466895289E-6,1.3200000466895289E-6,-1,1]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.type = {'SC','cont'}; bnd.ind = [1,1,1,2,1,2,1,2,1,2,2,2,2,1,2,1,2,2,2,2,1,1,1,1,2,2,2,2,2,2, ... 2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat1_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none'}; equ.mur = {1,1,1,1,'mat1_mur'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0}}; equ.sigma = {0,0,0,0,'mat1_sigma'}; equ.n = {1,1,1,1,'mat1_n'}; equ.ind = [1,2,1,3,4,3,1,2,1,4,5]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-1.792711541884021E-6,1.932926502409755E-6,-1.3908307292916092E-6,1.4343840303245128E-6,-1,1]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.type = {'SC','cont'}; bnd.ind = [1,1,1,2,1,2,1,2,1,2,2,2,2,1,2,1,2,2,2,2,1,1,1,1,2,2,2,2,2,2, ... 2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,2.09}; equ.Stype = {'coord','coord','coord','none','none'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0}}; equ.sigma = {0,0,0,0,'mat2_sigma'}; equ.n = {1,1,1,1,1.45}; equ.ind = [1,2,1,3,4,3,1,2,1,4,5]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-1.7948675938789843E-6,2.1921502922657685E-6,-1.4899351213828552E-6,1.5334884224157589E-6,-1,1]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.type = {'SC','cont'}; bnd.ind = [1,1,1,2,1,2,1,2,1,2,2,2,2,1,2,1,2,2,2,2,1,1,1,1,2,2,2,2,2,2, ... 2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,2.09}; equ.Stype = {'coord','coord','coord','none','none'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0}}; equ.sigma = {0,0,0,0,'mat3_sigma'}; equ.n = {1,1,1,1,1.45}; equ.ind = [1,2,1,3,4,3,1,2,1,4,5]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-1.7619797559856585E-6,2.4343653110153673E-6,-1.6809288086070007E-6,1.7244821096399048E-6,-1,1]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.type = {'SC','cont'}; bnd.ind = [1,1,1,2,1,2,1,2,1,2,2,2,2,1,2,1,2,2,2,2,1,1,1,1,2,2,2,2,2,2, ... 2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,2.09}; equ.Stype = {'coord','coord','coord','none','none'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0}}; equ.sigma = {0,0,0,0,'mat4_sigma'}; equ.n = {1,1,1,1,1.45}; equ.ind = [1,2,1,3,4,3,1,2,1,4,5]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-2.1746440968471187E-6,2.3914329183575282E-6,-1.7094903195342339E-6,1.753043620567137E-6,-1,1]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.type = {'SC','cont'}; bnd.ind = [1,1,1,2,1,2,1,2,1,2,2,2,2,1,2,1,2,2,2,2,1,1,1,1,2,2,2,2,2,2, ... 2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat5_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0}}; equ.sigma = {0,0,0,0,58.1e6}; equ.n = {1,1,1,1,1.45}; equ.ind = [1,2,1,3,4,3,1,2,1,4,5]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-2.1772865165724775E-6,2.709133074567992E-6,-1.8309509341870044E-6,1.8745042352199076E-6,-1,1]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.type = {'SC','cont'}; bnd.ind = [1,1,1,2,1,2,1,2,1,2,2,2,2,1,2,1,2,2,2,2,1,1,1,1,2,2,2,2,2,2, ... 2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat6_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0}}; equ.sigma = {0,0,0,0,58.1e6}; equ.n = {1,1,1,1,1.45}; equ.ind = [1,2,1,3,4,3,1,2,1,4,5]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-2.180114320718359E-6,3.049122142261284E-6,-1.960932869448922E-6,2.0044861704818254E-6,-1,1]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.type = {'SC','cont'}; bnd.ind = [1,1,1,2,1,2,1,2,1,2,2,2,2,1,2,1,2,2,2,2,1,1,1,1,2,2,2,2,2,2, ... 2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,11.7}; equ.Stype = {'coord','coord','coord','none','none'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0}}; equ.sigma = {0,0,0,0,58.1e6}; equ.n = {1,1,1,1,1.45}; equ.ind = [1,2,1,3,4,3,1,2,1,4,5]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; lib.mat{7}.name='Air, 1 atm'; lib.mat{7}.varname='mat7'; lib.mat{7}.variables.nu0='nu0(T[1/K])[m^2/s]'; lib.mat{7}.variables.k='k(T[1/K])[W/(m*K)]'; lib.mat{7}.variables.rho='rho(p[1/Pa],T[1/K])[kg/m^3]'; lib.mat{7}.variables.C='Cp(T[1/K])[J/(kg*K)]'; lib.mat{7}.variables.eta='eta(T[1/K])[Pa*s]'; clear fcns fcns{1}.type='inline'; fcns{1}.name='rho(p,T)'; fcns{1}.expr='p*28.8e-3/8.314/T'; fcns{1}.dexpr={'diff(p*28.8e-3/8.314/T,p)','diff(p*28.8e-3/8.314/T,T)'}; fcns{2}.type='inline'; fcns{2}.name='k(T)'; fcns{2}.expr='10^(0.8616*log10(abs(T))-3.7142)'; fcns{2}.dexpr={'diff(10^(0.8616*log10(abs(T))-3.7142),T)'}; fcns{3}.type='inline'; fcns{3}.name='nu0(T)'; fcns{3}.expr='(-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T)'; fcns{3}.dexpr={'diff((-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T),T)'}; fcns{4}.type='inline'; fcns{4}.name='Cp(T)'; fcns{4}.expr='0.0769*T+1076.9'; fcns{4}.dexpr={'diff(0.0769*T+1076.9,T)'}; fcns{5}.type='inline'; fcns{5}.name='eta(T)'; fcns{5}.expr='-7.887E-12*T^2+4.427E-08*T+5.204E-06'; fcns{5}.dexpr={'diff(-7.887E-12*T^2+4.427E-08*T+5.204E-06,T)'}; lib.mat{7}.functions = fcns; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-2.183140515312171E-6,3.4129638461173515E-6,-2.1000339561899473E-6,2.1435872572228518E-6,-1,1]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.type = {'SC','cont'}; bnd.ind = [1,1,1,2,1,2,1,2,1,2,2,2,2,1,2,1,2,2,2,2,1,1,1,1,2,2,2,2,2,2, ... 2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat1_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none'}; equ.mur = {1,1,1,1,'mat1_mur'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0}}; equ.sigma = {0,0,0,0,'mat1_sigma'}; equ.n = {1,1,1,1,'mat1_n'}; equ.ind = [1,2,1,3,4,3,1,2,1,4,5]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; lib.mat{7}.name='Air, 1 atm'; lib.mat{7}.varname='mat7'; lib.mat{7}.variables.nu0='nu0(T[1/K])[m^2/s]'; lib.mat{7}.variables.k='k(T[1/K])[W/(m*K)]'; lib.mat{7}.variables.rho='rho(p[1/Pa],T[1/K])[kg/m^3]'; lib.mat{7}.variables.C='Cp(T[1/K])[J/(kg*K)]'; lib.mat{7}.variables.eta='eta(T[1/K])[Pa*s]'; clear fcns fcns{1}.type='inline'; fcns{1}.name='rho(p,T)'; fcns{1}.expr='p*28.8e-3/8.314/T'; fcns{1}.dexpr={'diff(p*28.8e-3/8.314/T,p)','diff(p*28.8e-3/8.314/T,T)'}; fcns{2}.type='inline'; fcns{2}.name='k(T)'; fcns{2}.expr='10^(0.8616*log10(abs(T))-3.7142)'; fcns{2}.dexpr={'diff(10^(0.8616*log10(abs(T))-3.7142),T)'}; fcns{3}.type='inline'; fcns{3}.name='nu0(T)'; fcns{3}.expr='(-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T)'; fcns{3}.dexpr={'diff((-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T),T)'}; fcns{4}.type='inline'; fcns{4}.name='Cp(T)'; fcns{4}.expr='0.0769*T+1076.9'; fcns{4}.dexpr={'diff(0.0769*T+1076.9,T)'}; fcns{5}.type='inline'; fcns{5}.name='eta(T)'; fcns{5}.expr='-7.887E-12*T^2+4.427E-08*T+5.204E-06'; fcns{5}.dexpr={'diff(-7.887E-12*T^2+4.427E-08*T+5.204E-06,T)'}; lib.mat{7}.functions = fcns; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'init',fem0.sol, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-2.1863790188460727E-6,3.8023316171549446E-6,-2.248893967341077E-6,2.2924472683739814E-6,-1,1]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.type = {'SC','cont'}; bnd.ind = [1,1,1,2,1,2,1,2,1,2,2,2,2,1,2,1,2,2,2,2,1,1,1,1,2,2,2,2,2,2, ... 2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat8_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none'}; equ.mur = {1,1,1,1,'mat8_mur'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0}}; equ.sigma = {0,0,0,0,'mat8_sigma'}; equ.n = {1,1,1,1,1.45}; equ.ind = [1,2,1,3,4,3,1,2,1,4,5]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; lib.mat{7}.name='Air, 1 atm'; lib.mat{7}.varname='mat7'; lib.mat{7}.variables.nu0='nu0(T[1/K])[m^2/s]'; lib.mat{7}.variables.k='k(T[1/K])[W/(m*K)]'; lib.mat{7}.variables.rho='rho(p[1/Pa],T[1/K])[kg/m^3]'; lib.mat{7}.variables.C='Cp(T[1/K])[J/(kg*K)]'; lib.mat{7}.variables.eta='eta(T[1/K])[Pa*s]'; clear fcns fcns{1}.type='inline'; fcns{1}.name='rho(p,T)'; fcns{1}.expr='p*28.8e-3/8.314/T'; fcns{1}.dexpr={'diff(p*28.8e-3/8.314/T,p)','diff(p*28.8e-3/8.314/T,T)'}; fcns{2}.type='inline'; fcns{2}.name='k(T)'; fcns{2}.expr='10^(0.8616*log10(abs(T))-3.7142)'; fcns{2}.dexpr={'diff(10^(0.8616*log10(abs(T))-3.7142),T)'}; fcns{3}.type='inline'; fcns{3}.name='nu0(T)'; fcns{3}.expr='(-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T)'; fcns{3}.dexpr={'diff((-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T),T)'}; fcns{4}.type='inline'; fcns{4}.name='Cp(T)'; fcns{4}.expr='0.0769*T+1076.9'; fcns{4}.dexpr={'diff(0.0769*T+1076.9,T)'}; fcns{5}.type='inline'; fcns{5}.name='eta(T)'; fcns{5}.expr='-7.887E-12*T^2+4.427E-08*T+5.204E-06'; fcns{5}.dexpr={'diff(-7.887E-12*T^2+4.427E-08*T+5.204E-06,T)'}; lib.mat{7}.functions = fcns; lib.mat{8}.name='Silicon Carbide'; lib.mat{8}.varname='mat8'; lib.mat{8}.variables.sigma='1e3'; lib.mat{8}.variables.mur='1'; lib.mat{8}.variables.k='450*(300/T)^0.75'; lib.mat{8}.variables.epsilon='0.5'; lib.mat{8}.variables.epsilonr='10'; lib.mat{8}.variables.rho='3200'; lib.mat{8}.variables.C='1200'; lib.matgroups{1}.name='Electric (AC/DC)'; lib.matgroups{1}.variables={'res0','alpha','T0','Br'}; lib.matgroups{1}.descr={'Resistivity at reference temp.','Temperature coefficient','Reference temperature','Remanent flux density'}; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-2.1898447262928252E-6,4.219016289406694E-6,-2.4081975604263694E-6,2.451750861459274E-6,-1,1]); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem.version = vrsn; % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.border = 'on'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.E0 = {{0;0;0},{0;0;0},{0;0;1}}; bnd.type = {'SC','cont','E'}; bnd.ind = [1,1,1,2,1,2,1,2,1,3,2,2,2,1,2,1,2,2,2,2,1,1,1,1,2,2,2,2,2,2, ... 2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat1_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none'}; equ.mur = {1,1,1,1,'mat1_mur'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0}}; equ.sigma = {0,0,0,0,'mat1_sigma'}; equ.n = {1,1,1,1,'mat1_n'}; equ.ind = [1,2,1,3,4,3,1,2,1,4,5]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; lib.mat{7}.name='Air, 1 atm'; lib.mat{7}.varname='mat7'; lib.mat{7}.variables.nu0='nu0(T[1/K])[m^2/s]'; lib.mat{7}.variables.k='k(T[1/K])[W/(m*K)]'; lib.mat{7}.variables.rho='rho(p[1/Pa],T[1/K])[kg/m^3]'; lib.mat{7}.variables.C='Cp(T[1/K])[J/(kg*K)]'; lib.mat{7}.variables.eta='eta(T[1/K])[Pa*s]'; clear fcns fcns{1}.type='inline'; fcns{1}.name='rho(p,T)'; fcns{1}.expr='p*28.8e-3/8.314/T'; fcns{1}.dexpr={'diff(p*28.8e-3/8.314/T,p)','diff(p*28.8e-3/8.314/T,T)'}; fcns{2}.type='inline'; fcns{2}.name='k(T)'; fcns{2}.expr='10^(0.8616*log10(abs(T))-3.7142)'; fcns{2}.dexpr={'diff(10^(0.8616*log10(abs(T))-3.7142),T)'}; fcns{3}.type='inline'; fcns{3}.name='nu0(T)'; fcns{3}.expr='(-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T)'; fcns{3}.dexpr={'diff((-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T),T)'}; fcns{4}.type='inline'; fcns{4}.name='Cp(T)'; fcns{4}.expr='0.0769*T+1076.9'; fcns{4}.dexpr={'diff(0.0769*T+1076.9,T)'}; fcns{5}.type='inline'; fcns{5}.name='eta(T)'; fcns{5}.expr='-7.887E-12*T^2+4.427E-08*T+5.204E-06'; fcns{5}.dexpr={'diff(-7.887E-12*T^2+4.427E-08*T+5.204E-06,T)'}; lib.mat{7}.functions = fcns; lib.mat{8}.name='Silicon Carbide'; lib.mat{8}.varname='mat8'; lib.mat{8}.variables.sigma='1e3'; lib.mat{8}.variables.mur='1'; lib.mat{8}.variables.k='450*(300/T)^0.75'; lib.mat{8}.variables.epsilon='0.5'; lib.mat{8}.variables.epsilonr='10'; lib.mat{8}.variables.rho='3200'; lib.mat{8}.variables.C='1200'; lib.matgroups{1}.name='Electric (AC/DC)'; lib.matgroups{1}.variables={'res0','alpha','T0','Br'}; lib.matgroups{1}.descr={'Resistivity at reference temp.','Temperature coefficient','Reference temperature','Remanent flux density'}; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-1.7309161257942515E-6,1.9389135329990357E-6,-1.3696705048479297E-6,1.413223805880835E-6,-1,1]); % Geometry g5=rect2(5.0E-7,2.0E-6,'base','corner','pos',[5.0E-7,-1.0E-6]); % Analyzed geometry clear s s.objs={g4,g3,g6,g1,g9,g2,g7,g5}; s.name={'R4','R3','E1','R1','R5','R2','E2','R6'}; s.tags={'g4','g3','g6','g1','g9','g2','g7','g5'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5, ... 'hmaxsub',[7,4e-8,11,4e-8,12,4e-8]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.border = 'on'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.E0 = {{0;0;0},{0;0;0},{0;0;1}}; bnd.type = {'SC','cont','E'}; bnd.ind = [1,1,1,2,1,2,1,2,1,3,2,2,2,1,2,2,2,2,2,1,2,2,2,2,1,1,1,1,2,2, ... 2,2,2,2,2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat9_epsilonr','mat1_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none','none'}; equ.mur = {1,1,1,1,'mat9_mur','mat1_mur'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0},{0;0}}; equ.sigma = {0,0,0,0,'mat9_sigma','mat1_sigma'}; equ.n = {1,1,1,1,'mat9_n','mat1_n'}; equ.ind = [1,2,1,3,4,3,5,1,2,1,4,6]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; lib.mat{7}.name='Air, 1 atm'; lib.mat{7}.varname='mat7'; lib.mat{7}.variables.nu0='nu0(T[1/K])[m^2/s]'; lib.mat{7}.variables.k='k(T[1/K])[W/(m*K)]'; lib.mat{7}.variables.rho='rho(p[1/Pa],T[1/K])[kg/m^3]'; lib.mat{7}.variables.C='Cp(T[1/K])[J/(kg*K)]'; lib.mat{7}.variables.eta='eta(T[1/K])[Pa*s]'; clear fcns fcns{1}.type='inline'; fcns{1}.name='rho(p,T)'; fcns{1}.expr='p*28.8e-3/8.314/T'; fcns{1}.dexpr={'diff(p*28.8e-3/8.314/T,p)','diff(p*28.8e-3/8.314/T,T)'}; fcns{2}.type='inline'; fcns{2}.name='k(T)'; fcns{2}.expr='10^(0.8616*log10(abs(T))-3.7142)'; fcns{2}.dexpr={'diff(10^(0.8616*log10(abs(T))-3.7142),T)'}; fcns{3}.type='inline'; fcns{3}.name='nu0(T)'; fcns{3}.expr='(-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T)'; fcns{3}.dexpr={'diff((-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T),T)'}; fcns{4}.type='inline'; fcns{4}.name='Cp(T)'; fcns{4}.expr='0.0769*T+1076.9'; fcns{4}.dexpr={'diff(0.0769*T+1076.9,T)'}; fcns{5}.type='inline'; fcns{5}.name='eta(T)'; fcns{5}.expr='-7.887E-12*T^2+4.427E-08*T+5.204E-06'; fcns{5}.dexpr={'diff(-7.887E-12*T^2+4.427E-08*T+5.204E-06,T)'}; lib.mat{7}.functions = fcns; lib.mat{8}.name='Silicon Carbide'; lib.mat{8}.varname='mat8'; lib.mat{8}.variables.sigma='1e3'; lib.mat{8}.variables.mur='1'; lib.mat{8}.variables.k='450*(300/T)^0.75'; lib.mat{8}.variables.epsilon='0.5'; lib.mat{8}.variables.epsilonr='10'; lib.mat{8}.variables.rho='3200'; lib.mat{8}.variables.C='1200'; lib.mat{9}.name='Silicon'; lib.mat{9}.varname='mat9'; lib.mat{9}.variables.sigma='1e-12[S/m]'; lib.mat{9}.variables.mur='1'; lib.mat{9}.variables.k='163[W/(m*K)]'; lib.mat{9}.variables.epsilonr='12.1'; lib.mat{9}.variables.rho='2330[kg/m^3]'; lib.mat{9}.variables.C='703[J/(kg*K)]'; lib.mat{9}.variables.nu='0.27'; lib.mat{9}.variables.n='3.48'; lib.mat{9}.variables.alpha='4.15e-6[1/K]'; lib.mat{9}.variables.E='131E9[Pa]'; lib.matgroups{1}.name='Electric (AC/DC)'; lib.matgroups{1}.variables={'res0','alpha','T0','Br'}; lib.matgroups{1}.descr={'Resistivity at reference temp.','Temperature coefficient','Reference temperature','Remanent flux density'}; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-1.7006446882534443E-6,2.161859074001351E-6,-1.4672903576326565E-6,1.5108436586655618E-6,-1,1]); % Geometry g5=move(g5,[-2.4999999999999994E-7,0]); g8=rect2(7.5E-7,2.0E-6,'base','corner','pos',[2.5E-7,-1.0E-6]); g10=rect2('7.0E-7','2.0E-6','base','corner','pos',{'2.5E-7','-1.0E-6'},'rot','0'); g11=rect2('7.5E-7','2.0E-6','base','corner','pos',{'2.5E-7','-1.0E-6'},'rot','0'); g12=rect2(7.5E-7,2.0E-6,'base','corner','pos',[2.5E-7,-1.0E-6]); g13=rect2(5.0E-7,2.0E-6,'base','corner','pos',[5.0E-7,-1.0E-6]); g14=rect2('7.0E-7','2.0E-6','base','corner','pos',{'5.0E-7','-1.0E-6'},'rot','0'); g15=rect2('7.0E-7','2.0E-6','base','corner','pos',{'4.5E-7','-1.0E-6'},'rot','0'); g16=rect2('7.0E-7','2.0E-6','base','corner','pos',{'3.5E-7','-1.0E-6'},'rot','0'); g17=rect2('6.5E-7','2.0E-6','base','corner','pos',{'3.5E-7','-1.0E-6'},'rot','0'); g18=geomcomp({g7,g17},'ns',{'E2','R6'},'sf','E2+R6','edge','all'); g19=rect2(6.5E-7,2.0E-6,'base','corner','pos',[3.5E-7,-1.0E-6]); g20=geomcomp({g18,g19},'ns',{'CO1','R6'},'sf','CO1+R6','edge','none'); % Analyzed geometry clear s s.objs={g4,g3,g6,g1,g9,g2,g20}; s.name={'R4','R3','E1','R1','R5','R2','CO2'}; s.tags={'g4','g3','g6','g1','g9','g2','g20'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5, ... 'hmaxsub',[7,4e-8,8,4e-8,12,4e-8]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.border = 'on'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.E0 = {{0;0;0},{0;0;0},{0;0;1}}; bnd.type = {'SC','cont','E'}; bnd.ind = [1,1,1,2,1,2,1,2,1,3,2,2,2,1,2,2,2,2,2,2,1,2,2,2,2,1,1,1,1,2, ... 2,2,2,2,2,2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat9_epsilonr','mat1_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none','none'}; equ.mur = {1,1,1,1,'mat9_mur','mat1_mur'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0},{0;0}}; equ.sigma = {0,0,0,0,'mat9_sigma','mat1_sigma'}; equ.n = {1,1,1,1,'mat9_n','mat1_n'}; equ.ind = [1,2,1,3,4,3,5,4,1,2,1,6]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; lib.mat{7}.name='Air, 1 atm'; lib.mat{7}.varname='mat7'; lib.mat{7}.variables.nu0='nu0(T[1/K])[m^2/s]'; lib.mat{7}.variables.k='k(T[1/K])[W/(m*K)]'; lib.mat{7}.variables.rho='rho(p[1/Pa],T[1/K])[kg/m^3]'; lib.mat{7}.variables.C='Cp(T[1/K])[J/(kg*K)]'; lib.mat{7}.variables.eta='eta(T[1/K])[Pa*s]'; clear fcns fcns{1}.type='inline'; fcns{1}.name='rho(p,T)'; fcns{1}.expr='p*28.8e-3/8.314/T'; fcns{1}.dexpr={'diff(p*28.8e-3/8.314/T,p)','diff(p*28.8e-3/8.314/T,T)'}; fcns{2}.type='inline'; fcns{2}.name='k(T)'; fcns{2}.expr='10^(0.8616*log10(abs(T))-3.7142)'; fcns{2}.dexpr={'diff(10^(0.8616*log10(abs(T))-3.7142),T)'}; fcns{3}.type='inline'; fcns{3}.name='nu0(T)'; fcns{3}.expr='(-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T)'; fcns{3}.dexpr={'diff((-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T),T)'}; fcns{4}.type='inline'; fcns{4}.name='Cp(T)'; fcns{4}.expr='0.0769*T+1076.9'; fcns{4}.dexpr={'diff(0.0769*T+1076.9,T)'}; fcns{5}.type='inline'; fcns{5}.name='eta(T)'; fcns{5}.expr='-7.887E-12*T^2+4.427E-08*T+5.204E-06'; fcns{5}.dexpr={'diff(-7.887E-12*T^2+4.427E-08*T+5.204E-06,T)'}; lib.mat{7}.functions = fcns; lib.mat{8}.name='Silicon Carbide'; lib.mat{8}.varname='mat8'; lib.mat{8}.variables.sigma='1e3'; lib.mat{8}.variables.mur='1'; lib.mat{8}.variables.k='450*(300/T)^0.75'; lib.mat{8}.variables.epsilon='0.5'; lib.mat{8}.variables.epsilonr='10'; lib.mat{8}.variables.rho='3200'; lib.mat{8}.variables.C='1200'; lib.mat{9}.name='Silicon'; lib.mat{9}.varname='mat9'; lib.mat{9}.variables.sigma='1e-12[S/m]'; lib.mat{9}.variables.mur='1'; lib.mat{9}.variables.k='163[W/(m*K)]'; lib.mat{9}.variables.epsilonr='12.1'; lib.mat{9}.variables.rho='2330[kg/m^3]'; lib.mat{9}.variables.C='703[J/(kg*K)]'; lib.mat{9}.variables.nu='0.27'; lib.mat{9}.variables.n='3.48'; lib.mat{9}.variables.alpha='4.15e-6[1/K]'; lib.mat{9}.variables.E='131E9[Pa]'; lib.matgroups{1}.name='Electric (AC/DC)'; lib.matgroups{1}.variables={'res0','alpha','T0','Br'}; lib.matgroups{1}.descr={'Resistivity at reference temp.','Temperature coefficient','Reference temperature','Remanent flux density'}; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-1.7106641532657791E-6,2.444266350932768E-6,-1.4946145215515594E-6,1.639878060382961E-6,-1,1]); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem.version = vrsn; % Geometry g3=scale(g3,2,2,0,0); g4=scale(g4,2,2,0,0); g1=scale(g1,2,2,0,0); g2=scale(g2,2,2,0,0); g9=scale(g9,2,2,0,0); g5=rect2('4.0E-7','4.8E-6','base','corner','pos',{'-3E-6','-3E-6'},'rot','0'); g7=rect2('4.0E-7','4.8E-6','base','corner','pos',{'-2.4E-6','-2.4E-6'},'rot','0'); g8=rect2('4.0E-7','4.8E-6','base','corner','pos',{'-3E-6','-2.4E-6'},'rot','0'); g10=rect2('2.0E-7','4.8E-6','base','corner','pos',{'-3.0E-6','-2.4E-6'},'rot','0'); g11=rect2('4.8E-6','2.0E-7','base','corner','pos',{'-2.4E-6','2.0E-6'},'rot','0'); g11=move(g11,[-1.0E-6,3.9999999999999956E-7]); g11=move(g11,[4.999999999999998E-7,0]); g11=move(g11,[1.0587911840678754E-22,-4.999999999999999E-7]); g12=rect2(5.5E-6,4.0E-7,'base','corner','pos',[-3.0E-6,2.0E-6]); g13=rect2('4.8E-6','2.0E-7','base','corner','pos',{'-3.0E-6','2.0E-6'},'rot','0'); g14=rect2(5.0E-7,4.5E-6,'base','corner','pos',[-2.0E-6,-2.5E-6]); g15=rect2(5.0E-7,4.0E-6,'base','corner','pos',[-2.5E-6,-2.0E-6]); g16=rect2('2.0E-7','4.0E-6','base','corner','pos',{'-2.5E-6','-2.0E-6'},'rot','0'); g17=rect2(5.0E-6,5.0E-7,'base','corner','pos',[-2.5E-6,1.5E-6]); g18=rect2('5.0E-6','2.0E-7','base','corner','pos',{'-2.5E-6','1.5E-6'},'rot','0'); g19=rect2('5.0E-6','2.0E-7','base','corner','pos',{'-2.5E-6','1.8E-6'},'rot','0'); g21=rect2(5.0E-7,4.0E-6,'base','corner','pos',[2.0E-6,-2.0E-6]); g22=rect2('2.0E-7','4.0E-6','base','corner','pos',{'2.0E-6','-2.0E-6'},'rot','0'); g23=rect2('2.0E-7','4.0E-6','base','corner','pos',{'2.3E-6','-2.0E-6'},'rot','0'); g24=rect2(5.0E-6,5.0E-7,'base','corner','pos',[-2.5E-6,-2.0E-6]); g25=rect2('5.0E-6','2.0E-7','base','corner','pos',{'-2.5E-6','-2.0E-6'},'rot','0'); g6=move(g6,[5.0E-7,0]); g26=ellip2(5.0E-7,5.0E-7,'base','center','pos',[5.0E-7,0]); g27=rect2(1.5E-6,3.8E-6,'base','corner','pos',[1.0E-6,-2.0E-6]); g28=rect2('1.5E-6','3.8E-6','base','corner','pos',{'1.0E-6','-1.8E-6'},'rot','0'); g29=rect2('1.3E-6','3.8E-6','base','corner','pos',{'1.0E-6','-1.8E-6'},'rot','0'); g30=rect2('1.3E-6','3.6E-6','base','corner','pos',{'1.0E-6','-1.8E-6'},'rot','0'); % Analyzed geometry clear s s.objs={g6,g16,g19,g23,g25,g26,g30}; s.name={'E1','R1','R2','R3','R4','E2','R5'}; s.tags={'g6','g16','g19','g23','g25','g26','g30'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); g31=rect2(4.8E-6,3.8E-6,'base','corner','pos',[-2.5E-6,-2.0E-6]); g32=rect2('4.6E-6','3.8E-6','base','corner','pos',{'-2.3E-6','-1.8E-6'},'rot','0'); g33=rect2('4.6E-6','3.6E-6','base','corner','pos',{'-2.3E-6','-1.8E-6'},'rot','0'); % Analyzed geometry clear s s.objs={g6,g16,g19,g23,g25,g26,g30,g33}; s.name={'E1','R1','R2','R3','R4','E2','R5','R6'}; s.tags={'g6','g16','g19','g23','g25','g26','g30','g33'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5, ... 'hmaxsub',[7,4e-8,11,4e-8,12,4e-8]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.border = 'on'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.E0 = {{0;0;0},{0;0;0},{0;0;1}}; bnd.type = {'cont','SC','E'}; bnd.ind = [2,2,2,1,2,1,2,1,2,3,1,1,1,2,1,1,1,1,1,2,1,1,1,1,2,2,2,2,1,1, ... 1,1,1,1,1,1]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat9_epsilonr','mat1_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none','none'}; equ.mur = {1,1,1,1,'mat9_mur','mat1_mur'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0},{0;0}}; equ.sigma = {0,0,0,0,'mat9_sigma','mat1_sigma'}; equ.n = {1,1,1,1,'mat9_n','mat1_n'}; equ.ind = [1,2,1,3,4,3,5,1,2,1,4,6]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; lib.mat{7}.name='Air, 1 atm'; lib.mat{7}.varname='mat7'; lib.mat{7}.variables.nu0='nu0(T[1/K])[m^2/s]'; lib.mat{7}.variables.k='k(T[1/K])[W/(m*K)]'; lib.mat{7}.variables.rho='rho(p[1/Pa],T[1/K])[kg/m^3]'; lib.mat{7}.variables.C='Cp(T[1/K])[J/(kg*K)]'; lib.mat{7}.variables.eta='eta(T[1/K])[Pa*s]'; clear fcns fcns{1}.type='inline'; fcns{1}.name='rho(p,T)'; fcns{1}.expr='p*28.8e-3/8.314/T'; fcns{1}.dexpr={'diff(p*28.8e-3/8.314/T,p)','diff(p*28.8e-3/8.314/T,T)'}; fcns{2}.type='inline'; fcns{2}.name='k(T)'; fcns{2}.expr='10^(0.8616*log10(abs(T))-3.7142)'; fcns{2}.dexpr={'diff(10^(0.8616*log10(abs(T))-3.7142),T)'}; fcns{3}.type='inline'; fcns{3}.name='nu0(T)'; fcns{3}.expr='(-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T)'; fcns{3}.dexpr={'diff((-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T),T)'}; fcns{4}.type='inline'; fcns{4}.name='Cp(T)'; fcns{4}.expr='0.0769*T+1076.9'; fcns{4}.dexpr={'diff(0.0769*T+1076.9,T)'}; fcns{5}.type='inline'; fcns{5}.name='eta(T)'; fcns{5}.expr='-7.887E-12*T^2+4.427E-08*T+5.204E-06'; fcns{5}.dexpr={'diff(-7.887E-12*T^2+4.427E-08*T+5.204E-06,T)'}; lib.mat{7}.functions = fcns; lib.mat{8}.name='Silicon Carbide'; lib.mat{8}.varname='mat8'; lib.mat{8}.variables.sigma='1e3'; lib.mat{8}.variables.mur='1'; lib.mat{8}.variables.k='450*(300/T)^0.75'; lib.mat{8}.variables.epsilon='0.5'; lib.mat{8}.variables.epsilonr='10'; lib.mat{8}.variables.rho='3200'; lib.mat{8}.variables.C='1200'; lib.mat{9}.name='Silicon'; lib.mat{9}.varname='mat9'; lib.mat{9}.variables.sigma='1e-12[S/m]'; lib.mat{9}.variat@bles.mur='1'; lib.mat{9}.variables.k='163[W/(m*K)]'; lib.mat{9}.variables.epsilonr='12.1'; lib.mat{9}.variables.rho='2330[kg/m^3]'; lib.mat{9}.variables.C='703[J/(kg*K)]'; lib.mat{9}.variables.nu='0.27'; lib.mat{9}.variables.n='3.48'; lib.mat{9}.variables.alpha='4.15e-6[1/K]'; lib.mat{9}.variables.E='131E9[Pa]'; lib.matgroups{1}.name='Electric (AC/DC)'; lib.matgroups{1}.variables={'res0','alpha','T0','Br'}; lib.matgroups{1}.descr={'Resistivity at reference temp.','Temperature coefficient','Reference temperature','Remanent flux density'}; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-3.4239595119713155E-6,3.4239595119713155E-6,-2.6400000933790578E-6,2.6400000933790578E-6,-1,1]); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5, ... 'hmaxsub',[5,4e-8,7,4e-8,11,4e-8,12,4e-8]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.border = 'on'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.E0 = {{0;0;0},{0;0;0},{0;0;1}}; bnd.type = {'cont','SC','E'}; bnd.ind = [2,2,2,1,2,1,2,1,2,3,1,1,1,2,1,1,1,1,1,2,1,1,1,1,2,2,2,2,1,1, ... 1,1,1,1,1,1]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat9_epsilonr','mat1_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none','none'}; equ.mur = {1,1,1,1,'mat9_mur','mat1_mur'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0},{0;0}}; equ.sigma = {0,0,0,0,'mat9_sigma','mat1_sigma'}; equ.n = {1,1,1,1,'mat9_n','mat1_n'}; equ.ind = [1,2,1,3,4,3,5,1,2,1,4,6]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; lib.mat{7}.name='Air, 1 atm'; lib.mat{7}.varname='mat7'; lib.mat{7}.variables.nu0='nu0(T[1/K])[m^2/s]'; lib.mat{7}.variables.k='k(T[1/K])[W/(m*K)]'; lib.mat{7}.variables.rho='rho(p[1/Pa],T[1/K])[kg/m^3]'; lib.mat{7}.variables.C='Cp(T[1/K])[J/(kg*K)]'; lib.mat{7}.variables.eta='eta(T[1/K])[Pa*s]'; clear fcns fcns{1}.type='inline'; fcns{1}.name='rho(p,T)'; fcns{1}.expr='p*28.8e-3/8.314/T'; fcns{1}.dexpr={'diff(p*28.8e-3/8.314/T,p)','diff(p*28.8e-3/8.314/T,T)'}; fcns{2}.type='inline'; fcns{2}.name='k(T)'; fcns{2}.expr='10^(0.8616*log10(abs(T))-3.7142)'; fcns{2}.dexpr={'diff(10^(0.8616*log10(abs(T))-3.7142),T)'}; fcns{3}.type='inline'; fcns{3}.name='nu0(T)'; fcns{3}.expr='(-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T)'; fcns{3}.dexpr={'diff((-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T),T)'}; fcns{4}.type='inline'; fcns{4}.name='Cp(T)'; fcns{4}.expr='0.0769*T+1076.9'; fcns{4}.dexpr={'diff(0.0769*T+1076.9,T)'}; fcns{5}.type='inline'; fcns{5}.name='eta(T)'; fcns{5}.expr='-7.887E-12*T^2+4.427E-08*T+5.204E-06'; fcns{5}.dexpr={'diff(-7.887E-12*T^2+4.427E-08*T+5.204E-06,T)'}; lib.mat{7}.functions = fcns; lib.mat{8}.name='Silicon Carbide'; lib.mat{8}.varname='mat8'; lib.mat{8}.variables.sigma='1e3'; lib.mat{8}.variables.mur='1'; lib.mat{8}.variables.k='450*(300/T)^0.75'; lib.mat{8}.variables.epsilon='0.5'; lib.mat{8}.variables.epsilonr='10'; lib.mat{8}.variables.rho='3200'; lib.mat{8}.variables.C='1200'; lib.mat{9}.name='Silicon'; lib.mat{9}.varname='mat9'; lib.mat{9}.variables.sigma='1e-12[S/m]'; lib.mat{9}.variables.mur='1'; lib.mat{9}.variables.k='163[W/(m*K)]'; lib.mat{9}.variables.epsilonr='12.1'; lib.mat{9}.variables.rho='2330[kg/m^3]'; lib.mat{9}.variables.C='703[J/(kg*K)]'; lib.mat{9}.variables.nu='0.27'; lib.mat{9}.variables.n='3.48'; lib.mat{9}.variables.alpha='4.15e-6[1/K]'; lib.mat{9}.variables.E='131E9[Pa]'; lib.matgroups{1}.name='Electric (AC/DC)'; lib.matgroups{1}.variables={'res0','alpha','T0','Br'}; lib.matgroups{1}.descr={'Resistivity at reference temp.','Temperature coefficient','Reference temperature','Remanent flux density'}; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-2.798959511971316E-6,4.0489595119713205E-6,-2.596446792346156E-6,2.6835533944119623E-6,-1,1]); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5, ... 'hmaxsub',[7,4e-8,11,4e-8,12,4e-8]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.border = 'on'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.E0 = {{0;0;0},{0;0;0},{0;0;1}}; bnd.type = {'cont','SC','E'}; bnd.ind = [2,2,2,1,2,1,2,1,2,3,1,1,1,2,1,1,1,1,1,2,1,1,1,1,2,2,2,2,1,1, ... 1,1,1,1,1,1]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat9_epsilonr','mat1_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none','none'}; equ.mur = {1,1,1,1,'mat9_mur','mat1_mur'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0},{0;0}}; equ.sigma = {0,0,0,0,'mat9_sigma','mat1_sigma'}; equ.n = {1,1,1,1,'mat9_n','mat1_n'}; equ.ind = [1,2,1,3,4,3,5,1,2,1,4,6]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; lib.mat{7}.name='Air, 1 atm'; lib.mat{7}.varname='mat7'; lib.mat{7}.variables.nu0='nu0(T[1/K])[m^2/s]'; lib.mat{7}.variables.k='k(T[1/K])[W/(m*K)]'; lib.mat{7}.variables.rho='rho(p[1/Pa],T[1/K])[kg/m^3]'; lib.mat{7}.variables.C='Cp(T[1/K])[J/(kg*K)]'; lib.mat{7}.variables.eta='eta(T[1/K])[Pa*s]'; clear fcns fcns{1}.type='inline'; fcns{1}.name='rho(p,T)'; fcns{1}.expr='p*28.8e-3/8.314/T'; fcns{1}.dexpr={'diff(p*28.8e-3/8.314/T,p)','diff(p*28.8e-3/8.314/T,T)'}; fcns{2}.type='inline'; fcns{2}.name='k(T)'; fcns{2}.expr='10^(0.8616*log10(abs(T))-3.7142)'; fcns{2}.dexpr={'diff(10^(0.8616*log10(abs(T))-3.7142),T)'}; fcns{3}.type='inline'; fcns{3}.name='nu0(T)'; fcns{3}.expr='(-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T)'; fcns{3}.dexpr={'diff((-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T),T)'}; fcns{4}.type='inline'; fcns{4}.name='Cp(T)'; fcns{4}.expr='0.0769*T+1076.9'; fcns{4}.dexpr={'diff(0.0769*T+1076.9,T)'}; fcns{5}.type='inline'; fcns{5}.name='eta(T)'; fcns{5}.expr='-7.887E-12*T^2+4.427E-08*T+5.204E-06'; fcns{5}.dexpr={'diff(-7.887E-12*T^2+4.427E-08*T+5.204E-06,T)'}; lib.mat{7}.functions = fcns; lib.mat{8}.name='Silicon Carbide'; lib.mat{8}.varname='mat8'; lib.mat{8}.variables.sigma='1e3'; lib.mat{8}.variables.mur='1'; lib.mat{8}.variables.k='450*(300/T)^0.75'; lib.mat{8}.variables.epsilon='0.5'; lib.mat{8}.variables.epsilonr='10'; lib.mat{8}.variables.rho='3200'; lib.mat{8}.variables.C='1200'; lib.mat{9}.name='Silicon'; lib.mat{9}.varname='mat9'; lib.mat{9}.variables.sigma='1e-12[S/m]'; lib.mat{9}.variables.mur='1'; lib.mat{9}.variables.k='163[W/(m*K)]'; lib.mat{9}.variables.epsilonr='12.1'; lib.mat{9}.variables.rho='2330[kg/m^3]'; lib.mat{9}.variables.C='703[J/(kg*K)]'; lib.mat{9}.variables.nu='0.27'; lib.mat{9}.variables.n='3.48'; lib.mat{9}.variables.alpha='4.15e-6[1/K]'; lib.mat{9}.variables.E='131E9[Pa]'; lib.matgroups{1}.name='Electric (AC/DC)'; lib.matgroups{1}.variables={'res0','alpha','T0','Br'}; lib.matgroups{1}.descr={'Resistivity at reference temp.','Temperature coefficient','Reference temperature','Remanent flux density'}; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-2.798959511971316E-6,4.0489595119713205E-6,-2.552893491313252E-6,2.727106695444866E-6,-1,1]); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5, ... 'hmaxsub',[7,4e-8,11,4e-8,12,4e-8]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.border = 'on'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.E0 = {{0;0;0},{0;0;0},{0;0;1}}; bnd.type = {'cont','SC','E'}; bnd.ind = [2,2,2,1,2,1,2,1,2,3,1,1,1,2,1,1,1,1,1,2,1,1,1,1,2,2,2,2,1,1, ... 1,1,1,1,1,1]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat9_epsilonr','mat1_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none','none'}; equ.mur = {1,1,1,1,'mat9_mur','mat1_mur'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0},{0;0}}; equ.sigma = {0,0,0,0,'mat9_sigma','mat1_sigma'}; equ.n = {1,1,1,1,'mat9_n','mat1_n'}; equ.ind = [1,2,1,3,4,3,5,1,5,1,4,6]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; lib.mat{7}.name='Air, 1 atm'; lib.mat{7}.varname='mat7'; lib.mat{7}.variables.nu0='nu0(T[1/K])[m^2/s]'; lib.mat{7}.variables.k='k(T[1/K])[W/(m*K)]'; lib.mat{7}.variables.rho='rho(p[1/Pa],T[1/K])[kg/m^3]'; lib.mat{7}.variables.C='Cp(T[1/K])[J/(kg*K)]'; lib.mat{7}.variables.eta='eta(T[1/K])[Pa*s]'; clear fcns fcns{1}.type='inline'; fcns{1}.name='rho(p,T)'; fcns{1}.expr='p*28.8e-3/8.314/T'; fcns{1}.dexpr={'diff(p*28.8e-3/8.314/T,p)','diff(p*28.8e-3/8.314/T,T)'}; fcns{2}.type='inline'; fcns{2}.name='k(T)'; fcns{2}.expr='10^(0.8616*log10(abs(T))-3.7142)'; fcns{2}.dexpr={'diff(10^(0.8616*log10(abs(T))-3.7142),T)'}; fcns{3}.type='inline'; fcns{3}.name='nu0(T)'; fcns{3}.expr='(-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T)'; fcns{3}.dexpr={'diff((-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T),T)'}; fcns{4}.type='inline'; fcns{4}.name='Cp(T)'; fcns{4}.expr='0.0769*T+1076.9'; fcns{4}.dexpr={'diff(0.0769*T+1076.9,T)'}; fcns{5}.type='inline'; fcns{5}.name='eta(T)'; fcns{5}.expr='-7.887E-12*T^2+4.427E-08*T+5.204E-06'; fcns{5}.dexpr={'diff(-7.887E-12*T^2+4.427E-08*T+5.204E-06,T)'}; lib.mat{7}.functions = fcns; lib.mat{8}.name='Silicon Carbide'; lib.mat{8}.varname='mat8'; lib.mat{8}.variables.sigma='1e3'; lib.mat{8}.variables.mur='1'; lib.mat{8}.variables.k='450*(300/T)^0.75'; lib.mat{8}.variables.epsilon='0.5'; lib.mat{8}.variables.epsilonr='10'; lib.mat{8}.variables.rho='3200'; lib.mat{8}.variables.C='1200'; lib.mat{9}.name='Silicon'; lib.mat{9}.varname='mat9'; lib.mat{9}.variables.sigma='1e-12[S/m]'; lib.mat{9}.variables.mur='1'; lib.mat{9}.variables.k='163[W/(m*K)]'; lib.mat{9}.variables.epsilonr='12.1'; lib.mat{9}.variables.rho='2330[kg/m^3]'; lib.mat{9}.variables.C='703[J/(kg*K)]'; lib.mat{9}.variables.nu='0.27'; lib.mat{9}.variables.n='3.48'; lib.mat{9}.variables.alpha='4.15e-6[1/K]'; lib.mat{9}.variables.E='131E9[Pa]'; lib.matgroups{1}.name='Electric (AC/DC)'; lib.matgroups{1}.variables={'res0','alpha','T0','Br'}; lib.matgroups{1}.descr={'Resistivity at reference temp.','Temperature coefficient','Reference temperature','Remanent flux density'}; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-3.048959511971316E-6,3.79895951197132E-6,-2.5093401902803486E-6,2.7706599964777695E-6,-1,1]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.border = 'on'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.E0 = {{0;0;0},{0;0;0},{0;0;1}}; bnd.type = {'cont','SC','E'}; bnd.ind = [2,2,2,1,2,1,2,1,2,3,1,1,1,2,1,1,1,1,1,2,1,1,1,1,2,2,2,2,1,1, ... 1,1,1,1,1,1]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat9_epsilonr',1,'mat1_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none','coord','none'}; equ.mur = {1,1,1,1,'mat9_mur',1,'mat1_mur'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0},{1;0},{0; ... 0}}; equ.sigma = {0,0,0,0,'mat9_sigma',0,'mat1_sigma'}; equ.n = {1,1,1,1,'mat9_n',3.48,'mat1_n'}; equ.ind = [1,2,1,3,4,3,5,1,6,1,4,7]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; lib.mat{7}.name='Air, 1 atm'; lib.mat{7}.varname='mat7'; lib.mat{7}.variables.nu0='nu0(T[1/K])[m^2/s]'; lib.mat{7}.variables.k='k(T[1/K])[W/(m*K)]'; lib.mat{7}.variables.rho='rho(p[1/Pa],T[1/K])[kg/m^3]'; lib.mat{7}.variables.C='Cp(T[1/K])[J/(kg*K)]'; lib.mat{7}.variables.eta='eta(T[1/K])[Pa*s]'; clear fcns fcns{1}.type='inline'; fcns{1}.name='rho(p,T)'; fcns{1}.expr='p*28.8e-3/8.314/T'; fcns{1}.dexpr={'diff(p*28.8e-3/8.314/T,p)','diff(p*28.8e-3/8.314/T,T)'}; fcns{2}.type='inline'; fcns{2}.name='k(T)'; fcns{2}.expr='10^(0.8616*log10(abs(T))-3.7142)'; fcns{2}.dexpr={'diff(10^(0.8616*log10(abs(T))-3.7142),T)'}; fcns{3}.type='inline'; fcns{3}.name='nu0(T)'; fcns{3}.expr='(-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T)'; fcns{3}.dexpr={'diff((-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T),T)'}; fcns{4}.type='inline'; fcns{4}.name='Cp(T)'; fcns{4}.expr='0.0769*T+1076.9'; fcns{4}.dexpr={'diff(0.0769*T+1076.9,T)'}; fcns{5}.type='inline'; fcns{5}.name='eta(T)'; fcns{5}.expr='-7.887E-12*T^2+4.427E-08*T+5.204E-06'; fcns{5}.dexpr={'diff(-7.887E-12*T^2+4.427E-08*T+5.204E-06,T)'}; lib.mat{7}.functions = fcns; lib.mat{8}.name='Silicon Carbide'; lib.mat{8}.varname='mat8'; lib.mat{8}.variables.sigma='1e3'; lib.mat{8}.variables.mur='1'; lib.mat{8}.variables.k='450*(300/T)^0.75'; lib.mat{8}.variables.epsilon='0.5'; lib.mat{8}.variables.epsilonr='10'; lib.mat{8}.variables.rho='3200'; lib.mat{8}.variables.C='1200'; lib.mat{9}.name='Silicon'; lib.mat{9}.varname='mat9'; lib.mat{9}.variables.sigma='1e-12[S/m]'; lib.mat{9}.variables.mur='1'; lib.mat{9}.variables.k='163[W/(m*K)]'; lib.mat{9}.variables.epsilonr='12.1'; lib.mat{9}.variables.rho='2330[kg/m^3]'; lib.mat{9}.variables.C='703[J/(kg*K)]'; lib.mat{9}.variables.nu='0.27'; lib.mat{9}.variables.n='3.48'; lib.mat{9}.variables.alpha='4.15e-6[1/K]'; lib.mat{9}.variables.E='131E9[Pa]'; lib.matgroups{1}.name='Electric (AC/DC)'; lib.matgroups{1}.variables={'res0','alpha','T0','Br'}; lib.matgroups{1}.descr={'Resistivity at reference temp.','Temperature coefficient','Reference temperature','Remanent flux density'}; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-3.1063936715269642E-6,3.8563936715269685E-6,-2.465786889247445E-6,2.814213297510673E-6,-1,1]); % Geometry g34=rect2('1.55E-6','3.6E-6','base','corner','pos',{'1.25E-6','-1.8E-6'},'rot','0'); g35=rect2('1.55E-6','3.6E-6','base','corner','pos',{'0.75E-6','-1.8E-6'},'rot','0'); g36=geomcomp({g26,g35},'ns',{'E2','R5'},'sf','E2+R5','edge','all'); g37=rect2(1.55E-6,3.6E-6,'base','corner','pos',[7.5E-7,-1.8E-6]); g38=geomcomp({g36,g37},'ns',{'CO1','R5'},'sf','CO1+R5','edge','none'); % Analyzed geometry clear s s.objs={g6,g16,g19,g23,g25,g33,g38}; s.name={'E1','R1','R2','R3','R4','R6','CO2'}; s.tags={'g6','g16','g19','g23','g25','g33','g38'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5, ... 'hmaxsub',[7,4e-8,8,4e-8,12,4e-8]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.border = 'on'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.E0 = {{0;0;0},{0;0;0},{0;0;1}}; bnd.type = {'SC','cont','E'}; bnd.ind = [1,1,1,2,1,2,1,2,1,3,2,2,2,1,2,2,2,2,2,2,2,1,2,2,2,2,1,1,1,1, ... 2,2,2,2,2,2,2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat9_epsilonr',1,'mat1_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none','coord','none'}; equ.mur = {1,1,1,1,'mat9_mur',1,'mat1_mur'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0},{1;0},{0; ... 0}}; equ.sigma = {0,0,0,0,'mat9_sigma',0,'mat1_sigma'}; equ.n = {1,1,1,1,'mat9_n',3.48,'mat1_n'}; equ.ind = [1,2,1,3,4,3,5,4,1,6,1,7]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; lib.mat{7}.name='Air, 1 atm'; lib.mat{7}.varname='mat7'; lib.mat{7}.variables.nu0='nu0(T[1/K])[m^2/s]'; lib.mat{7}.variables.k='k(T[1/K])[W/(m*K)]'; lib.mat{7}.variables.rho='rho(p[1/Pa],T[1/K])[kg/m^3]'; lib.mat{7}.variables.C='Cp(T[1/K])[J/(kg*K)]'; lib.mat{7}.variables.eta='eta(T[1/K])[Pa*s]'; clear fcns fcns{1}.type='inline'; fcns{1}.name='rho(p,T)'; fcns{1}.expr='p*28.8e-3/8.314/T'; fcns{1}.dexpr={'diff(p*28.8e-3/8.314/T,p)','diff(p*28.8e-3/8.314/T,T)'}; fcns{2}.type='inline'; fcns{2}.name='k(T)'; fcns{2}.expr='10^(0.8616*log10(abs(T))-3.7142)'; fcns{2}.dexpr={'diff(10^(0.8616*log10(abs(T))-3.7142),T)'}; fcns{3}.type='inline'; fcns{3}.name='nu0(T)'; fcns{3}.expr='(-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T)'; fcns{3}.dexpr={'diff((-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T),T)'}; fcns{4}.type='inline'; fcns{4}.name='Cp(T)'; fcns{4}.expr='0.0769*T+1076.9'; fcns{4}.dexpr={'diff(0.0769*T+1076.9,T)'}; fcns{5}.type='inline'; fcns{5}.name='eta(T)'; fcns{5}.expr='-7.887E-12*T^2+4.427E-08*T+5.204E-06'; fcns{5}.dexpr={'diff(-7.887E-12*T^2+4.427E-08*T+5.204E-06,T)'}; lib.mat{7}.functions = fcns; lib.mat{8}.name='Silicon Carbide'; lib.mat{8}.varname='mat8'; lib.mat{8}.variables.sigma='1e3'; lib.mat{8}.variables.mur='1'; lib.mat{8}.variables.k='450*(300/T)^0.75'; lib.mat{8}.variables.epsilon='0.5'; lib.mat{8}.variables.epsilonr='10'; lib.mat{8}.variables.rho='3200'; lib.mat{8}.variables.C='1200'; lib.mat{9}.name='Silicon'; lib.mat{9}.varname='mat9'; lib.mat{9}.variables.sigma='1e-12[S/m]'; lib.mat{9}.variables.mur='1'; lib.mat{9}.variables.k='163[W/(m*K)]'; lib.mat{9}.variables.epsilonr='12.1'; lib.mat{9}.variables.rho='2330[kg/m^3]'; lib.mat{9}.variables.C='703[J/(kg*K)]'; lib.mat{9}.variables.nu='0.27'; lib.mat{9}.variables.n='3.48'; lib.mat{9}.variables.alpha='4.15e-6[1/K]'; lib.mat{9}.variables.E='131E9[Pa]'; lib.matgroups{1}.name='Electric (AC/DC)'; lib.matgroups{1}.variables={'res0','alpha','T0','Br'}; lib.matgroups{1}.descr={'Resistivity at reference temp.','Temperature coefficient','Reference temperature','Remanent flux density'}; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-3.0489595119713165E-6,4.279389433022796E-6,-2.651001555484512E-6,2.999427963747739E-6,-1,1]); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem.version = vrsn; % Geometry g1=ellip2(5.0E-7,5.0E-7,'base','center','pos',[5.0E-7,0]); g2=rect2(1.3E-6,3.8E-6,'base','corner','pos',[1.0E-6,-2.0E-6]); g3=rect2('1.3E-6','3.6E-6','base','corner','pos',{'1.0E-6','-1.8E-6'},'rot','0'); g4=rect2('1.5E-6','3.6E-6','base','corner','pos',{'0.8E-6','-1.8E-6'},'rot','0'); g5=geomcomp({g1,g4},'ns',{'E2','R5'},'sf','E2+R5','edge','all'); g8=rect2(1.5E-6,3.6E-6,'base','corner','pos',[8.0E-7,-1.8E-6]); g9=geomcomp({g5,g8},'ns',{'CO1','R5'},'sf','CO1+R5','edge','none'); % Analyzed geometry clear s s.objs={g33,g19,g6,g16,g23,g25,g9}; s.name={'R6','R2','E1','R1','R3','R4','CO2'}; s.tags={'g33','g19','g6','g16','g23','g25','g9'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5, ... 'hmaxsub',[7,4e-8,8,4e-8,12,4e-8]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.border = 'on'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.E0 = {{0;0;0},{0;0;0},{0;0;1}}; bnd.type = {'SC','cont','E'}; bnd.ind = [1,1,1,2,1,2,1,2,1,3,2,2,2,1,2,2,2,2,2,2,1,2,2,2,2,1,1,1,1,2, ... 2,2,2,2,2,2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat9_epsilonr',1,'mat1_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none','coord','none'}; equ.mur = {1,1,1,1,'mat9_mur',1,'mat1_mur'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0},{1;0},{0; ... 0}}; equ.sigma = {0,0,0,0,'mat9_sigma',0,'mat1_sigma'}; equ.n = {1,1,1,1,'mat9_n',3.48,'mat1_n'}; equ.ind = [1,2,1,3,4,3,5,4,1,6,1,7]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; lib.mat{7}.name='Air, 1 atm'; lib.mat{7}.varname='mat7'; lib.mat{7}.variables.nu0='nu0(T[1/K])[m^2/s]'; lib.mat{7}.variables.k='k(T[1/K])[W/(m*K)]'; lib.mat{7}.variables.rho='rho(p[1/Pa],T[1/K])[kg/m^3]'; lib.mat{7}.variables.C='Cp(T[1/K])[J/(kg*K)]'; lib.mat{7}.variables.eta='eta(T[1/K])[Pa*s]'; clear fcns fcns{1}.type='inline'; fcns{1}.name='rho(p,T)'; fcns{1}.expr='p*28.8e-3/8.314/T'; fcns{1}.dexpr={'diff(p*28.8e-3/8.314/T,p)','diff(p*28.8e-3/8.314/T,T)'}; fcns{2}.type='inline'; fcns{2}.name='k(T)'; fcns{2}.expr='10^(0.8616*log10(abs(T))-3.7142)'; fcns{2}.dexpr={'diff(10^(0.8616*log10(abs(T))-3.7142),T)'}; fcns{3}.type='inline'; fcns{3}.name='nu0(T)'; fcns{3}.expr='(-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T)'; fcns{3}.dexpr={'diff((-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T),T)'}; fcns{4}.type='inline'; fcns{4}.name='Cp(T)'; fcns{4}.expr='0.0769*T+1076.9'; fcns{4}.dexpr={'diff(0.0769*T+1076.9,T)'}; fcns{5}.type='inline'; fcns{5}.name='eta(T)'; fcns{5}.expr='-7.887E-12*T^2+4.427E-08*T+5.204E-06'; fcns{5}.dexpr={'diff(-7.887E-12*T^2+4.427E-08*T+5.204E-06,T)'}; lib.mat{7}.functions = fcns; lib.mat{8}.name='Silicon Carbide'; lib.mat{8}.varname='mat8'; lib.mat{8}.variables.sigma='1e3'; lib.mat{8}.variables.mur='1'; lib.mat{8}.variables.k='450*(300/T)^0.75'; lib.mat{8}.variables.epsilon='0.5'; lib.mat{8}.variables.epsilonr='10'; lib.mat{8}.variables.rho='3200'; lib.mat{8}.variables.C='1200'; lib.mat{9}.name='Silicon'; lib.mat{9}.varname='mat9'; lib.mat{9}.variables.sigma='1e-12[S/m]'; lib.mat{9}.variables.mur='1'; lib.mat{9}.variables.k='163[W/(m*K)]'; lib.mat{9}.variables.epsilonr='12.1'; lib.mat{9}.variables.rho='2330[kg/m^3]'; lib.mat{9}.variables.C='703[J/(kg*K)]'; lib.mat{9}.variables.nu='0.27'; lib.mat{9}.variables.n='3.48'; lib.mat{9}.variables.alpha='4.15e-6[1/K]'; lib.mat{9}.variables.E='131E9[Pa]'; lib.matgroups{1}.name='Electric (AC/DC)'; lib.matgroups{1}.variables={'res0','alpha','T0','Br'}; lib.matgroups{1}.descr={'Resistivity at reference temp.','Temperature coefficient','Reference temperature','Remanent flux density'}; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-2.68131741574403E-6,3.0816041106335397E-6,-2.287543941829008E-6,2.155882831933737E-6,-1,1]); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem.version = vrsn; % Geometry g1=ellip2(5.0E-7,5.0E-7,'base','center','pos',[5.0E-7,0]); g2=rect2(1.3E-6,3.8E-6,'base','corner','pos',[1.0E-6,-2.0E-6]); g3=rect2('1.3E-6','3.6E-6','base','corner','pos',{'1.0E-6','-1.8E-6'},'rot','0'); g4=rect2('1.45E-6','3.6E-6','base','corner','pos',{'0.85E-6','-1.8E-6'},'rot','0'); g5=geomcomp({g1,g4},'ns',{'E2','R5'},'sf','E2+R5','edge','all'); g7=rect2(1.45E-6,3.6E-6,'base','corner','pos',[8.5E-7,-1.8E-6]); g8=geomcomp({g5,g7},'ns',{'CO1','R5'},'sf','CO1+R5','edge','none'); % Analyzed geometry clear s s.objs={g33,g6,g19,g16,g23,g25,g8}; s.name={'R6','E1','R2','R1','R3','R4','CO2'}; s.tags={'g33','g6','g19','g16','g23','g25','g8'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5, ... 'hmaxsub',[7,4e-8,8,4e-8,12,4e-8]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.border = 'on'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.E0 = {{0;0;0},{0;0;0},{0;0;1}}; bnd.type = {'SC','cont','E'}; bnd.ind = [1,1,1,2,1,2,1,2,1,3,2,2,2,1,2,2,2,2,2,2,1,2,2,2,2,1,1,1,1,2, ... 2,2,2,2,2,2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat9_epsilonr',1,'mat1_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none','coord','none'}; equ.mur = {1,1,1,1,'mat9_mur',1,'mat1_mur'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0},{1;0},{0; ... 0}}; equ.sigma = {0,0,0,0,'mat9_sigma',0,'mat1_sigma'}; equ.n = {1,1,1,1,'mat9_n',3.48,'mat1_n'}; equ.ind = [1,2,1,3,4,3,5,4,1,6,1,7]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; lib.mat{7}.name='Air, 1 atm'; lib.mat{7}.varname='mat7'; lib.mat{7}.variables.nu0='nu0(T[1/K])[m^2/s]'; lib.mat{7}.variables.k='k(T[1/K])[W/(m*K)]'; lib.mat{7}.variables.rho='rho(p[1/Pa],T[1/K])[kg/m^3]'; lib.mat{7}.variables.C='Cp(T[1/K])[J/(kg*K)]'; lib.mat{7}.variables.eta='eta(T[1/K])[Pa*s]'; clear fcns fcns{1}.type='inline'; fcns{1}.name='rho(p,T)'; fcns{1}.expr='p*28.8e-3/8.314/T'; fcns{1}.dexpr={'diff(p*28.8e-3/8.314/T,p)','diff(p*28.8e-3/8.314/T,T)'}; fcns{2}.type='inline'; fcns{2}.name='k(T)'; fcns{2}.expr='10^(0.8616*log10(abs(T))-3.7142)'; fcns{2}.dexpr={'diff(10^(0.8616*log10(abs(T))-3.7142),T)'}; fcns{3}.type='inline'; fcns{3}.name='nu0(T)'; fcns{3}.expr='(-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T)'; fcns{3}.dexpr={'diff((-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T),T)'}; fcns{4}.type='inline'; fcns{4}.name='Cp(T)'; fcns{4}.expr='0.0769*T+1076.9'; fcns{4}.dexpr={'diff(0.0769*T+1076.9,T)'}; fcns{5}.type='inline'; fcns{5}.name='eta(T)'; fcns{5}.expr='-7.887E-12*T^2+4.427E-08*T+5.204E-06'; fcns{5}.dexpr={'diff(-7.887E-12*T^2+4.427E-08*T+5.204E-06,T)'}; lib.mat{7}.functions = fcns; lib.mat{8}.name='Silicon Carbide'; lib.mat{8}.varname='mat8'; lib.mat{8}.variables.sigma='1e3'; lib.mat{8}.variables.mur='1'; lib.mat{8}.variables.k='450*(300/T)^0.75'; lib.mat{8}.variables.epsilon='0.5'; lib.mat{8}.variables.epsilonr='10'; lib.mat{8}.variables.rho='3200'; lib.mat{8}.variables.C='1200'; lib.mat{9}.name='Silicon'; lib.mat{9}.varname='mat9'; lib.mat{9}.variables.sigma='1e-12[S/m]'; lib.mat{9}.variables.mur='1'; lib.mat{9}.variables.k='163[W/(m*K)]'; lib.mat{9}.variables.epsilonr='12.1'; lib.mat{9}.variables.rho='2330[kg/m^3]'; lib.mat{9}.variables.C='703[J/(kg*K)]'; lib.mat{9}.variables.nu='0.27'; lib.mat{9}.variables.n='3.48'; lib.mat{9}.variables.alpha='4.15e-6[1/K]'; lib.mat{9}.variables.E='131E9[Pa]'; lib.matgroups{1}.name='Electric (AC/DC)'; lib.matgroups{1}.variables={'res0','alpha','T0','Br'}; lib.matgroups{1}.descr={'Resistivity at reference temp.','Temperature coefficient','Reference temperature','Remanent flux density'}; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-2.729651596287842E-6,3.1299382911773517E-6,-2.25089130981193E-6,2.192535463950815E-6,-1,1]); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem.version = vrsn; % Geometry g1=ellip2(5.0E-7,5.0E-7,'base','center','pos',[5.0E-7,0]); g2=rect2(1.3E-6,3.8E-6,'base','corner','pos',[1.0E-6,-1.8E-6]); g3=rect2('1.3E-6','3.6E-6','base','corner','pos',{'1.0E-6','-1.8E-6'},'rot','0'); g4=rect2('1.3E-6','3.6E-6','base','corner','pos',{'0.85E-6','-1.8E-6'},'rot','0'); g5=rect2('1.25E-6','3.6E-6','base','corner','pos',{'0.85E-6','-1.8E-6'},'rot','0'); g7=geomcomp({g1,g5},'ns',{'E2','R5'},'sf','E2+R5','edge','all'); g9=rect2(1.25E-6,3.6E-6,'base','corner','pos',[8.5E-7,-1.8E-6]); g10=geomcomp({g7,g9},'ns',{'CO1','R5'},'sf','CO1+R5','edge','none'); % Analyzed geometry clear s s.objs={g33,g19,g6,g16,g23,g25,g10}; s.name={'R6','R2','E1','R1','R3','R4','CO2'}; s.tags={'g33','g19','g6','g16','g23','g25','g10'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5, ... 'hmaxsub',[7,4e-8,8,4e-8,9,4e-8,13,4e-8]); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'InPlaneWaves'; appl.module = 'RF'; appl.border = 'on'; appl.assignsuffix = '_rfweh'; clear prop prop.field='TES'; prop.inputvar='lambda'; appl.prop = prop; clear bnd bnd.E0 = {{0;0;0},{0;0;0},{0;0;1}}; bnd.type = {'SC','cont','E'}; bnd.ind = [1,1,1,2,1,2,1,2,1,3,2,2,2,1,2,2,2,2,2,2,2,2,2,1,2,2,2,2,1,1, ... 1,1,2,2,2,2,2,2,2,2]; appl.bnd = bnd; clear equ equ.epsilonr = {1,1,1,1,'mat9_epsilonr',1,1,'mat1_epsilonr'}; equ.Stype = {'coord','coord','coord','none','none','none','coord','none'}; equ.mur = {1,1,1,1,'mat9_mur',1,1,'mat1_mur'}; equ.coordOn = {{1;1},{1;0},{0;1},{0;0},{0;0},{0;0},{1; ... 0},{0;0}}; equ.sigma = {0,0,0,0,'mat9_sigma',0,0,'mat1_sigma'}; equ.n = {1,1,1,1,'mat9_n',3.48,3.48,'mat1_n'}; equ.ind = [1,2,1,3,4,3,5,4,6,1,7,1,8]; appl.equ = equ; appl.var = {'lambda0','800e-9'}; fem.appl{1} = appl; fem.frame = {'ref'}; fem.border = 1; clear units; units.basesystem = 'SI'; fem.units = units; % Library materials clear lib lib.mat{1}.name='Silica Glass'; lib.mat{1}.varname='mat1'; lib.mat{1}.variables.sigma='1e-14[S/m]'; lib.mat{1}.variables.mur='1'; lib.mat{1}.variables.k='1.38[W/(m*K)]'; lib.mat{1}.variables.epsilonr='2.09'; lib.mat{1}.variables.rho='2203[kg/m^3]'; lib.mat{1}.variables.C='703[J/(kg*K)]'; lib.mat{1}.variables.nu='0.17'; lib.mat{1}.variables.n='1.45'; lib.mat{1}.variables.alpha='0.55e-6[1/K]'; lib.mat{1}.variables.E='73.1e9[Pa]'; lib.mat{2}.name='Ag'; lib.mat{2}.varname='mat2'; lib.mat{2}.variables.sigma='61.6e6'; lib.mat{2}.variables.k='429'; lib.mat{2}.variables.rho='10500'; lib.mat{2}.variables.C='235'; lib.mat{2}.variables.nu='0.37'; lib.mat{2}.variables.alpha='18.9e-6'; lib.mat{2}.variables.E='83e9'; lib.mat{3}.name='Au'; lib.mat{3}.varname='mat3'; lib.mat{3}.variables.sigma='45.6e6'; lib.mat{3}.variables.k='317'; lib.mat{3}.variables.rho='19300'; lib.mat{3}.variables.C='129'; lib.mat{3}.variables.nu='0.44'; lib.mat{3}.variables.alpha='14.2e-6'; lib.mat{3}.variables.E='70e9'; lib.mat{4}.name='Cu'; lib.mat{4}.varname='mat4'; lib.mat{4}.variables.sigma='58.1e6'; lib.mat{4}.variables.k='401'; lib.mat{4}.variables.rho='8960'; lib.mat{4}.variables.C='384'; lib.mat{4}.variables.nu='0.34'; lib.mat{4}.variables.alpha='16.5e-6'; lib.mat{4}.variables.E='120e9'; lib.mat{5}.name='C [100]'; lib.mat{5}.varname='mat5'; lib.mat{5}.variables.k='990'; lib.mat{5}.variables.epsilonr='5.1'; lib.mat{5}.variables.rho='3515'; lib.mat{5}.variables.C='520'; lib.mat{5}.variables.nu='0.1'; lib.mat{5}.variables.alpha='0.8e-6'; lib.mat{5}.variables.E='105e9'; lib.mat{6}.name='Si(c)'; lib.mat{6}.varname='mat6'; lib.mat{6}.variables.k='130'; lib.mat{6}.variables.epsilonr='11.7'; lib.mat{6}.variables.rho='2329'; lib.mat{6}.variables.C='700'; lib.mat{6}.variables.nu='0.28'; lib.mat{6}.variables.alpha='2.6e-6'; lib.mat{6}.variables.E='170e9'; lib.mat{7}.name='Air, 1 atm'; lib.mat{7}.varname='mat7'; lib.mat{7}.variables.nu0='nu0(T[1/K])[m^2/s]'; lib.mat{7}.variables.k='k(T[1/K])[W/(m*K)]'; lib.mat{7}.variables.rho='rho(p[1/Pa],T[1/K])[kg/m^3]'; lib.mat{7}.variables.C='Cp(T[1/K])[J/(kg*K)]'; lib.mat{7}.variables.eta='eta(T[1/K])[Pa*s]'; clear fcns fcns{1}.type='inline'; fcns{1}.name='rho(p,T)'; fcns{1}.expr='p*28.8e-3/8.314/T'; fcns{1}.dexpr={'diff(p*28.8e-3/8.314/T,p)','diff(p*28.8e-3/8.314/T,T)'}; fcns{2}.type='inline'; fcns{2}.name='k(T)'; fcns{2}.expr='10^(0.8616*log10(abs(T))-3.7142)'; fcns{2}.dexpr={'diff(10^(0.8616*log10(abs(T))-3.7142),T)'}; fcns{3}.type='inline'; fcns{3}.name='nu0(T)'; fcns{3}.expr='(-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T)'; fcns{3}.dexpr={'diff((-7.887E-12*T^2+4.427E-08*T+5.204E-06)/(1.013e5*28.8e-3/8.314/T),T)'}; fcns{4}.type='inline'; fcns{4}.name='Cp(T)'; fcns{4}.expr='0.0769*T+1076.9'; fcns{4}.dexpr={'diff(0.0769*T+1076.9,T)'}; fcns{5}.type='inline'; fcns{5}.name='eta(T)'; fcns{5}.expr='-7.887E-12*T^2+4.427E-08*T+5.204E-06'; fcns{5}.dexpr={'diff(-7.887E-12*T^2+4.427E-08*T+5.204E-06,T)'}; lib.mat{7}.functions = fcns; lib.mat{8}.name='Silicon Carbide'; lib.mat{8}.varname='mat8'; lib.mat{8}.variables.sigma='1e3'; lib.mat{8}.variables.mur='1'; lib.mat{8}.variables.k='450*(300/T)^0.75'; lib.mat{8}.variables.epsilon='0.5'; lib.mat{8}.variables.epsilonr='10'; lib.mat{8}.variables.rho='3200'; lib.mat{8}.variables.C='1200'; lib.mat{9}.name='Silicon'; lib.mat{9}.varname='mat9'; lib.mat{9}.variables.sigma='1e-12[S/m]'; lib.mat{9}.variables.mur='1'; lib.mat{9}.variables.k='163[W/(m*K)]'; lib.mat{9}.variables.epsilonr='12.1'; lib.mat{9}.variables.rho='2330[kg/m^3]'; lib.mat{9}.variables.C='703[J/(kg*K)]'; lib.mat{9}.variables.nu='0.27'; lib.mat{9}.variables.n='3.48'; lib.mat{9}.variables.alpha='4.15e-6[1/K]'; lib.mat{9}.variables.E='131E9[Pa]'; lib.matgroups{1}.name='Electric (AC/DC)'; lib.matgroups{1}.variables={'res0','alpha','T0','Br'}; lib.matgroups{1}.descr={'Resistivity at reference temp.','Temperature coefficient','Reference temperature','Remanent flux density'}; fem.lib = lib; % Multiphysics fem=multiphysics(fem); % Extend mesh fem.xmesh=meshextend(fem); % Solve problem fem.sol=femstatic(fem, ... 'solcomp',{'scEz'}, ... 'outcomp',{'scEz'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'scEz','cont','internal','unit','V/m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Scattered electric field, z component [V/m]', ... 'axis',[-2.7406894500177986E-6,4.457027935786803E-6,-3.0941932780051672E-6,2.363958359958205E-6,-1,1]); uq~ t)% COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 snapshot (COMSOL 3.3.0.396, $Date: 2006/08/28 11:47:14 $) flclear fem % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ' snapshot'; vrsn.major = 0; vrsn.build = 396; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/28 11:47:14 $'; fem.version = vrsn; % Geometry g1=rect2('2.4','0.2','base','corner','pos',{'-1.2','1'},'rot','0'); g2=rect2('2.4','0.2','base','corner','pos',{'-1.2','-1.2'},'rot','0'); g3=rect2('0.2','2.4','base','corner','pos',{'-1.2','-1.2'},'rot','0'); g4=rect2('0.2','2.4','base','corner','pos',{'1','-1.2'},'rot','0'); g5=ellip2('0.1','0.3','base','center','pos',{'0','0'},'rot','0'); g6=ellip2('0.3','0.1','base','center','pos',{'0','0'},'rot','0'); g7=geomcomp({g5,g6},'ns',{'g5','g6'},'sf','g5+g6','edge','none'); g8=geomdel(g7); g9=rect2('2','2','base','corner','pos',{'-1','-1'},'rot','0'); % Analyzed geometry clear s s.objs={g1,g2,g3,g4,g8,g9}; s.name={'R1','R2','R3','R4','CO2','R5'}; s.tags={'g1','g2','g3','g4','g8','g9'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem.version = vrsn; % Geometry g3=scale(g3,0.000001,0.000001,0,0); g4=scale(g4,0.000001,0.000001,0,0); g1=scale(g1,0.000001,0.000001,0,0); g9=scale(g9,0.000001,0.000001,0,0); g2=scale(g2,0.000001,0.000001,0,0); g8=scale(g8,0.000001,0.000001,0,0); g5=ellip2(5.0E-7,5.0E-7,'base','center','pos',[0,0]); g6=ellip2('2.5E-7','2.5E-7','base','center','pos',{'0','0'},'rot','0'); % Analyzed geometry clear s s.objs={g3,g4,g1,g9,g2,g6}; s.name={'R3','R4','R1','R5','R2','E1'}; s.tags={'g3','g4','g1','g9','g2','g6'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); g7=ellip2(5.0E-7,5.0E-7,'base','center','pos',[0,0]); % Analyzed geometry clear s s.objs={g3,g4,g1,g9,g2,g6,g7}; s.name={'R3','R4','R1','R5','R2','E1','E2'}; s.tags={'g3','g4','g1','g9','g2','g6','g7'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem.version = vrsn; % Geometry g5=rect2(5.0E-7,2.0E-6,'base','corner','pos',[5.0E-7,-1.0E-6]); % Analyzed geometry clear s s.objs={g4,g3,g6,g1,g9,g2,g7,g5}; s.name={'R4','R3','E1','R1','R5','R2','E2','R6'}; s.tags={'g4','g3','g6','g1','g9','g2','g7','g5'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); g5=move(g5,[-2.4999999999999994E-7,0]); g8=rect2(7.5E-7,2.0E-6,'base','corner','pos',[2.5E-7,-1.0E-6]); g10=rect2('7.0E-7','2.0E-6','base','corner','pos',{'2.5E-7','-1.0E-6'},'rot','0'); g11=rect2('7.5E-7','2.0E-6','base','corner','pos',{'2.5E-7','-1.0E-6'},'rot','0'); g12=rect2(7.5E-7,2.0E-6,'base','corner','pos',[2.5E-7,-1.0E-6]); g13=rect2(5.0E-7,2.0E-6,'base','corner','pos',[5.0E-7,-1.0E-6]); g14=rect2('7.0E-7','2.0E-6','base','corner','pos',{'5.0E-7','-1.0E-6'},'rot','0'); g15=rect2('7.0E-7','2.0E-6','base','corner','pos',{'4.5E-7','-1.0E-6'},'rot','0'); g16=rect2('7.0E-7','2.0E-6','base','corner','pos',{'3.5E-7','-1.0E-6'},'rot','0'); g17=rect2('6.5E-7','2.0E-6','base','corner','pos',{'3.5E-7','-1.0E-6'},'rot','0'); g18=geomcomp({g7,g17},'ns',{'E2','R6'},'sf','E2+R6','edge','all'); g19=rect2(6.5E-7,2.0E-6,'base','corner','pos',[3.5E-7,-1.0E-6]); g20=geomcomp({g18,g19},'ns',{'CO1','R6'},'sf','CO1+R6','edge','none'); % Analyzed geometry clear s s.objs={g4,g3,g6,g1,g9,g2,g20}; s.name={'R4','R3','E1','R1','R5','R2','CO2'}; s.tags={'g4','g3','g6','g1','g9','g2','g20'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem.version = vrsn; % Geometry g3=scale(g3,2,2,0,0); g4=scale(g4,2,2,0,0); g1=scale(g1,2,2,0,0); g2=scale(g2,2,2,0,0); g9=scale(g9,2,2,0,0); g5=rect2('4.0E-7','4.8E-6','base','corner','pos',{'-3E-6','-3E-6'},'rot','0'); g7=rect2('4.0E-7','4.8E-6','base','corner','pos',{'-2.4E-6','-2.4E-6'},'rot','0'); g8=rect2('4.0E-7','4.8E-6','base','corner','pos',{'-3E-6','-2.4E-6'},'rot','0'); g10=rect2('2.0E-7','4.8E-6','base','corner','pos',{'-3.0E-6','-2.4E-6'},'rot','0'); g11=rect2('4.8E-6','2.0E-7','base','corner','pos',{'-2.4E-6','2.0E-6'},'rot','0'); g11=move(g11,[-1.0E-6,3.9999999999999956E-7]); g11=move(g11,[4.999999999999998E-7,0]); g11=move(g11,[1.0587911840678754E-22,-4.999999999999999E-7]); g12=rect2(5.5E-6,4.0E-7,'base','corner','pos',[-3.0E-6,2.0E-6]); g13=rect2('4.8E-6','2.0E-7','base','corner','pos',{'-3.0E-6','2.0E-6'},'rot','0'); g14=rect2(5.0E-7,4.5E-6,'base','corner','pos',[-2.0E-6,-2.5E-6]); g15=rect2(5.0E-7,4.0E-6,'base','corner','pos',[-2.5E-6,-2.0E-6]); g16=rect2('2.0E-7','4.0E-6','base','corner','pos',{'-2.5E-6','-2.0E-6'},'rot','0'); g17=rect2(5.0E-6,5.0E-7,'base','corner','pos',[-2.5E-6,1.5E-6]); g18=rect2('5.0E-6','2.0E-7','base','corner','pos',{'-2.5E-6','1.5E-6'},'rot','0'); g19=rect2('5.0E-6','2.0E-7','base','corner','pos',{'-2.5E-6','1.8E-6'},'rot','0'); g21=rect2(5.0E-7,4.0E-6,'base','corner','pos',[2.0E-6,-2.0E-6]); g22=rect2('2.0E-7','4.0E-6','base','corner','pos',{'2.0E-6','-2.0E-6'},'rot','0'); g23=rect2('2.0E-7','4.0E-6','base','corner','pos',{'2.3E-6','-2.0E-6'},'rot','0'); g24=rect2(5.0E-6,5.0E-7,'base','corner','pos',[-2.5E-6,-2.0E-6]); g25=rect2('5.0E-6','2.0E-7','base','corner','pos',{'-2.5E-6','-2.0E-6'},'rot','0'); g6=move(g6,[5.0E-7,0]); g26=ellip2(5.0E-7,5.0E-7,'base','center','pos',[5.0E-7,0]); g27=rect2(1.5E-6,3.8E-6,'base','corner','pos',[1.0E-6,-2.0E-6]); g28=rect2('1.5E-6','3.8E-6','base','corner','pos',{'1.0E-6','-1.8E-6'},'rot','0'); g29=rect2('1.3E-6','3.8E-6','base','corner','pos',{'1.0E-6','-1.8E-6'},'rot','0'); g30=rect2('1.3E-6','3.6E-6','base','corner','pos',{'1.0E-6','-1.8E-6'},'rot','0'); % Analyzed geometry clear s s.objs={g6,g16,g19,g23,g25,g26,g30}; s.name={'E1','R1','R2','R3','R4','E2','R5'}; s.tags={'g6','g16','g19','g23','g25','g26','g30'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); g31=rect2(4.8E-6,3.8E-6,'base','corner','pos',[-2.5E-6,-2.0E-6]); g32=rect2('4.6E-6','3.8E-6','base','corner','pos',{'-2.3E-6','-1.8E-6'},'rot','0'); g33=rect2('4.6E-6','3.6E-6','base','corner','pos',{'-2.3E-6','-1.8E-6'},'rot','0'); % Analyzed geometry clear s s.objs={g6,g16,g19,g23,g25,g26,g30,g33}; s.name={'E1','R1','R2','R3','R4','E2','R5','R6'}; s.tags={'g6','g16','g19','g23','g25','g26','g30','g33'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); g34=rect2('1.55E-6','3.6E-6','base','corner','pos',{'1.25E-6','-1.8E-6'},'rot','0'); g35=rect2('1.55E-6','3.6E-6','base','corner','pos',{'0.75E-6','-1.8E-6'},'rot','0'); g36=geomcomp({g26,g35},'ns',{'E2','R5'},'sf','E2+R5','edge','all'); g37=rect2(1.55E-6,3.6E-6,'base','corner','pos',[7.5E-7,-1.8E-6]); g38=geomcomp({g36,g37},'ns',{'CO1','R5'},'sf','CO1+R5','edge','none'); % Analyzed geometry clear s s.objs={g6,g16,g19,g23,g25,g33,g38}; s.name={'E1','R1','R2','R3','R4','R6','CO2'}; s.tags={'g6','g16','g19','g23','g25','g33','g38'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem.version = vrsn; % Geometry g1=ellip2(5.0E-7,5.0E-7,'base','center','pos',[5.0E-7,0]); g2=rect2(1.3E-6,3.8E-6,'base','corner','pos',[1.0E-6,-2.0E-6]); g3=rect2('1.3E-6','3.6E-6','base','corner','pos',{'1.0E-6','-1.8E-6'},'rot','0'); g4=rect2('1.5E-6','3.6E-6','base','corner','pos',{'0.8E-6','-1.8E-6'},'rot','0'); g5=geomcomp({g1,g4},'ns',{'E2','R5'},'sf','E2+R5','edge','all'); g8=rect2(1.5E-6,3.6E-6,'base','corner','pos',[8.0E-7,-1.8E-6]); g9=geomcomp({g5,g8},'ns',{'CO1','R5'},'sf','CO1+R5','edge','none'); % Analyzed geometry clear s s.objs={g33,g19,g6,g16,g23,g25,g9}; s.name={'R6','R2','E1','R1','R3','R4','CO2'}; s.tags={'g33','g19','g6','g16','g23','g25','g9'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem.version = vrsn; % Geometry g1=ellip2(5.0E-7,5.0E-7,'base','center','pos',[5.0E-7,0]); g2=rect2(1.3E-6,3.8E-6,'base','corner','pos',[1.0E-6,-2.0E-6]); g3=rect2('1.3E-6','3.6E-6','base','corner','pos',{'1.0E-6','-1.8E-6'},'rot','0'); g4=rect2('1.45E-6','3.6E-6','base','corner','pos',{'0.85E-6','-1.8E-6'},'rot','0'); g5=geomcomp({g1,g4},'ns',{'E2','R5'},'sf','E2+R5','edge','all'); g7=rect2(1.45E-6,3.6E-6,'base','corner','pos',[8.5E-7,-1.8E-6]); g8=geomcomp({g5,g7},'ns',{'CO1','R5'},'sf','CO1+R5','edge','none'); % Analyzed geometry clear s s.objs={g33,g6,g19,g16,g23,g25,g8}; s.name={'R6','E1','R2','R1','R3','R4','CO2'}; s.tags={'g33','g6','g19','g16','g23','g25','g8'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem.version = vrsn; % Geometry g1=ellip2(5.0E-7,5.0E-7,'base','center','pos',[5.0E-7,0]); g2=rect2(1.3E-6,3.8E-6,'base','corner','pos',[1.0E-6,-1.8E-6]); g3=rect2('1.3E-6','3.6E-6','base','corner','pos',{'1.0E-6','-1.8E-6'},'rot','0'); g4=rect2('1.3E-6','3.6E-6','base','corner','pos',{'0.85E-6','-1.8E-6'},'rot','0'); g5=rect2('1.25E-6','3.6E-6','base','corner','pos',{'0.85E-6','-1.8E-6'},'rot','0'); g7=geomcomp({g1,g5},'ns',{'E2','R5'},'sf','E2+R5','edge','all'); g9=rect2(1.25E-6,3.6E-6,'base','corner','pos',[8.5E-7,-1.8E-6]); g10=geomcomp({g7,g9},'ns',{'CO1','R5'},'sf','CO1+R5','edge','none'); % Analyzed geometry clear s s.objs={g33,g19,g6,g16,g23,g25,g10}; s.name={'R6','R2','E1','R1','R3','R4','CO2'}; s.tags={'g33','g19','g6','g16','g23','g25','g10'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); tclear mfile clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ' snapshot'; vrsn.major = 0; vrsn.build = 396; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/28 11:47:14 $'; mfile.version=vrsn; mfile.fem='fem'; mfile.stored={'fem0','fem1'}; mfile.tags={}; mfile.types={}; x