��sr!com.femlab.server.ModelFileHeader�D���%LtagstLcom/femlab/util/i;Ltypesq~LvrsntLcom/femlab/util/FlVersion;xpwsrcom.femlab.util.FlVersion��%�/B = IbuildImajorLdatetLjava/lang/String;Lextq~Lnameq~Lrcsq~L reactionExtq~L reactionNameq~L scriptExtq~L scriptNameq~xpwtCOMSOL Script 1.1tt#COMSOL Reaction Engineering Lab 1.2q~t COMSOL 3.3q~w�t $Name: $t$Date: 2006/08/31 18:03:47 $xur[Ljava.lang.String;��V��{Gxpt modelinfotxfemtguitfem0tg3tg6tg1tg2tg7tfem39q~q~tfem40tfem40.0q~q~t mfileinfouq~ q~t femstructt guistructq~tdrawq~q~q~q~tgeomtsolutiontxmeshq~ tmeshq~!q~"q~xsrcom.femlab.api.client.ModelInfo�^���%Ldescrq~LdocURLq~[imaget[Bxpwpq~pxuq~ t�~clear xfem clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; xfem.version = vrsn; xfem.id = 39; xfem.geomdata = 'geom'; xfem.eqvars = 'on'; xfem.cplbndeq = 'on'; xfem.cplbndsh = 'off'; xfem.drawvalid = 'on'; xfem.geomvalid = 'off'; xfem.solvalid = 'off'; xfem.meshtime = 't'; clear appl appl.mode.class = 'FlPerpendicularCurrents'; appl.mode.type = 'cartesian'; appl.dim = {'Az'}; appl.sdim = {'x','y','z'}; appl.name = 'qa'; appl.shape = {'shlag(2,''Az'')'}; appl.gporder = 4; appl.cporder = 2; appl.sshape = 2; appl.border = 'off'; appl.assignsuffix = '_qa'; clear prop prop.elemdefault='Lag2'; prop.analysis='static'; clear weakconstr weakconstr.value = 'off'; weakconstr.dim = {'lm1'}; prop.weakconstr = weakconstr; prop.frame='ref'; 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]; appl.pnt = pnt; clear bnd bnd.name = {'',''}; bnd.H0 = {{'0';'0'},{'0';'0'}}; bnd.Js0z = {'0','0'}; bnd.A0z = {'0','0'}; bnd.type = {'A0','cont'}; bnd.style = {{{'0'},{'0','0','0'},{'solid'}},{{'0'},{'0','0','255'},{'solid'}}}; bnd.ind = [1,1,1,2,2,2,2,2,2,2,1,2,2,2,2,2,2,2,2]; appl.bnd = bnd; clear equ equ.shape = {[1],[1],[1]}; equ.gporder = {{1},{1},{1}}; equ.cporder = {{1},{1},{1}}; equ.init = {{'0'},{'0'},{'0'}}; equ.usage = {1,1,1}; equ.name = {'','',''}; equ.mur = {'4*3.14*10^(-7)','1','2000*4*3.14*10^(-7)'}; equ.murtensor = {{'1','0';'0','1'},{'1','0';'0','1'},{'1','0';'0','1'}}; equ.mutype = {'iso','iso','iso'}; equ.elconstrel = {'epsr','epsr','epsr'}; equ.Pz = {'0','0','0'}; equ.Drz = {'0','0','0'}; equ.magconstrel = {'mur','Br','mur'}; equ.M = {{'0';'0'},{'0';'0'},{'0';'0'}}; equ.Br = {{'0';'0'},{'0';'0.4'},{'0';'0'}}; equ.epsilonr = {'1','1','1'}; equ.sigma = {'0','0','0'}; equ.Jez = {'0','0','0'}; equ.v = {{'0';'0'},{'0';'0'},{'0';'0'}}; equ.deltaV = {'0','0','0'}; equ.L = {'1','1','1'}; equ.style = {{{'0'},{'0','0','255'}},{{'0'},{'0','255','0'}},{{'0'},{'193', ... '193','193'}}}; equ.ind = [1,1,2,3,3]; appl.equ = equ; appl.var = {'epsilon0','8.854187817e-12', ... 'mu0','4*pi*1e-7'}; xfem.appl{1} = appl; clear appl appl.mode.class = 'FlPlaneStress'; appl.mode.type = 'cartesian'; appl.dim = {'u','v'}; appl.sdim = {'x','y','z'}; appl.name = 'ps'; appl.shape = {'shlag(2,''u'')','shlag(2,''v'')'}; appl.gporder = 4; appl.cporder = 2; appl.sshape = 2; appl.border = 'off'; appl.assignsuffix = '_ps'; appl.assign = {'Ex','Ex_ps','Ey','Ey_ps','Ez','Ez_ps','Fx','Fx_ps','FxAmp', ... 'FxAmp_ps','FxPh','FxPh_ps','Fxg','Fxg_ps','Fy','Fy_ps','FyAmp','FyAmp_ps', ... 'FyPh','FyPh_ps','Fyg','Fyg_ps','Gxy','Gxy_ps','Tax','Tax_ps','Tay', ... 'Tay_ps','alphax','alphax_ps','alphay','alphay_ps','alphaz','alphaz_ps', ... 'ex','ex_ps','exi','exi_ps','exy','exy_ps','exyi','exyi_ps','ey','ey_ps', ... 'eyi','eyi_ps','ez','ez_ps','ezi','ezi_ps','nuxy','nuxy_ps','nuxz', ... 'nuxz_ps','nuyz','nuyz_ps','sx','sx_ps','sxi','sxi_ps','sxy','sxy_ps', ... 'sxyi','sxyi_ps','sy','sy_ps','syi','syi_ps','sz','sz_ps','szi','szi_ps'}; clear prop prop.elemdefault='Lag2'; prop.analysis='static'; prop.eigtype='freq'; clear weakconstr weakconstr.value = 'off'; weakconstr.dim = {'lm2','lm3'}; prop.weakconstr = weakconstr; prop.frame='ref'; appl.prop = prop; clear pnt pnt.Fx = {'0'}; pnt.Fy = {'0'}; pnt.constrtype = {'standard'}; pnt.H = {{'0','0';'0','0'}}; pnt.R = {{'0';'0'}}; pnt.Rx = {'0'}; pnt.Hx = {'0'}; pnt.Ry = {'0'}; pnt.Hy = {'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]; appl.pnt = pnt; clear bnd bnd.Fx = {'0'}; bnd.Fy = {'0'}; bnd.loadtype = {'length'}; bnd.constrtype = {'standard'}; bnd.H = {{'0','0';'0','0'}}; bnd.R = {{'0';'0'}}; bnd.Rx = {'0'}; bnd.Hx = {'0'}; bnd.Ry = {'0'}; bnd.Hy = {'0'}; bnd.style = {{{'0'},{'0','0','0'},{'solid'}}}; bnd.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]; appl.bnd = bnd; clear equ equ.shape = {[1;2],[1;2]}; equ.gporder = {{1;1},{1;1}}; equ.cporder = {{1;1},{1;1}}; equ.init = {{'0';'0'},{'0';'0'}}; equ.usage = {0,1}; equ.name = {'',''}; equ.E = {'2.0e11','2900'}; equ.rho = {'7850','1000'}; equ.dampingtype = {'Rayleigh','nodamping'}; equ.alphadM = {'1','1'}; equ.betadK = {'0.001','0.001'}; equ.dinit = {{'0';'0'},{'0';'0'}}; equ.nu = {'0.33','0.45'}; equ.thickness = {'0.01','0.03'}; equ.Fx = {'0','0'}; equ.Fy = {'0','0'}; equ.loadtype = {'area','area'}; equ.constrtype = {'standard','standard'}; equ.H = {{'0','0';'0','0'},{'0','0';'0','0'}}; equ.R = {{'0';'0'},{'0';'0'}}; equ.Rx = {'0','0'}; equ.Hx = {'0','0'}; equ.Ry = {'0','0'}; equ.Hy = {'0','0'}; equ.style = {{{'0'},{'0','0','255'}},{{'0'},{'0','0','255'}}}; equ.ind = [1,2,1,1,1]; appl.equ = equ; xfem.appl{2} = appl; clear appl appl.mode.class = 'FlPlaneStrain'; appl.mode.type = 'cartesian'; appl.dim = {'u','v'}; appl.sdim = {'x','y','z'}; appl.name = 'pn'; appl.shape = {'shlag(2,''u'')','shlag(2,''v'')'}; appl.gporder = 4; appl.cporder = 2; appl.sshape = 2; appl.border = 'off'; appl.assignsuffix = '_pn'; appl.assign = {'Ex','Ex_pn','Ey','Ey_pn','Ez','Ez_pn','Fx','Fx_pn','FxAmp', ... 'FxAmp_pn','FxPh','FxPh_pn','Fxg','Fxg_pn','Fy','Fy_pn','FyAmp','FyAmp_pn', ... 'FyPh','FyPh_pn','Fyg','Fyg_pn','Gxy','Gxy_pn','Tax','Tax_pn','Tay', ... 'Tay_pn','alphax','alphax_pn','alphay','alphay_pn','alphaz','alphaz_pn', ... 'ex','ex_pn','exi','exi_pn','exy','exy_pn','exyi','exyi_pn','ey','ey_pn', ... 'eyi','eyi_pn','ezi','ezi_pn','nuxy','nuxy_pn','nuxz','nuxz_pn','nuyz', ... 'nuyz_pn','sx','sx_pn','sxi','sxi_pn','sxy','sxy_pn','sxyi','sxyi_pn', ... 'sy','sy_pn','syi','syi_pn','sz','sz_pn','szi','szi_pn'}; clear prop prop.elemdefault='Lag2'; prop.analysis='static'; prop.eigtype='freq'; clear weakconstr weakconstr.value = 'off'; weakconstr.dim = {'lm2','lm3'}; prop.weakconstr = weakconstr; prop.frame='ref'; appl.prop = prop; clear pnt pnt.Fx = {'0'}; pnt.Fy = {'0'}; pnt.constrtype = {'standard'}; pnt.H = {{'0','0';'0','0'}}; pnt.R = {{'0';'0'}}; pnt.Rx = {'0'}; pnt.Hx = {'0'}; pnt.Ry = {'0'}; pnt.Hy = {'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]; appl.pnt = pnt; clear bnd bnd.Fx = {'0'}; bnd.Fy = {'0'}; bnd.loadtype = {'area'}; bnd.constrtype = {'standard'}; bnd.H = {{'0','0';'0','0'}}; bnd.R = {{'0';'0'}}; bnd.Rx = {'0'}; bnd.Hx = {'0'}; bnd.Ry = {'0'}; bnd.Hy = {'0'}; bnd.style = {{{'0'},{'0','0','0'},{'solid'}}}; bnd.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]; appl.bnd = bnd; clear equ equ.shape = {[1;2],[1;2]}; equ.gporder = {{1;1},{1;1}}; equ.cporder = {{1;1},{1;1}}; equ.init = {{'0';'0'},{'0';'0'}}; equ.usage = {0,1}; equ.name = {'',''}; equ.E = {'2.0e11','2900'}; equ.rho = {'7850','1000'}; equ.dampingtype = {'Rayleigh','nodamping'}; equ.alphadM = {'1','1'}; equ.betadK = {'0.001','0.001'}; equ.dinit = {{'0';'0'},{'0';'0'}}; equ.nu = {'0.33','0.45'}; equ.thickness = {'1','0.03'}; equ.Fx = {'0','0'}; equ.Fy = {'0','0'}; equ.loadtype = {'volume','volume'}; equ.constrtype = {'standard','standard'}; equ.H = {{'0','0';'0','0'},{'0','0';'0','0'}}; equ.R = {{'0';'0'},{'0';'0'}}; equ.Rx = {'0','0'}; equ.Hx = {'0','0'}; equ.Ry = {'0','0'}; equ.Hy = {'0','0'}; equ.style = {{{'0'},{'0','0','255'}},{{'0'},{'0','0','255'}}}; equ.ind = [1,2,1,1,1]; appl.equ = equ; xfem.appl{3} = appl; xfem.geom = flbinary('fem39','geom','BreastCancerTrail.mph'); xfem.sdim = {'x','y'}; xfem.frame = {'ref'}; xfem.shape = {'shlag(2,''Az'')','shlag(2,''u'')','shlag(2,''v'')'}; 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;2;3;2;3],[1],[1]}; equ.gporder = {{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1}}; equ.cporder = {{1;1;1;1;1},{1;1;1;1;1},{1;1;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'}}; equ.dinit = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; equ.weak = {{'dVol_qa*(Jz_qa*test(depAz_qa)-Hx_qa*test(curlAx_qa)-Hy_qa*test(curlAy_qa))'; ... '0';'0';'0';'0'},{'dVol_qa*(Jz_qa*test(depAz_qa)-Hx_qa*test(curlAx_qa)-Hy_qa*test(curlAy_qa))'; ... '0';'0';'0';'0'},{'dVol_qa*(Jz_qa*test(depAz_qa)-Hx_qa*test(curlAx_qa)-Hy_qa*test(curlAy_qa))'; ... '0';'0';'0';'0'},{'dVol_qa*(Jz_qa*test(depAz_qa)-Hx_qa*test(curlAx_qa)-Hy_qa*test(curlAy_qa))'; ... '0';'0';'0';'0'}}; equ.dweak = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; equ.constr = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; equ.c = {{{'0'},{'0'},{'0'},{'0'},{'0'};{'0'},{'0'},{'0'},{'0'},{'0'}; ... {'0'},{'0'},{'0'},{'0'},{'0'};{'0'},{'0'},{'0'},{'0'},{'0'};{'0'},{'0'}, ... {'0'},{'0'},{'0'}},{{'0'},{'0'},{'0'},{'0'},{'0'};{'0'},{'(E_ps*(1-nu_ps)/((1+nu_ps)*(1-2*nu_ps))-E_ps*nu_ps^2/((1+nu_ps)*(1-2*nu_ps)*(1-nu_ps)))*thickness_ps'; ... '0.5*E_ps*thickness_ps/(1+nu_ps)'},{'0','(E_ps*nu_ps/((1+nu_ps)*(1-2*nu_ps))-E_ps*nu_ps^2/((1+nu_ps)*(1-2*nu_ps)*(1-nu_ps)))*thickness_ps'; ... '0.5*E_ps*thickness_ps/(1+nu_ps)','0'},{'0'},{'0'};{'0'},{'0','0.5*E_ps*thickness_ps/(1+nu_ps)'; ... '(E_ps*nu_ps/((1+nu_ps)*(1-2*nu_ps))-E_ps*nu_ps^2/((1+nu_ps)*(1-2*nu_ps)*(1-nu_ps)))*thickness_ps', ... '0'},{'0.5*E_ps*thickness_ps/(1+nu_ps)';'(E_ps*(1-nu_ps)/((1+nu_ps)*(1-2*nu_ps))-E_ps*nu_ps^2/((1+nu_ps)*(1-2*nu_ps)*(1-nu_ps)))*thickness_ps'}, ... {'0'},{'0'};{'0'},{'0'},{'0'},{'E_pn*(1-nu_pn)*thickness_pn/((1+nu_pn)*(1-2*nu_pn))'; ... '0.5*E_pn*thickness_pn/(1+nu_pn)'},{'0','E_pn*nu_pn*thickness_pn/((1+nu_pn)*(1-2*nu_pn))'; ... '0.5*E_pn*thickness_pn/(1+nu_pn)','0'};{'0'},{'0'},{'0'},{'0','0.5*E_pn*thickness_pn/(1+nu_pn)'; ... 'E_pn*nu_pn*thickness_pn/((1+nu_pn)*(1-2*nu_pn))','0'},{'0.5*E_pn*thickness_pn/(1+nu_pn)'; ... 'E_pn*(1-nu_pn)*thickness_pn/((1+nu_pn)*(1-2*nu_pn))'}},{{'0'},{'0'},{'0'}, ... {'0'},{'0'};{'0'},{'0'},{'0'},{'0'},{'0'};{'0'},{'0'},{'0'},{'0'},{'0'}; ... {'0'},{'0'},{'0'},{'0'},{'0'};{'0'},{'0'},{'0'},{'0'},{'0'}},{{'0'},{'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.a = {{'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'; ... '0','0','0','0','0';'0','0','0','0','0'},{'0','0','0','0','0';'0','0','0', ... '0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'},{'0', ... '0','0','0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0', ... '0';'0','0','0','0','0'},{'0','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.f = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; equ.ea = {{'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'; ... '0','0','0','0','0';'0','0','0','0','0'},{'0','0','0','0','0';'0','0','0', ... '0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'},{'0', ... '0','0','0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0', ... '0';'0','0','0','0','0'},{'0','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.da = {{'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'; ... '0','0','0','0','0';'0','0','0','0','0'},{'0','0','0','0','0';'0','0','0', ... '0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'},{'0', ... '0','0','0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0', ... '0';'0','0','0','0','0'},{'0','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.al = {{{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'}, ... {'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0'; ... '0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'}, ... {'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}},{{'0';'0'},{'0';'0'},{'0';'0'}, ... {'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0'; ... '0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'}, ... {'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}}, ... {{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'}, ... {'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0'; ... '0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'}, ... {'0';'0'},{'0';'0'},{'0';'0'}},{{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}, ... {'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0'; ... '0'},{'0';'0'},{'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.be = {{{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'}, ... {'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0'; ... '0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'}, ... {'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}},{{'0';'0'},{'0';'0'},{'0';'0'}, ... {'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0'; ... '0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'}, ... {'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}}, ... {{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'}, ... {'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0'; ... '0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'}, ... {'0';'0'},{'0';'0'},{'0';'0'}},{{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}, ... {'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0'; ... '0'},{'0';'0'},{'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.ga = {{{'0';'0'};{'0';'0'};{'0';'0'};{'0';'0'};{'0';'0'}},{{'0';'0'}; ... {'0';'0'};{'0';'0'};{'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.sshape = {[1],[1],[1],[1]}; equ.sshapedim = {{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1}}; equ.ind = [1,2,3,4,4]; equ.dim = {'Az','u','v','u','v'}; equ.var = {'dVol_qa',{'1','1','1','1'}, ... 'curlAx_qa',{'Azy','Azy','Azy','Azy'}, ... 'curlAy_qa',{'-Azx','-Azx','-Azx','-Azx'}, ... 'depAz_qa',{'Az','Az','Az','Az'}, ... 'Bx_qa',{'curlAx_qa','curlAx_qa','curlAx_qa','curlAx_qa'}, ... 'By_qa',{'curlAy_qa','curlAy_qa','curlAy_qa','curlAy_qa'}, ... 'Hx_qa',{'Bx_qa/(mur_qa*mu0_qa)','Bx_qa/(mur_qa*mu0_qa)','(Bx_qa-Brx_qa)/(mur_qa*mu0_qa)', ... 'Bx_qa/(mur_qa*mu0_qa)'}, ... 'Hy_qa',{'By_qa/(mur_qa*mu0_qa)','By_qa/(mur_qa*mu0_qa)','(By_qa-Bry_qa)/(mur_qa*mu0_qa)', ... 'By_qa/(mur_qa*mu0_qa)'}, ... 'mu_qa',{'mu0_qa*mur_qa','mu0_qa*mur_qa','mu0_qa*mur_qa','mu0_qa*mur_qa'}, ... 'muxx_qa',{'mu0_qa*murxx_qa','mu0_qa*murxx_qa','mu0_qa*murxx_qa', ... 'mu0_qa*murxx_qa'}, ... 'muxy_qa',{'mu0_qa*murxy_qa','mu0_qa*murxy_qa','mu0_qa*murxy_qa', ... 'mu0_qa*murxy_qa'}, ... 'muyx_qa',{'mu0_qa*muryx_qa','mu0_qa*muryx_qa','mu0_qa*muryx_qa', ... 'mu0_qa*muryx_qa'}, ... 'muyy_qa',{'mu0_qa*muryy_qa','mu0_qa*muryy_qa','mu0_qa*muryy_qa', ... 'mu0_qa*muryy_qa'}, ... 'Jpz_qa',{'sigma_qa*deltaV_qa/L_qa','sigma_qa*deltaV_qa/L_qa','sigma_qa*deltaV_qa/L_qa', ... 'sigma_qa*deltaV_qa/L_qa'}, ... 'Jz_qa',{'Jpz_qa+Jvz_qa+Jez_qa','Jpz_qa+Jvz_qa+Jez_qa','Jpz_qa+Jvz_qa+Jez_qa', ... 'Jpz_qa+Jvz_qa+Jez_qa'}, ... 'Q_qa',{'Jz_qa*(vx_qa*By_qa-vy_qa*Bx_qa+deltaV_qa/L_qa)','Jz_qa*(vx_qa*By_qa-vy_qa*Bx_qa+deltaV_qa/L_qa)', ... 'Jz_qa*(vx_qa*By_qa-vy_qa*Bx_qa+deltaV_qa/L_qa)','Jz_qa*(vx_qa*By_qa-vy_qa*Bx_qa+deltaV_qa/L_qa)'}, ... 'W_qa',{'Wm_qa','Wm_qa','Wm_qa','Wm_qa'}, ... 'normJ_qa',{'abs(Jz_qa)','abs(Jz_qa)','abs(Jz_qa)','abs(Jz_qa)'}, ... 'Jvz_qa',{'sigma_qa*(vx_qa*By_qa-vy_qa*Bx_qa)','sigma_qa*(vx_qa*By_qa-vy_qa*Bx_qa)', ... 'sigma_qa*(vx_qa*By_qa-vy_qa*Bx_qa)','sigma_qa*(vx_qa*By_qa-vy_qa*Bx_qa)'}, ... 'normM_qa',{'sqrt(abs(Mx_qa)^2+abs(My_qa)^2)','sqrt(abs(Mx_qa)^2+abs(My_qa)^2)', ... 'sqrt(abs(Mx_qa)^2+abs(My_qa)^2)','sqrt(abs(Mx_qa)^2+abs(My_qa)^2)'}, ... 'normBr_qa',{'sqrt(abs(Brx_qa)^2+abs(Bry_qa)^2)','sqrt(abs(Brx_qa)^2+abs(Bry_qa)^2)', ... 'sqrt(abs(Brx_qa)^2+abs(Bry_qa)^2)','sqrt(abs(Brx_qa)^2+abs(Bry_qa)^2)'}, ... 'normH_qa',{'sqrt(abs(Hx_qa)^2+abs(Hy_qa)^2)','sqrt(abs(Hx_qa)^2+abs(Hy_qa)^2)', ... 'sqrt(abs(Hx_qa)^2+abs(Hy_qa)^2)','sqrt(abs(Hx_qa)^2+abs(Hy_qa)^2)'}, ... 'normB_qa',{'sqrt(abs(Bx_qa)^2+abs(By_qa)^2)','sqrt(abs(Bx_qa)^2+abs(By_qa)^2)', ... 'sqrt(abs(Bx_qa)^2+abs(By_qa)^2)','sqrt(abs(Bx_qa)^2+abs(By_qa)^2)'}, ... 'normv_qa',{'sqrt(abs(vx_qa)^2+abs(vy_qa)^2)','sqrt(abs(vx_qa)^2+abs(vy_qa)^2)', ... 'sqrt(abs(vx_qa)^2+abs(vy_qa)^2)','sqrt(abs(vx_qa)^2+abs(vy_qa)^2)'}, ... 'Wm_qa',{'0.5*(Hx_qa*Bx_qa+Hy_qa*By_qa)','0.5*(Hx_qa*Bx_qa+Hy_qa*By_qa)', ... '0.5*(Hx_qa*Bx_qa+Hy_qa*By_qa)','0.5*(Hx_qa*Bx_qa+Hy_qa*By_qa)'}, ... 'Fxg_ps',{'','0','',''}, ... 'Fyg_ps',{'','0','',''}, ... 'disp_ps',{'','sqrt(real(u)^2+real(v)^2)','',''}, ... 'sx_ps',{'','E_ps*(1-nu_ps)*ex_ps/((1+nu_ps)*(1-2*nu_ps))+E_ps*nu_ps*ey_ps/((1+nu_ps)*(1-2*nu_ps))+E_ps*nu_ps*ez_ps/((1+nu_ps)*(1-2*nu_ps))', ... '',''}, ... 'sy_ps',{'','E_ps*nu_ps*ex_ps/((1+nu_ps)*(1-2*nu_ps))+E_ps*(1-nu_ps)*ey_ps/((1+nu_ps)*(1-2*nu_ps))+E_ps*nu_ps*ez_ps/((1+nu_ps)*(1-2*nu_ps))', ... '',''}, ... 'sxy_ps',{'','E_ps*exy_ps/(1+nu_ps)','',''}, ... 'ex_ps',{'','ux','',''}, ... 'ey_ps',{'','vy','',''}, ... 'ez_ps',{'','-(E_ps*nu_ps*ex_ps/((1+nu_ps)*(1-2*nu_ps))+E_ps*nu_ps*ey_ps/((1+nu_ps)*(1-2*nu_ps)))*(1+nu_ps)*(1-2*nu_ps)/(E_ps*(1-nu_ps))', ... '',''}, ... 'exy_ps',{'','0.5*(uy+vx)','',''}, ... 'K_ps',{'','E_ps/(3*(1-2*nu_ps))','',''}, ... 'G_ps',{'','0.5*E_ps/(1+nu_ps)','',''}, ... 'mises_ps',{'','sqrt(sx_ps^2+sy_ps^2-sx_ps*sy_ps+3*sxy_ps^2)','', ... ''}, ... 'Ws_ps',{'','0.5*thickness_ps*(ex_ps*sx_ps+ey_ps*sy_ps+2*exy_ps*sxy_ps)', ... '',''}, ... 'evol_ps',{'','ex_ps+ey_ps+ez_ps','',''}, ... 'sz_ps',{'','0','',''}, ... 'tresca_ps',{'','max(max(abs(s1_ps-s2_ps),abs(s2_ps-s3_ps)),abs(s1_ps-s3_ps))', ... '',''}, ... 'Fxg_pn',{'','0','',''}, ... 'Fyg_pn',{'','0','',''}, ... 'disp_pn',{'','sqrt(real(u)^2+real(v)^2)','',''}, ... 'sx_pn',{'','E_pn*(1-nu_pn)*ex_pn/((1+nu_pn)*(1-2*nu_pn))+E_pn*nu_pn*ey_pn/((1+nu_pn)*(1-2*nu_pn))', ... '',''}, ... 'sy_pn',{'','E_pn*nu_pn*ex_pn/((1+nu_pn)*(1-2*nu_pn))+E_pn*(1-nu_pn)*ey_pn/((1+nu_pn)*(1-2*nu_pn))', ... '',''}, ... 'sz_pn',{'','E_pn*nu_pn*ex_pn/((1+nu_pn)*(1-2*nu_pn))+E_pn*nu_pn*ey_pn/((1+nu_pn)*(1-2*nu_pn))', ... '',''}, ... 'sxy_pn',{'','E_pn*exy_pn/(1+nu_pn)','',''}, ... 'ex_pn',{'','ux','',''}, ... 'ey_pn',{'','vy','',''}, ... 'exy_pn',{'','0.5*(uy+vx)','',''}, ... 'K_pn',{'','E_pn/(3*(1-2*nu_pn))','',''}, ... 'G_pn',{'','0.5*E_pn/(1+nu_pn)','',''}, ... 'mises_pn',{'','sqrt(sx_pn^2+sy_pn^2+sz_pn^2-sx_pn*sy_pn-sy_pn*sz_pn-sx_pn*sz_pn+3*sxy_pn^2)', ... '',''}, ... 'Ws_pn',{'','0.5*thickness_pn*(ex_pn*sx_pn+ey_pn*sy_pn+2*exy_pn*sxy_pn)', ... '',''}, ... 'evol_pn',{'','ex_pn+ey_pn','',''}, ... 'tresca_pn',{'','max(max(abs(s1_pn-s2_pn),abs(s2_pn-s3_pn)),abs(s1_pn-s3_pn))', ... '',''},'mur_qa',{'1.256e-006','1.256e-006','1','0.002512'}, ... 'Pz_qa',{'0','0','0','0'}, ... 'Drz_qa',{'0','0','0','0'}, ... 'epsilonr_qa',{'1','1','1','1'}, ... 'sigma_qa',{'0','0','0','0'}, ... 'Jez_qa',{'0','0','0','0'}, ... 'deltaV_qa',{'0','0','0','0'}, ... 'L_qa',{'1','1','1','1'}, ... 'Mx_qa',{'Bx_qa/mu0_qa-Hx_qa','Bx_qa/mu0_qa-Hx_qa','Bx_qa/mu0_qa-Hx_qa', ... 'Bx_qa/mu0_qa-Hx_qa'}, ... 'Brx_qa',{'0','0','0','0'}, ... 'My_qa',{'By_qa/mu0_qa-Hy_qa','By_qa/mu0_qa-Hy_qa','By_qa/mu0_qa-Hy_qa', ... 'By_qa/mu0_qa-Hy_qa'}, ... 'Bry_qa',{'0','0','0.4','0'}, ... 'murxx_qa',{'1.256e-006','1.256e-006','1','0.002512'}, ... 'muryx_qa',{'0','0','0','0'}, ... 'murxy_qa',{'0','0','0','0'}, ... 'muryy_qa',{'1.256e-006','1.256e-006','1','0.002512'}, ... 'vx_qa',{'0','0','0','0'}, ... 'vy_qa',{'0','0','0','0'}, ... 'E_ps',{'','2900','',''}, ... 'rho_ps',{'','1000','',''}, ... 'alphadM_ps',{'','1','',''}, ... 'betadK_ps',{'','0.001','',''}, ... 'eta_ps',{'','0','',''}, ... 'mixedform_ps',{'','0','',''}, ... 'mu_ps',{'','800000','',''}, ... 'C10_ps',{'','200000','',''}, ... 'C01_ps',{'','200000','',''}, ... 'kappa_ps',{'','10000000000','',''}, ... 'ETkin_ps',{'','20000000000','',''}, ... 'ETiso_ps',{'','20000000000','',''}, ... 'Sys_ps',{'','200000000','',''}, ... 'Syfunc_ps',{'','mises_ps','',''}, ... 'Syfunc_kin_ps',{'','misesKin_ps','',''}, ... 'Shard_ps',{'','22222222222.22222*epe_ps','',''}, ... 'sxyi_ps',{'','0','',''}, ... 'exyi_ps',{'','0','',''}, ... 'sxi_ps',{'','0','',''}, ... 'exi_ps',{'','0','',''}, ... 'syi_ps',{'','0','',''}, ... 'eyi_ps',{'','0','',''}, ... 'szi_ps',{'','0','',''}, ... 'ezi_ps',{'','0','',''}, ... 'alpha_ps',{'','1.2e-005','',''}, ... 'nu_ps',{'','0.45','',''}, ... 'Gxy_ps',{'','75200000000','',''}, ... 'nuxy_ps',{'','0.33','',''}, ... 'alphax_ps',{'','1.2e-005','',''}, ... 'Ex_ps',{'','200000000000','',''}, ... 'nuyz_ps',{'','0.33','',''}, ... 'alphay_ps',{'','1.2e-005','',''}, ... 'Ey_ps',{'','200000000000','',''}, ... 'nuxz_ps',{'','0.33','',''}, ... 'alphaz_ps',{'','1.2e-005','',''}, ... 'Ez_ps',{'','200000000000','',''}, ... 'thickness_ps',{'','0.03','',''}, ... 'Fx_ps',{'','0','',''}, ... 'FxAmp_ps',{'','1','',''}, ... 'FxPh_ps',{'','0','',''}, ... 'Fy_ps',{'','0','',''}, ... 'FyAmp_ps',{'','1','',''}, ... 'FyPh_ps',{'','0','',''}, ... 'Temp_ps',{'','0','',''}, ... 'Tempref_ps',{'','0','',''}, ... 'velx_ps',{'','0','',''}, ... 'accx_ps',{'','0','',''}, ... 'vely_ps',{'','0','',''}, ... 'accy_ps',{'','0','',''}, ... 'Rx_ps',{'','0','',''}, ... 'Ry_ps',{'','0','',''}, ... 'dx_ps',{'','1','',''}, ... 'Lx_ps',{'','dx_ps','',''}, ... 'dy_ps',{'','1','',''}, ... 'Ly_ps',{'','dy_ps','',''}, ... 'R0_ps',{'','1','',''}, ... 'x0_ps',{'','0','',''}, ... 'y0_ps',{'','0','',''}, ... 'dr_ps',{'','1','',''}, ... 'Lr_ps',{'','dr_ps','',''}, ... 'E_pn',{'','2900','',''}, ... 'rho_pn',{'','1000','',''}, ... 'alphadM_pn',{'','1','',''}, ... 'betadK_pn',{'','0.001','',''}, ... 'eta_pn',{'','0','',''}, ... 'mixedform_pn',{'','0','',''}, ... 'mu_pn',{'','800000','',''}, ... 'C10_pn',{'','200000','',''}, ... 'C01_pn',{'','200000','',''}, ... 'kappa_pn',{'','10000000000','',''}, ... 'ETkin_pn',{'','20000000000','',''}, ... 'ETiso_pn',{'','20000000000','',''}, ... 'Sys_pn',{'','200000000','',''}, ... 'Syfunc_pn',{'','mises_pn','',''}, ... 'Syfunc_kin_pn',{'','misesKin_pn','',''}, ... 'Shard_pn',{'','22222222222.22222*epe_pn','',''}, ... 'sxyi_pn',{'','0','',''}, ... 'exyi_pn',{'','0','',''}, ... 'sxi_pn',{'','0','',''}, ... 'exi_pn',{'','0','',''}, ... 'syi_pn',{'','0','',''}, ... 'eyi_pn',{'','0','',''}, ... 'szi_pn',{'','0','',''}, ... 'ezi_pn',{'','0','',''}, ... 'alpha_pn',{'','1.2e-005','',''}, ... 'nu_pn',{'','0.45','',''}, ... 'Gxy_pn',{'','75200000000','',''}, ... 'nuxy_pn',{'','0.33','',''}, ... 'alphax_pn',{'','1.2e-005','',''}, ... 'Ex_pn',{'','200000000000','',''}, ... 'nuyz_pn',{'','0.33','',''}, ... 'alphay_pn',{'','1.2e-005','',''}, ... 'Ey_pn',{'','200000000000','',''}, ... 'nuxz_pn',{'','0.33','',''}, ... 'alphaz_pn',{'','1.2e-005','',''}, ... 'Ez_pn',{'','200000000000','',''}, ... 'thickness_pn',{'','0.03','',''}, ... 'Fx_pn',{'','0','',''}, ... 'FxAmp_pn',{'','1','',''}, ... 'FxPh_pn',{'','0','',''}, ... 'Fy_pn',{'','0','',''}, ... 'FyAmp_pn',{'','1','',''}, ... 'FyPh_pn',{'','0','',''}, ... 'Temp_pn',{'','0','',''}, ... 'Tempref_pn',{'','0','',''}, ... 'velx_pn',{'','0','',''}, ... 'accx_pn',{'','0','',''}, ... 'vely_pn',{'','0','',''}, ... 'accy_pn',{'','0','',''}, ... 'Rx_pn',{'','0','',''}, ... 'Ry_pn',{'','0','',''}, ... 'dx_pn',{'','1','',''}, ... 'Lx_pn',{'','dx_pn','',''}, ... 'dy_pn',{'','1','',''}, ... 'Ly_pn',{'','dy_pn','',''}, ... 'R0_pn',{'','1','',''}, ... 'x0_pn',{'','0','',''}, ... 'y0_pn',{'','0','',''}, ... 'dr_pn',{'','1','',''}, ... 'Lr_pn',{'','dr_pn','',''}}; equ.expr = {}; equ.bnd.weak = {{'0';'0';'0';'0';'0'}}; equ.bnd.gporder = {{1;1;1;1;1}}; equ.bnd.ind = [1,1,1,1,1]; equ.bnd.expr = {}; equ.lock = [0,0,0,0,0]; equ.mlock = {[0,0,0,0,0]}; xfem.equ = equ; clear bnd bnd.weak = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; bnd.dweak = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; bnd.constr = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; bnd.q = {{'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'; ... '0','0','0','0','0';'0','0','0','0','0'},{'0','0','0','0','0';'0','0','0', ... '0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'},{'0', ... '0','0','0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0', ... '0';'0','0','0','0','0'},{'0','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.h = {{'1','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'; ... '0','0','0','0','0';'0','0','0','0','0'},{'0','0','0','0','0';'0','0','0', ... '0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'},{'0', ... '0','0','0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0', ... '0';'0','0','0','0','0'},{'0','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.g = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; bnd.r = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; bnd.shape = {[1],[1;2;3;2;3],[1;2;3;2;3],[1]}; bnd.sshape = {[1],[1],[1],[1]}; bnd.sshapedim = {{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1}}; bnd.gporder = {{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1}}; bnd.cporder = {{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1}}; bnd.init = {{'';'';'';'';''},{'';'';'';'';''},{'';'';'';'';''},{'';'';''; ... '';''}}; bnd.dinit = {{'';'';'';'';''},{'';'';'';'';''},{'';'';'';'';''},{'';'';''; ... '';''}}; bnd.ind = [1,1,1,2,3,4,2,4,3,4,1,2,3,2,3,2,3,2,3]; bnd.dim = {'Az','u','v','u','v'}; bnd.var = {'dVolbnd_qa',{'1','1','1','1'}, ... 'Jsz_qa',{'unx*(Hy_qa_down-Hy_qa_up)-uny*(Hx_qa_down-Hx_qa_up)','unx*(Hy_qa_down-Hy_qa_up)-uny*(Hx_qa_down-Hx_qa_up)', ... 'unx*(Hy_qa_down-Hy_qa_up)-uny*(Hx_qa_down-Hx_qa_up)','unx*(Hy_qa_down-Hy_qa_up)-uny*(Hx_qa_down-Hx_qa_up)'}, ... 'unTx_qa',{'-0.5*(Bx_qa_up*Hx_qa_up+By_qa_up*Hy_qa_up)*dnx+(dnx*Hx_qa_up+dny*Hy_qa_up)*Bx_qa_up', ... '-0.5*(Bx_qa_up*Hx_qa_up+By_qa_up*Hy_qa_up)*dnx+(dnx*Hx_qa_up+dny*Hy_qa_up)*Bx_qa_up', ... '-0.5*(Bx_qa_up*Hx_qa_up+By_qa_up*Hy_qa_up)*dnx+(dnx*Hx_qa_up+dny*Hy_qa_up)*Bx_qa_up', ... '-0.5*(Bx_qa_up*Hx_qa_up+By_qa_up*Hy_qa_up)*dnx+(dnx*Hx_qa_up+dny*Hy_qa_up)*Bx_qa_up'}, ... 'dnTx_qa',{'-0.5*(Bx_qa_down*Hx_qa_down+By_qa_down*Hy_qa_down)*unx+(unx*Hx_qa_down+uny*Hy_qa_down)*Bx_qa_down', ... '-0.5*(Bx_qa_down*Hx_qa_down+By_qa_down*Hy_qa_down)*unx+(unx*Hx_qa_down+uny*Hy_qa_down)*Bx_qa_down', ... '-0.5*(Bx_qa_down*Hx_qa_down+By_qa_down*Hy_qa_down)*unx+(unx*Hx_qa_down+uny*Hy_qa_down)*Bx_qa_down', ... '-0.5*(Bx_qa_down*Hx_qa_down+By_qa_down*Hy_qa_down)*unx+(unx*Hx_qa_down+uny*Hy_qa_down)*Bx_qa_down'}, ... 'unTy_qa',{'-0.5*(Bx_qa_up*Hx_qa_up+By_qa_up*Hy_qa_up)*dny+(dnx*Hx_qa_up+dny*Hy_qa_up)*By_qa_up', ... '-0.5*(Bx_qa_up*Hx_qa_up+By_qa_up*Hy_qa_up)*dny+(dnx*Hx_qa_up+dny*Hy_qa_up)*By_qa_up', ... '-0.5*(Bx_qa_up*Hx_qa_up+By_qa_up*Hy_qa_up)*dny+(dnx*Hx_qa_up+dny*Hy_qa_up)*By_qa_up', ... '-0.5*(Bx_qa_up*Hx_qa_up+By_qa_up*Hy_qa_up)*dny+(dnx*Hx_qa_up+dny*Hy_qa_up)*By_qa_up'}, ... 'dnTy_qa',{'-0.5*(Bx_qa_down*Hx_qa_down+By_qa_down*Hy_qa_down)*uny+(unx*Hx_qa_down+uny*Hy_qa_down)*By_qa_down', ... '-0.5*(Bx_qa_down*Hx_qa_down+By_qa_down*Hy_qa_down)*uny+(unx*Hx_qa_down+uny*Hy_qa_down)*By_qa_down', ... '-0.5*(Bx_qa_down*Hx_qa_down+By_qa_down*Hy_qa_down)*uny+(unx*Hx_qa_down+uny*Hy_qa_down)*By_qa_down', ... '-0.5*(Bx_qa_down*Hx_qa_down+By_qa_down*Hy_qa_down)*uny+(unx*Hx_qa_down+uny*Hy_qa_down)*By_qa_down'}, ... 'Fxg_ps',{'','0','0',''}, ... 'Fyg_ps',{'','0','0',''}, ... 'disp_ps',{'','sqrt(real(u)^2+real(v)^2)','sqrt(real(u)^2+real(v)^2)', ... ''}, ... 'Tax_ps',{'','sx_ps*nx_ps+sxy_ps*ny_ps','sx_ps*nx_ps+sxy_ps*ny_ps', ... ''}, ... 'Tay_ps',{'','sxy_ps*nx_ps+sy_ps*ny_ps','sxy_ps*nx_ps+sy_ps*ny_ps', ... ''}, ... 'Fxg_pn',{'','0','0',''}, ... 'Fyg_pn',{'','0','0',''}, ... 'disp_pn',{'','sqrt(real(u)^2+real(v)^2)','sqrt(real(u)^2+real(v)^2)', ... ''}, ... 'Tax_pn',{'','sx_pn*nx_pn+sxy_pn*ny_pn','sx_pn*nx_pn+sxy_pn*ny_pn', ... ''}, ... 'Tay_pn',{'','sxy_pn*nx_pn+sy_pn*ny_pn','sxy_pn*nx_pn+sy_pn*ny_pn', ... ''},'Js0z_qa',{'0','0','0','0'}, ... 'A0z_qa',{'0','0','0','0'}, ... 'nx_qa',{'nx','nx','nx','nx'}, ... 'ny_qa',{'ny','ny','ny','ny'}, ... 'H0x_qa',{'0','0','0','0'}, ... 'H0y_qa',{'0','0','0','0'}, ... 'Fx_ps',{'','0','0',''}, ... 'FxAmp_ps',{'','1','1',''}, ... 'FxPh_ps',{'','0','0',''}, ... 'Fy_ps',{'','0','0',''}, ... 'FyAmp_ps',{'','1','1',''}, ... 'FyPh_ps',{'','0','0',''}, ... 'velx_ps',{'','0','0',''}, ... 'accx_ps',{'','0','0',''}, ... 'vely_ps',{'','0','0',''}, ... 'accy_ps',{'','0','0',''}, ... 'Rx_ps',{'','0','0',''}, ... 'Ry_ps',{'','0','0',''}, ... 'nx_ps',{'','dnx','unx',''}, ... 'ny_ps',{'','dny','uny',''}, ... 'Fx_pn',{'','0','0',''}, ... 'FxAmp_pn',{'','1','1',''}, ... 'FxPh_pn',{'','0','0',''}, ... 'Fy_pn',{'','0','0',''}, ... 'FyAmp_pn',{'','1','1',''}, ... 'FyPh_pn',{'','0','0',''}, ... 'velx_pn',{'','0','0',''}, ... 'accx_pn',{'','0','0',''}, ... 'vely_pn',{'','0','0',''}, ... 'accy_pn',{'','0','0',''}, ... 'Rx_pn',{'','0','0',''}, ... 'Ry_pn',{'','0','0',''}, ... 'nx_pn',{'','dnx','unx',''}, ... 'ny_pn',{'','dny','uny',''}}; bnd.expr = {}; bnd.lock = [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]; bnd.mlock = {[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]}; xfem.bnd = bnd; clear pnt pnt.weak = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'}}; pnt.dweak = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'}}; pnt.constr = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'}}; pnt.shape = {[1],[1;2;3;2;3]}; pnt.sshape = {[1],[1]}; pnt.sshapedim = {{1;1;1;1;1},{1;1;1;1;1}}; pnt.init = {{'';'';'';'';''},{'';'';'';'';''}}; pnt.dinit = {{'';'';'';'';''},{'';'';'';'';''}}; pnt.ind = [1,1,2,2,1,2,2,2,2,2,2,2,2,2,2,1,1,1]; pnt.dim = {'Az','u','v','u','v'}; pnt.var = {'Fxg_ps',{'','0'}, ... 'Fyg_ps',{'','0'}, ... 'disp_ps',{'','sqrt(real(u)^2+real(v)^2)'}, ... 'Fxg_pn',{'','0'}, ... 'Fyg_pn',{'','0'}, ... 'disp_pn',{'','sqrt(real(u)^2+real(v)^2)'},'I0_qa',{'0','0'}, ... 'Fx_ps',{'','0'}, ... 'FxAmp_ps',{'','1'}, ... 'FxPh_ps',{'','0'}, ... 'Fy_ps',{'','0'}, ... 'FyAmp_ps',{'','1'}, ... 'FyPh_ps',{'','0'}, ... 'Rx_ps',{'','0'}, ... 'Ry_ps',{'','0'}, ... 'Fx_pn',{'','0'}, ... 'FxAmp_pn',{'','1'}, ... 'FxPh_pn',{'','0'}, ... 'Fy_pn',{'','0'}, ... 'FyAmp_pn',{'','1'}, ... 'FyPh_pn',{'','0'}, ... 'Rx_pn',{'','0'}, ... 'Ry_pn',{'','0'}}; pnt.expr = {}; pnt.lock = [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]}; xfem.pnt = pnt; xfem.var = {'epsilon0_qa','8.854187817000001e-012','mu0_qa','4e-007*pi'}; xfem.expr = {}; clear elemmph clear elem elem.elem = 'elpric'; elem.g = {'1'}; clear equ equ.tensor = {{'real(sx_ps)','real(sxy_ps)','real(sy_ps)','0','0','0'}}; equ.ind = {{'2'}}; elem.geomdim = {{{},{},equ}}; elem.basename = 's'; elem.postname = 'ps'; elem.sdim = {'x','y','z'}; elemmph{1} = elem; clear elem elem.elem = 'elpric'; elem.g = {'1'}; clear equ equ.tensor = {{'real(ex_ps)','real(exy_ps)','real(ey_ps)','0','0','real(ez_ps)'}}; equ.ind = {{'2'}}; elem.geomdim = {{{},{},equ}}; elem.basename = 'e'; elem.postname = 'ps'; elem.sdim = {'x','y','z'}; elemmph{2} = elem; clear elem elem.elem = 'elpric'; elem.g = {'1'}; clear equ equ.tensor = {{'real(sx_pn)','real(sxy_pn)','real(sy_pn)','0','0','real(sz_pn)'}}; equ.ind = {{'2'}}; elem.geomdim = {{{},{},equ}}; elem.basename = 's'; elem.postname = 'pn'; elem.sdim = {'x','y','z'}; elemmph{3} = elem; clear elem elem.elem = 'elpric'; elem.g = {'1'}; clear equ equ.tensor = {{'real(ex_pn)','real(exy_pn)','real(ey_pn)','0','0','0'}}; equ.ind = {{'2'}}; elem.geomdim = {{{},{},equ}}; elem.basename = 'e'; elem.postname = 'pn'; elem.sdim = {'x','y','z'}; elemmph{4} = elem; xfem.elemmph = elemmph; clear draw draw.p.objs = {}; draw.p.name = {}; draw.c.objs = {}; draw.c.name = {}; draw.s.objs = {flbinary('g3','draw','BreastCancerTrail.mph'),flbinary('g6','draw','BreastCancerTrail.mph'),flbinary('g1','draw','BreastCancerTrail.mph'),flbinary('g2','draw','BreastCancerTrail.mph'),flbinary('g7','draw','BreastCancerTrail.mph')}; draw.s.name = {'Tumor','CO1','R1','Magnet','CO2'}; xfem.draw = draw; xfem.const = {}; xfem.globalexpr = {}; clear fcns xfem.functions = {}; xfem.sol = flbinary('xfem','solution','BreastCancerTrail.mph'); xfem.xmcases = [0]; xfem.mcases = [0]; flbinary clear; xfem.rulingmode = 'qa'; xfem.solform = 'weak'; uq~ t�Fgui.solvemodel.toutcomp='off'; gui.solvemodel.currsolver='stationary'; gui.solvemodel.solveroption=''; gui.solvemodel.postsolver='stationary'; gui.solvemodel.nonlin='auto'; gui.solvemodel.ntol='1.0E-6'; gui.solvemodel.maxiter='25'; gui.solvemodel.manualdamp='off'; gui.solvemodel.hnlin='off'; gui.solvemodel.initstep='1.0'; gui.solvemodel.minstep='1.0E-4'; gui.solvemodel.rstep='10.0'; gui.solvemodel.useaugsolver='off'; gui.solvemodel.autoaugcomp='on'; gui.solvemodel.augcomp=''; gui.solvemodel.augtol='1.0E-6'; gui.solvemodel.augmaxiter='25'; gui.solvemodel.augsolver='lumped'; gui.solvemodel.atol='0.0010'; gui.solvemodel.rtol='0.01'; gui.solvemodel.tlist='0:0.1:1'; gui.solvemodel.tout='tlist'; gui.solvemodel.tsteps='free'; gui.solvemodel.manualreassem='off'; gui.solvemodel.emassconst='on'; gui.solvemodel.massconst='on'; gui.solvemodel.loadconst='on'; gui.solvemodel.constrconst='on'; gui.solvemodel.jacobianconst='on'; gui.solvemodel.constrjacobianconst='on'; gui.solvemodel.manualstep='off'; gui.solvemodel.initialstep='0.0010'; gui.solvemodel.maxorder='5'; gui.solvemodel.maxstep='1.0'; gui.solvemodel.timeusestopcond='off'; gui.solvemodel.paramusestopcond='off'; gui.solvemodel.masssingular='maybe'; gui.solvemodel.consistent='bweuler'; gui.solvemodel.estrat='0'; gui.solvemodel.complex='off'; gui.solvemodel.neigs='6'; gui.solvemodel.shift='0'; gui.solvemodel.maxeigit='300'; gui.solvemodel.etol='0.0'; gui.solvemodel.krylovdim='0'; gui.solvemodel.eigname='lambda'; gui.solvemodel.eigref='0'; gui.solvemodel.pname=''; gui.solvemodel.plist=''; gui.solvemodel.porder='1'; gui.solvemodel.manualparam='off'; gui.solvemodel.pinitstep='0.0'; gui.solvemodel.pminstep='0.0'; gui.solvemodel.pmaxstep='0.0'; gui.solvemodel.autooldcomp='on'; gui.solvemodel.oldcomp=''; gui.solvemodel.outform='auto'; gui.solvemodel.symmetric='auto'; gui.solvemodel.symmhermit='auto'; gui.solvemodel.method='eliminate'; gui.solvemodel.nullfun='auto'; gui.solvemodel.blocksize='5000'; gui.solvemodel.uscale='auto'; gui.solvemodel.manscale=''; gui.solvemodel.rowscale='on'; gui.solvemodel.conjugate='off'; gui.solvemodel.complexfun='off'; gui.solvemodel.matherr='on'; gui.solvemodel.solfile='off'; gui.solvemodel.adaptgeom='currgeom'; gui.solvemodel.maxt='10000000'; gui.solvemodel.rmethod='longest'; gui.solvemodel.resmethod='weak'; gui.solvemodel.resorder='0'; gui.solvemodel.l2scale='1'; gui.solvemodel.l2staborder='2'; gui.solvemodel.eigselect='1'; gui.solvemodel.tpfun='fltpft'; gui.solvemodel.ngen='2'; gui.solvemodel.tpmult='1.7'; gui.solvemodel.tpworst='0.5'; gui.solvemodel.tpfract='0.5'; gui.solvemodel.autosolver='on'; gui.solvemodel.solcomp='u,Az,v'; gui.solvemodel.outcomp='u,Az,v'; 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.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='1026650'; gui.registry.saved_version='COMSOL 3.3.0.405'; gui.registry.info_modelname=''; gui.registry.info_author=''; gui.registry.info_company=''; gui.registry.info_department=''; gui.registry.info_reference=''; gui.registry.info_url=''; gui.registry.info_saveddate='1252366407054'; gui.registry.info_creationdate='1252365750435'; gui.registry.info_modelresult=''; gui.reportregistry.report_contents=''; gui.reportregistry.report_outputformat='html'; gui.reportregistry.report_filename=''; gui.reportregistry.report_autoopen='off'; gui.reportregistry.report_paperformat='a4'; gui.reportregistry.report_includedefaults='off'; gui.reportregistry.report_template='full'; gui.reportregistry.report_showemptysections='off'; gui.flmodel{1}.modelname='Geom1'; gui.flmodel{1}.currmode='draw'; gui.flmodel{1}.currappl='0'; gui.flmodel{1}.axis.xmin='-1.7388233073447266'; gui.flmodel{1}.axis.xmax='0.5775162584169968'; gui.flmodel{1}.axis.ymin='-0.6281792914507034'; gui.flmodel{1}.axis.ymax='1.2566620133400541'; gui.flmodel{1}.axis.zmin='-1.0'; gui.flmodel{1}.axis.zmax='1.0'; gui.flmodel{1}.axis.xspacing='0.2'; gui.flmodel{1}.axis.yspacing='0.2'; gui.flmodel{1}.axis.zspacing='0.2'; gui.flmodel{1}.axis.extrax=''; gui.flmodel{1}.axis.extray=''; gui.flmodel{1}.axis.extraz=''; gui.flmodel{1}.camera.xmin='-1.7308176100628936'; gui.flmodel{1}.camera.xmax='1.7308176100628936'; gui.flmodel{1}.camera.ymin='-1.519316355021576'; gui.flmodel{1}.camera.ymax='1.519316355021576'; gui.flmodel{1}.camera.camposx='-0.19245283018867876'; gui.flmodel{1}.camera.camposy='-0.11069182389937082'; gui.flmodel{1}.camera.camposz='17.308176100628934'; gui.flmodel{1}.camera.camtargetx='-0.19245283018867876'; gui.flmodel{1}.camera.camtargety='-0.11069182389937082'; 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='-0.19245283'; gui.flmodel{1}.lightmodel.headlight.ypos='-0.11069182'; gui.flmodel{1}.lightmodel.headlight.zpos='17.308176'; gui.flmodel{1}.lightmodel.scenelight{1}.type='directional'; gui.flmodel{1}.lightmodel.scenelight{1}.name='light 1'; gui.flmodel{1}.lightmodel.scenelight{1}.enable='on'; gui.flmodel{1}.lightmodel.scenelight{1}.colorr='255'; gui.flmodel{1}.lightmodel.scenelight{1}.colorg='255'; gui.flmodel{1}.lightmodel.scenelight{1}.colorb='255'; gui.flmodel{1}.lightmodel.scenelight{1}.xdir='1.0'; gui.flmodel{1}.lightmodel.scenelight{1}.ydir='-1.0'; gui.flmodel{1}.lightmodel.scenelight{1}.zdir='1.0'; gui.flmodel{1}.lightmodel.scenelight{2}.type='directional'; gui.flmodel{1}.lightmodel.scenelight{2}.name='light 2'; gui.flmodel{1}.lightmodel.scenelight{2}.enable='on'; gui.flmodel{1}.lightmodel.scenelight{2}.colorr='255'; gui.flmodel{1}.lightmodel.scenelight{2}.colorg='255'; gui.flmodel{1}.lightmodel.scenelight{2}.colorb='255'; gui.flmodel{1}.lightmodel.scenelight{2}.xdir='-1.0'; gui.flmodel{1}.lightmodel.scenelight{2}.ydir='1.0'; gui.flmodel{1}.lightmodel.scenelight{2}.zdir='-1.0'; gui.flmodel{1}.lightmodel.scenelight{3}.type='directional'; gui.flmodel{1}.lightmodel.scenelight{3}.name='light 3'; gui.flmodel{1}.lightmodel.scenelight{3}.enable='on'; gui.flmodel{1}.lightmodel.scenelight{3}.colorr='255'; gui.flmodel{1}.lightmodel.scenelight{3}.colorg='255'; gui.flmodel{1}.lightmodel.scenelight{3}.colorb='255'; gui.flmodel{1}.lightmodel.scenelight{3}.xdir='-1.0'; gui.flmodel{1}.lightmodel.scenelight{3}.ydir='-1.0'; gui.flmodel{1}.lightmodel.scenelight{3}.zdir='1.0'; gui.flmodel{1}.lightmodel.scenelight{4}.type='directional'; gui.flmodel{1}.lightmodel.scenelight{4}.name='light 4'; gui.flmodel{1}.lightmodel.scenelight{4}.enable='on'; gui.flmodel{1}.lightmodel.scenelight{4}.colorr='255'; gui.flmodel{1}.lightmodel.scenelight{4}.colorg='255'; gui.flmodel{1}.lightmodel.scenelight{4}.colorb='255'; gui.flmodel{1}.lightmodel.scenelight{4}.xdir='1.0'; gui.flmodel{1}.lightmodel.scenelight{4}.ydir='-1.0'; gui.flmodel{1}.lightmodel.scenelight{4}.zdir='-1.0'; gui.flmodel{1}.registry.axis_visible='on'; gui.flmodel{1}.registry.axis_auto='on'; gui.flmodel{1}.registry.axis_autoy='on'; gui.flmodel{1}.registry.axis_autoz='on'; gui.flmodel{1}.registry.axis_box='off'; gui.flmodel{1}.registry.axis_equal='on'; gui.flmodel{1}.registry.axis_csys='on'; gui.flmodel{1}.registry.grid_visible='on'; gui.flmodel{1}.registry.grid_auto='on'; gui.flmodel{1}.registry.grid_autoz='on'; gui.flmodel{1}.registry.grid_labels='on'; gui.flmodel{1}.registry.labels_object='on'; gui.flmodel{1}.registry.labels_vertex='off'; gui.flmodel{1}.registry.labels_edge='off'; gui.flmodel{1}.registry.labels_face='off'; gui.flmodel{1}.registry.labels_subdomain='off'; gui.flmodel{1}.registry.symbols_vertexscale='1.0'; gui.flmodel{1}.registry.symbols_edgescale='1.0'; gui.flmodel{1}.registry.symbols_facescale='1.0'; gui.flmodel{1}.registry.select_draw2d='size'; gui.flmodel{1}.registry.select_adj='cycle'; gui.flmodel{1}.registry.light_headlight='off'; gui.flmodel{1}.registry.light_scenelight='off'; gui.flmodel{1}.registry.light_shininess='0.5'; gui.flmodel{1}.registry.camera_mouse='orbit'; gui.flmodel{1}.registry.camera_camconstr='none'; gui.flmodel{1}.registry.camera_mouseconstr='none'; gui.flmodel{1}.registry.camera_perspective='off'; gui.flmodel{1}.registry.camera_moveasbox='off'; gui.flmodel{1}.registry.draw_assembly='off'; gui.flmodel{1}.registry.draw_dialog='off'; gui.flmodel{1}.registry.draw_keepborders='on'; gui.flmodel{1}.registry.draw_keepedges='off'; gui.flmodel{1}.registry.draw_multi='off'; gui.flmodel{1}.registry.draw_snap2grid='on'; gui.flmodel{1}.registry.draw_snap2vtx='on'; gui.flmodel{1}.registry.draw_solid='on'; gui.flmodel{1}.registry.draw_workplane_coordsys='on'; gui.flmodel{1}.registry.draw_workplane_showgeom='on'; gui.flmodel{1}.registry.draw_repair='off'; gui.flmodel{1}.registry.draw_repairtol=''; gui.flmodel{1}.registry.draw_projection='intersection'; gui.flmodel{1}.registry.transparency_value='1.0'; gui.flmodel{1}.registry.mesh_geomdetail='normal'; gui.flmodel{1}.registry.mesh_showquality='off'; gui.flmodel{1}.registry.post_cameraview='2'; gui.flmodel{1}.registry.graphics_scale='10.0'; gui.flmodel{1}.registry.render_mesh='off'; gui.flmodel{1}.registry.render_bndarrow='on'; gui.flmodel{1}.registry.render_vertex='off'; gui.flmodel{1}.registry.render_edge='on'; gui.flmodel{1}.registry.render_face='off'; gui.flmodel{1}.registry.highlight_vertex='off'; gui.flmodel{1}.registry.highlight_edge='on'; gui.flmodel{1}.registry.highlight_face='on'; gui.flmodel{1}.meshparam.hauto='5'; gui.flmodel{1}.meshparam.usehauto='on'; gui.flmodel{1}.meshparam.hmax=''; gui.flmodel{1}.meshparam.hmaxfact='1'; gui.flmodel{1}.meshparam.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={'','','','',''}; gui.flmodel{1}.postmodel.postplot.triplot='on'; gui.flmodel{1}.postmodel.postplot.tridata={'normB_qa'}; gui.flmodel{1}.postmodel.postplot.trirangeauto='on'; gui.flmodel{1}.postmodel.postplot.trirangemin='8.345231374066863E-13'; gui.flmodel{1}.postmodel.postplot.trirangemax='8.509699396928222E-7'; gui.flmodel{1}.postmodel.postplot.tricont='on'; gui.flmodel{1}.postmodel.postplot.triunit='T'; gui.flmodel{1}.postmodel.postplot.triheightdata={'normB_qa'}; gui.flmodel{1}.postmodel.postplot.triheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.triheightunit='T'; gui.flmodel{1}.postmodel.postplot.trimap='jet'; gui.flmodel{1}.postmodel.postplot.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={'normB_qa'}; gui.flmodel{1}.postmodel.postplot.contcont='on'; gui.flmodel{1}.postmodel.postplot.contunit='T'; gui.flmodel{1}.postmodel.postplot.contheightdata={'normB_qa'}; gui.flmodel{1}.postmodel.postplot.contheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.contheightunit='T'; gui.flmodel{1}.postmodel.postplot.contcolordata={'normB_qa'}; gui.flmodel{1}.postmodel.postplot.contcolorrangeauto='on'; gui.flmodel{1}.postmodel.postplot.contcolorrangemin=''; gui.flmodel{1}.postmodel.postplot.contcolorrangemax=''; gui.flmodel{1}.postmodel.postplot.contcolordatacheck='off'; gui.flmodel{1}.postmodel.postplot.contcolorunit='T'; gui.flmodel{1}.postmodel.postplot.contmap='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={'Az'}; 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='Wb/m'; gui.flmodel{1}.postmodel.postplot.linheightdata={'Az'}; gui.flmodel{1}.postmodel.postplot.linheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.linheightunit='Wb/m'; gui.flmodel{1}.postmodel.postplot.linmap='jet'; gui.flmodel{1}.postmodel.postplot.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_qa','Hy_qa'}; gui.flmodel{1}.postmodel.postplot.arrowunit='A/m'; gui.flmodel{1}.postmodel.postplot.arrowbnddata={'u','v'}; gui.flmodel{1}.postmodel.postplot.arrowbndunit='m'; gui.flmodel{1}.postmodel.postplot.arrowheightdata={'normB_qa'}; gui.flmodel{1}.postmodel.postplot.arrowheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.arrowheightunit='T'; gui.flmodel{1}.postmodel.postplot.arrowxspacing='15'; gui.flmodel{1}.postmodel.postplot.arrowxvectorspacing=''; gui.flmodel{1}.postmodel.postplot.arrowxisvector='off'; gui.flmodel{1}.postmodel.postplot.arrowyspacing='15'; gui.flmodel{1}.postmodel.postplot.arrowyvectorspacing=''; gui.flmodel{1}.postmodel.postplot.arrowyisvector='off'; gui.flmodel{1}.postmodel.postplot.arrowtype='arrow'; gui.flmodel{1}.postmodel.postplot.arrowlength='proportional'; gui.flmodel{1}.postmodel.postplot.arrowcolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.arrowautoscale='on'; gui.flmodel{1}.postmodel.postplot.arrowscale='1'; gui.flmodel{1}.postmodel.postplot.flowplot='off'; gui.flmodel{1}.postmodel.postplot.flowdata={'Hx_qa','Hy_qa'}; 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={'normB_qa'}; gui.flmodel{1}.postmodel.postplot.flowcolorunit='T'; 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={'normB_qa'}; gui.flmodel{1}.postmodel.postplot.flowheightdatacheck='off'; gui.flmodel{1}.postmodel.postplot.flowheightunit='T'; gui.flmodel{1}.postmodel.postplot.flowlines='20'; gui.flmodel{1}.postmodel.postplot.flowstart='sub'; gui.flmodel{1}.postmodel.postplot.flowstartx=''; gui.flmodel{1}.postmodel.postplot.flowstarty=''; gui.flmodel{1}.postmodel.postplot.flowisstartvector='off'; gui.flmodel{1}.postmodel.postplot.flowtol='0.001'; gui.flmodel{1}.postmodel.postplot.flowstattol='0.01'; gui.flmodel{1}.postmodel.postplot.flowlooptol='0.01'; gui.flmodel{1}.postmodel.postplot.flowmaxtime='Inf'; gui.flmodel{1}.postmodel.postplot.flowmaxsteps='5000'; gui.flmodel{1}.postmodel.postplot.flowback='on'; gui.flmodel{1}.postmodel.postplot.flownormal='off'; gui.flmodel{1}.postmodel.postplot.flowdistuniform='0.05'; gui.flmodel{1}.postmodel.postplot.flowlinesvel='20'; gui.flmodel{1}.postmodel.postplot.flowseedmanual='off'; gui.flmodel{1}.postmodel.postplot.flowseed1=''; gui.flmodel{1}.postmodel.postplot.flowseed2=''; gui.flmodel{1}.postmodel.postplot.flowinitref='1'; gui.flmodel{1}.postmodel.postplot.flowignoredist='0.5'; gui.flmodel{1}.postmodel.postplot.flowsat='1.3'; gui.flmodel{1}.postmodel.postplot.flowdistend='0.5'; gui.flmodel{1}.postmodel.postplot.flowdens='none'; gui.flmodel{1}.postmodel.postplot.partplot='off'; gui.flmodel{1}.postmodel.postplot.partmasstype='mass'; gui.flmodel{1}.postmodel.postplot.partplotas='lines'; gui.flmodel{1}.postmodel.postplot.predefforces='emforce_qa'; 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*partw*By_qa','partq*partw*Bx_qa','partq*(partu*By_qa-partv*Bx_qa)'}; gui.flmodel{1}.postmodel.postplot.part_massless_flowdata={'Hx_qa','Hy_qa'}; gui.flmodel{1}.postmodel.postplot.part_massless_flowunit='A/m'; gui.flmodel{1}.postmodel.postplot.parttstartauto='on'; gui.flmodel{1}.postmodel.postplot.parttstart=''; gui.flmodel{1}.postmodel.postplot.partvelstart={'0','0','0'}; gui.flmodel{1}.postmodel.postplot.partstartptssel='partstart_explicit'; gui.flmodel{1}.postmodel.postplot.partstartdl=''; gui.flmodel{1}.postmodel.postplot.partstartedim1levels='10'; gui.flmodel{1}.postmodel.postplot.partstartedim1vectorlevels=''; gui.flmodel{1}.postmodel.postplot.partstartedim1isvector='off'; gui.flmodel{1}.postmodel.postplot.explicitcoord={'0','0'}; gui.flmodel{1}.postmodel.postplot.partuseexpression='off'; gui.flmodel{1}.postmodel.postplot.partcolor='255,0,0'; gui.flmodel{1}.postmodel.postplot.partcolordata={'normB_qa'}; 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={'normB_qa'}; gui.flmodel{1}.postmodel.postplot.maxminsubdatacheck='on'; gui.flmodel{1}.postmodel.postplot.maxminsubunit='T'; gui.flmodel{1}.postmodel.postplot.maxminbnddata={'Az'}; gui.flmodel{1}.postmodel.postplot.maxminbnddatacheck='off'; gui.flmodel{1}.postmodel.postplot.maxminbndunit='Wb/m'; gui.flmodel{1}.postmodel.postplot.geom='on'; gui.flmodel{1}.postmodel.postplot.roughplot='off'; gui.flmodel{1}.postmodel.postplot.autorefine='on'; gui.flmodel{1}.postmodel.postplot.refine='3'; 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_qa','Hy_qa'}; gui.flmodel{1}.postmodel.postplot.deformsubunit='A/m'; gui.flmodel{1}.postmodel.postplot.deformbnddata={'u','v'}; gui.flmodel{1}.postmodel.postplot.deformbndunit='m'; 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={'Az'}; gui.flmodel{1}.postmodel.intdata{1}.intunit='Wb/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={'Az'}; gui.flmodel{1}.postmodel.intdata{2}.intunit='Wb'; 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={'normB_qa'}; gui.flmodel{1}.postmodel.intdata{3}.intunit='Wb'; 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={'normB_qa'}; 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='T'; 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={'Az'}; gui.flmodel{1}.postmodel.domainplot.lineyaxiscont='on'; gui.flmodel{1}.postmodel.domainplot.lineyaxisunit='Wb/m'; gui.flmodel{1}.postmodel.domainplot.linexaxisxaxistype='arc'; gui.flmodel{1}.postmodel.domainplot.linexaxisuseexpr='off'; gui.flmodel{1}.postmodel.domainplot.linexaxisdata={'Az'}; gui.flmodel{1}.postmodel.domainplot.linexaxisunit='Wb/m'; gui.flmodel{1}.postmodel.domainplot.linelinestyle='solid'; gui.flmodel{1}.postmodel.domainplot.linelinecolor='cyclecolor'; gui.flmodel{1}.postmodel.domainplot.linelinemarker='none'; gui.flmodel{1}.postmodel.domainplot.linelegend='off'; gui.flmodel{1}.postmodel.domainplot.linelinelabels='off'; gui.flmodel{1}.postmodel.domainplot.linecolor='255,0,0'; gui.flmodel{1}.postmodel.domainplot.linesurfacemap='jet'; gui.flmodel{1}.postmodel.domainplot.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={'Az'}; gui.flmodel{1}.postmodel.domainplot.pointyaxisunit='Wb/m'; gui.flmodel{1}.postmodel.domainplot.pointxxaxistype=''; gui.flmodel{1}.postmodel.domainplot.pointxuseexpr='off'; gui.flmodel{1}.postmodel.domainplot.pointxdata={'Az'}; gui.flmodel{1}.postmodel.domainplot.pointxunit='Wb/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={'normB_qa'}; gui.flmodel{1}.postmodel.crossplot.lineyaxisunit='T'; gui.flmodel{1}.postmodel.crossplot.linexaxisxaxistype='arc'; gui.flmodel{1}.postmodel.crossplot.linexaxisuseexpr='off'; gui.flmodel{1}.postmodel.crossplot.linexaxisdata={'normB_qa'}; gui.flmodel{1}.postmodel.crossplot.linexaxisunit='T'; gui.flmodel{1}.postmodel.crossplot.linelinestyle='solid'; gui.flmodel{1}.postmodel.crossplot.linelinecolor='cyclecolor'; gui.flmodel{1}.postmodel.crossplot.linelinemarker='none'; gui.flmodel{1}.postmodel.crossplot.linelegend='off'; gui.flmodel{1}.postmodel.crossplot.linelinelabels='off'; gui.flmodel{1}.postmodel.crossplot.linecolor='255,0,0'; gui.flmodel{1}.postmodel.crossplot.linesurfacemap='jet'; gui.flmodel{1}.postmodel.crossplot.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={'normB_qa'}; gui.flmodel{1}.postmodel.crossplot.pointyaxisunit='T'; gui.flmodel{1}.postmodel.crossplot.pointxxaxistype=''; gui.flmodel{1}.postmodel.crossplot.pointxuseexpr='off'; gui.flmodel{1}.postmodel.crossplot.pointxdata={'normB_qa'}; gui.flmodel{1}.postmodel.crossplot.pointxunit='T'; 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={'Az'}; gui.flmodel{1}.postmodel.dataexport.pntunit='Wb/m'; gui.flmodel{1}.postmodel.dataexport.pntlocation='element'; gui.flmodel{1}.postmodel.dataexport.pntlagorder='2'; gui.flmodel{1}.postmodel.dataexport.bnddata={'Az'}; gui.flmodel{1}.postmodel.dataexport.bndcont='off'; gui.flmodel{1}.postmodel.dataexport.bndunit='Wb/m'; gui.flmodel{1}.postmodel.dataexport.bndlocation='element'; gui.flmodel{1}.postmodel.dataexport.bndlagorder='2'; gui.flmodel{1}.postmodel.dataexport.subdata={'normB_qa'}; gui.flmodel{1}.postmodel.dataexport.subcont='off'; gui.flmodel{1}.postmodel.dataexport.subunit='T'; gui.flmodel{1}.postmodel.dataexport.subxspacing='10'; gui.flmodel{1}.postmodel.dataexport.subxvectorspacing=''; gui.flmodel{1}.postmodel.dataexport.subxisvector='off'; gui.flmodel{1}.postmodel.dataexport.subyspacing='10'; gui.flmodel{1}.postmodel.dataexport.subyvectorspacing=''; gui.flmodel{1}.postmodel.dataexport.subyisvector='off'; gui.flmodel{1}.postmodel.dataexport.sublocation='element'; gui.flmodel{1}.postmodel.dataexport.sublagorder='2'; gui.flmodel{1}.postmodel.dataexport.phase='0'; gui.flmodel{1}.postmodel.dataexport.solnum='0'; 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={'normB_qa'}; gui.flmodel{1}.postmodel.datadisplay.interpunit='T'; 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}.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'; uq~ t��clear fem0 clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem0.version = vrsn; fem0.id = 39; fem0.geomdata = 'geom'; fem0.eqvars = 'on'; fem0.cplbndeq = 'on'; fem0.cplbndsh = 'off'; fem0.drawvalid = 'on'; fem0.geomvalid = 'on'; fem0.solvalid = 'off'; fem0.meshtime = 't'; clear appl appl.mode.class = 'FlPerpendicularCurrents'; appl.mode.type = 'cartesian'; appl.dim = {'Az'}; appl.sdim = {'x','y','z'}; appl.name = 'qa'; appl.shape = {'shlag(2,''Az'')'}; appl.gporder = 4; appl.cporder = 2; appl.sshape = 2; appl.border = 'off'; appl.assignsuffix = '_qa'; clear prop prop.elemdefault='Lag2'; prop.analysis='static'; clear weakconstr weakconstr.value = 'off'; weakconstr.dim = {'lm1'}; prop.weakconstr = weakconstr; prop.frame='ref'; 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]; appl.pnt = pnt; clear bnd bnd.name = {'',''}; bnd.H0 = {{'0';'0'},{'0';'0'}}; bnd.Js0z = {'0','0'}; bnd.A0z = {'0','0'}; bnd.type = {'A0','cont'}; bnd.style = {{{'0'},{'0','0','0'},{'solid'}},{{'0'},{'0','0','255'},{'solid'}}}; bnd.ind = [1,1,1,2,2,2,2,2,2,2,1,2,2,2,2,2,2,2,2]; appl.bnd = bnd; clear equ equ.shape = {[1],[1],[1]}; equ.gporder = {{1},{1},{1}}; equ.cporder = {{1},{1},{1}}; equ.init = {{'0'},{'0'},{'0'}}; equ.usage = {1,1,1}; equ.name = {'','',''}; equ.mur = {'4*3.14*10^(-7)','1','2000*4*3.14*10^(-7)'}; equ.murtensor = {{'1','0';'0','1'},{'1','0';'0','1'},{'1','0';'0','1'}}; equ.mutype = {'iso','iso','iso'}; equ.elconstrel = {'epsr','epsr','epsr'}; equ.Pz = {'0','0','0'}; equ.Drz = {'0','0','0'}; equ.magconstrel = {'mur','Br','mur'}; equ.M = {{'0';'0'},{'0';'0'},{'0';'0'}}; equ.Br = {{'0';'0'},{'0';'0.4'},{'0';'0'}}; equ.epsilonr = {'1','1','1'}; equ.sigma = {'0','0','0'}; equ.Jez = {'0','0','0'}; equ.v = {{'0';'0'},{'0';'0'},{'0';'0'}}; equ.deltaV = {'0','0','0'}; equ.L = {'1','1','1'}; equ.style = {{{'0'},{'0','0','255'}},{{'0'},{'0','255','0'}},{{'0'},{'193', ... '193','193'}}}; equ.ind = [1,1,2,3,3]; appl.equ = equ; appl.var = {'epsilon0','8.854187817e-12', ... 'mu0','4*pi*1e-7'}; fem0.appl{1} = appl; clear appl appl.mode.class = 'FlPlaneStress'; appl.mode.type = 'cartesian'; appl.dim = {'u','v'}; appl.sdim = {'x','y','z'}; appl.name = 'ps'; appl.shape = {'shlag(2,''u'')','shlag(2,''v'')'}; appl.gporder = 4; appl.cporder = 2; appl.sshape = 2; appl.border = 'off'; appl.assignsuffix = '_ps'; appl.assign = {'Ex','Ex_ps','Ey','Ey_ps','Ez','Ez_ps','Fx','Fx_ps','FxAmp', ... 'FxAmp_ps','FxPh','FxPh_ps','Fxg','Fxg_ps','Fy','Fy_ps','FyAmp','FyAmp_ps', ... 'FyPh','FyPh_ps','Fyg','Fyg_ps','Gxy','Gxy_ps','Tax','Tax_ps','Tay', ... 'Tay_ps','alphax','alphax_ps','alphay','alphay_ps','alphaz','alphaz_ps', ... 'ex','ex_ps','exi','exi_ps','exy','exy_ps','exyi','exyi_ps','ey','ey_ps', ... 'eyi','eyi_ps','ez','ez_ps','ezi','ezi_ps','nuxy','nuxy_ps','nuxz', ... 'nuxz_ps','nuyz','nuyz_ps','sx','sx_ps','sxi','sxi_ps','sxy','sxy_ps', ... 'sxyi','sxyi_ps','sy','sy_ps','syi','syi_ps','sz','sz_ps','szi','szi_ps'}; clear prop prop.elemdefault='Lag2'; prop.analysis='static'; prop.eigtype='freq'; clear weakconstr weakconstr.value = 'off'; weakconstr.dim = {'lm2','lm3'}; prop.weakconstr = weakconstr; prop.frame='ref'; appl.prop = prop; clear pnt pnt.Fx = {'0'}; pnt.Fy = {'0'}; pnt.constrtype = {'standard'}; pnt.H = {{'0','0';'0','0'}}; pnt.R = {{'0';'0'}}; pnt.Rx = {'0'}; pnt.Hx = {'0'}; pnt.Ry = {'0'}; pnt.Hy = {'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]; appl.pnt = pnt; clear bnd bnd.Fx = {'0'}; bnd.Fy = {'0'}; bnd.loadtype = {'length'}; bnd.constrtype = {'standard'}; bnd.H = {{'0','0';'0','0'}}; bnd.R = {{'0';'0'}}; bnd.Rx = {'0'}; bnd.Hx = {'0'}; bnd.Ry = {'0'}; bnd.Hy = {'0'}; bnd.style = {{{'0'},{'0','0','0'},{'solid'}}}; bnd.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]; appl.bnd = bnd; clear equ equ.shape = {[1;2],[1;2]}; equ.gporder = {{1;1},{1;1}}; equ.cporder = {{1;1},{1;1}}; equ.init = {{'0';'0'},{'0';'0'}}; equ.usage = {0,1}; equ.name = {'',''}; equ.E = {'2.0e11','2900'}; equ.rho = {'7850','1000'}; equ.dampingtype = {'Rayleigh','nodamping'}; equ.alphadM = {'1','1'}; equ.betadK = {'0.001','0.001'}; equ.dinit = {{'0';'0'},{'0';'0'}}; equ.nu = {'0.33','0.45'}; equ.thickness = {'0.01','0.03'}; equ.Fx = {'0','0'}; equ.Fy = {'0','0'}; equ.loadtype = {'area','area'}; equ.constrtype = {'standard','standard'}; equ.H = {{'0','0';'0','0'},{'0','0';'0','0'}}; equ.R = {{'0';'0'},{'0';'0'}}; equ.Rx = {'0','0'}; equ.Hx = {'0','0'}; equ.Ry = {'0','0'}; equ.Hy = {'0','0'}; equ.style = {{{'0'},{'0','0','255'}},{{'0'},{'0','0','255'}}}; equ.ind = [1,2,1,1,1]; appl.equ = equ; fem0.appl{2} = appl; clear appl appl.mode.class = 'FlPlaneStrain'; appl.mode.type = 'cartesian'; appl.dim = {'u','v'}; appl.sdim = {'x','y','z'}; appl.name = 'pn'; appl.shape = {'shlag(2,''u'')','shlag(2,''v'')'}; appl.gporder = 4; appl.cporder = 2; appl.sshape = 2; appl.border = 'off'; appl.assignsuffix = '_pn'; appl.assign = {'Ex','Ex_pn','Ey','Ey_pn','Ez','Ez_pn','Fx','Fx_pn','FxAmp', ... 'FxAmp_pn','FxPh','FxPh_pn','Fxg','Fxg_pn','Fy','Fy_pn','FyAmp','FyAmp_pn', ... 'FyPh','FyPh_pn','Fyg','Fyg_pn','Gxy','Gxy_pn','Tax','Tax_pn','Tay', ... 'Tay_pn','alphax','alphax_pn','alphay','alphay_pn','alphaz','alphaz_pn', ... 'ex','ex_pn','exi','exi_pn','exy','exy_pn','exyi','exyi_pn','ey','ey_pn', ... 'eyi','eyi_pn','ezi','ezi_pn','nuxy','nuxy_pn','nuxz','nuxz_pn','nuyz', ... 'nuyz_pn','sx','sx_pn','sxi','sxi_pn','sxy','sxy_pn','sxyi','sxyi_pn', ... 'sy','sy_pn','syi','syi_pn','sz','sz_pn','szi','szi_pn'}; clear prop prop.elemdefault='Lag2'; prop.analysis='static'; prop.eigtype='freq'; clear weakconstr weakconstr.value = 'off'; weakconstr.dim = {'lm2','lm3'}; prop.weakconstr = weakconstr; prop.frame='ref'; appl.prop = prop; clear pnt pnt.Fx = {'0'}; pnt.Fy = {'0'}; pnt.constrtype = {'standard'}; pnt.H = {{'0','0';'0','0'}}; pnt.R = {{'0';'0'}}; pnt.Rx = {'0'}; pnt.Hx = {'0'}; pnt.Ry = {'0'}; pnt.Hy = {'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]; appl.pnt = pnt; clear bnd bnd.Fx = {'0'}; bnd.Fy = {'0'}; bnd.loadtype = {'area'}; bnd.constrtype = {'standard'}; bnd.H = {{'0','0';'0','0'}}; bnd.R = {{'0';'0'}}; bnd.Rx = {'0'}; bnd.Hx = {'0'}; bnd.Ry = {'0'}; bnd.Hy = {'0'}; bnd.style = {{{'0'},{'0','0','0'},{'solid'}}}; bnd.ind = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]; appl.bnd = bnd; clear equ equ.shape = {[1;2],[1;2]}; equ.gporder = {{1;1},{1;1}}; equ.cporder = {{1;1},{1;1}}; equ.init = {{'0';'0'},{'0';'0'}}; equ.usage = {0,1}; equ.name = {'',''}; equ.E = {'2.0e11','2900'}; equ.rho = {'7850','1000'}; equ.dampingtype = {'Rayleigh','nodamping'}; equ.alphadM = {'1','1'}; equ.betadK = {'0.001','0.001'}; equ.dinit = {{'0';'0'},{'0';'0'}}; equ.nu = {'0.33','0.45'}; equ.thickness = {'1','0.03'}; equ.Fx = {'0','0'}; equ.Fy = {'0','0'}; equ.loadtype = {'volume','volume'}; equ.constrtype = {'standard','standard'}; equ.H = {{'0','0';'0','0'},{'0','0';'0','0'}}; equ.R = {{'0';'0'},{'0';'0'}}; equ.Rx = {'0','0'}; equ.Hx = {'0','0'}; equ.Ry = {'0','0'}; equ.Hy = {'0','0'}; equ.style = {{{'0'},{'0','0','255'}},{{'0'},{'0','0','255'}}}; equ.ind = [1,2,1,1,1]; appl.equ = equ; fem0.appl{3} = appl; fem0.geom = flbinary('fem40','geom','BreastCancerTrail.mph'); fem0.mesh = flbinary('fem40.0','mesh','BreastCancerTrail.mph'); fem0.sdim = {'x','y'}; fem0.frame = {'ref'}; fem0.shape = {'shlag(2,''Az'')','shlag(2,''u'')','shlag(2,''v'')'}; fem0.gporder = 4; fem0.cporder = 2; fem0.sshape = 2; fem0.simplify = 'on'; fem0.border = 1; fem0.form = 'coefficient'; clear units; units.basesystem = 'SI'; fem0.units = units; clear equ equ.shape = {[1],[1;2;3;2;3],[1],[1]}; equ.gporder = {{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1}}; equ.cporder = {{1;1;1;1;1},{1;1;1;1;1},{1;1;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'}}; equ.dinit = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; equ.weak = {{'dVol_qa*(Jz_qa*test(depAz_qa)-Hx_qa*test(curlAx_qa)-Hy_qa*test(curlAy_qa))'; ... '0';'0';'0';'0'},{'dVol_qa*(Jz_qa*test(depAz_qa)-Hx_qa*test(curlAx_qa)-Hy_qa*test(curlAy_qa))'; ... '0';'0';'0';'0'},{'dVol_qa*(Jz_qa*test(depAz_qa)-Hx_qa*test(curlAx_qa)-Hy_qa*test(curlAy_qa))'; ... '0';'0';'0';'0'},{'dVol_qa*(Jz_qa*test(depAz_qa)-Hx_qa*test(curlAx_qa)-Hy_qa*test(curlAy_qa))'; ... '0';'0';'0';'0'}}; equ.dweak = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; equ.constr = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; equ.c = {{{'0'},{'0'},{'0'},{'0'},{'0'};{'0'},{'0'},{'0'},{'0'},{'0'}; ... {'0'},{'0'},{'0'},{'0'},{'0'};{'0'},{'0'},{'0'},{'0'},{'0'};{'0'},{'0'}, ... {'0'},{'0'},{'0'}},{{'0'},{'0'},{'0'},{'0'},{'0'};{'0'},{'(E_ps*(1-nu_ps)/((1+nu_ps)*(1-2*nu_ps))-E_ps*nu_ps^2/((1+nu_ps)*(1-2*nu_ps)*(1-nu_ps)))*thickness_ps'; ... '0.5*E_ps*thickness_ps/(1+nu_ps)'},{'0','(E_ps*nu_ps/((1+nu_ps)*(1-2*nu_ps))-E_ps*nu_ps^2/((1+nu_ps)*(1-2*nu_ps)*(1-nu_ps)))*thickness_ps'; ... '0.5*E_ps*thickness_ps/(1+nu_ps)','0'},{'0'},{'0'};{'0'},{'0','0.5*E_ps*thickness_ps/(1+nu_ps)'; ... '(E_ps*nu_ps/((1+nu_ps)*(1-2*nu_ps))-E_ps*nu_ps^2/((1+nu_ps)*(1-2*nu_ps)*(1-nu_ps)))*thickness_ps', ... '0'},{'0.5*E_ps*thickness_ps/(1+nu_ps)';'(E_ps*(1-nu_ps)/((1+nu_ps)*(1-2*nu_ps))-E_ps*nu_ps^2/((1+nu_ps)*(1-2*nu_ps)*(1-nu_ps)))*thickness_ps'}, ... {'0'},{'0'};{'0'},{'0'},{'0'},{'E_pn*(1-nu_pn)*thickness_pn/((1+nu_pn)*(1-2*nu_pn))'; ... '0.5*E_pn*thickness_pn/(1+nu_pn)'},{'0','E_pn*nu_pn*thickness_pn/((1+nu_pn)*(1-2*nu_pn))'; ... '0.5*E_pn*thickness_pn/(1+nu_pn)','0'};{'0'},{'0'},{'0'},{'0','0.5*E_pn*thickness_pn/(1+nu_pn)'; ... 'E_pn*nu_pn*thickness_pn/((1+nu_pn)*(1-2*nu_pn))','0'},{'0.5*E_pn*thickness_pn/(1+nu_pn)'; ... 'E_pn*(1-nu_pn)*thickness_pn/((1+nu_pn)*(1-2*nu_pn))'}},{{'0'},{'0'},{'0'}, ... {'0'},{'0'};{'0'},{'0'},{'0'},{'0'},{'0'};{'0'},{'0'},{'0'},{'0'},{'0'}; ... {'0'},{'0'},{'0'},{'0'},{'0'};{'0'},{'0'},{'0'},{'0'},{'0'}},{{'0'},{'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.a = {{'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'; ... '0','0','0','0','0';'0','0','0','0','0'},{'0','0','0','0','0';'0','0','0', ... '0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'},{'0', ... '0','0','0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0', ... '0';'0','0','0','0','0'},{'0','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.f = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; equ.ea = {{'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'; ... '0','0','0','0','0';'0','0','0','0','0'},{'0','0','0','0','0';'0','0','0', ... '0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'},{'0', ... '0','0','0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0', ... '0';'0','0','0','0','0'},{'0','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.da = {{'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'; ... '0','0','0','0','0';'0','0','0','0','0'},{'0','0','0','0','0';'0','0','0', ... '0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'},{'0', ... '0','0','0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0', ... '0';'0','0','0','0','0'},{'0','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.al = {{{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'}, ... {'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0'; ... '0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'}, ... {'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}},{{'0';'0'},{'0';'0'},{'0';'0'}, ... {'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0'; ... '0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'}, ... {'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}}, ... {{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'}, ... {'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0'; ... '0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'}, ... {'0';'0'},{'0';'0'},{'0';'0'}},{{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}, ... {'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0'; ... '0'},{'0';'0'},{'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.be = {{{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'}, ... {'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0'; ... '0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'}, ... {'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}},{{'0';'0'},{'0';'0'},{'0';'0'}, ... {'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0'; ... '0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'}, ... {'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}}, ... {{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'}, ... {'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0'; ... '0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0';'0'}, ... {'0';'0'},{'0';'0'},{'0';'0'}},{{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'}, ... {'0';'0'};{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'},{'0';'0'};{'0';'0'},{'0'; ... '0'},{'0';'0'},{'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.ga = {{{'0';'0'};{'0';'0'};{'0';'0'};{'0';'0'};{'0';'0'}},{{'0';'0'}; ... {'0';'0'};{'0';'0'};{'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.sshape = {[1],[1],[1],[1]}; equ.sshapedim = {{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1}}; equ.ind = [1,2,3,4,4]; equ.dim = {'Az','u','v','u','v'}; equ.var = {'dVol_qa',{'1','1','1','1'}, ... 'curlAx_qa',{'Azy','Azy','Azy','Azy'}, ... 'curlAy_qa',{'-Azx','-Azx','-Azx','-Azx'}, ... 'depAz_qa',{'Az','Az','Az','Az'}, ... 'Bx_qa',{'curlAx_qa','curlAx_qa','curlAx_qa','curlAx_qa'}, ... 'By_qa',{'curlAy_qa','curlAy_qa','curlAy_qa','curlAy_qa'}, ... 'Hx_qa',{'Bx_qa/(mur_qa*mu0_qa)','Bx_qa/(mur_qa*mu0_qa)','(Bx_qa-Brx_qa)/(mur_qa*mu0_qa)', ... 'Bx_qa/(mur_qa*mu0_qa)'}, ... 'Hy_qa',{'By_qa/(mur_qa*mu0_qa)','By_qa/(mur_qa*mu0_qa)','(By_qa-Bry_qa)/(mur_qa*mu0_qa)', ... 'By_qa/(mur_qa*mu0_qa)'}, ... 'mu_qa',{'mu0_qa*mur_qa','mu0_qa*mur_qa','mu0_qa*mur_qa','mu0_qa*mur_qa'}, ... 'muxx_qa',{'mu0_qa*murxx_qa','mu0_qa*murxx_qa','mu0_qa*murxx_qa', ... 'mu0_qa*murxx_qa'}, ... 'muxy_qa',{'mu0_qa*murxy_qa','mu0_qa*murxy_qa','mu0_qa*murxy_qa', ... 'mu0_qa*murxy_qa'}, ... 'muyx_qa',{'mu0_qa*muryx_qa','mu0_qa*muryx_qa','mu0_qa*muryx_qa', ... 'mu0_qa*muryx_qa'}, ... 'muyy_qa',{'mu0_qa*muryy_qa','mu0_qa*muryy_qa','mu0_qa*muryy_qa', ... 'mu0_qa*muryy_qa'}, ... 'Jpz_qa',{'sigma_qa*deltaV_qa/L_qa','sigma_qa*deltaV_qa/L_qa','sigma_qa*deltaV_qa/L_qa', ... 'sigma_qa*deltaV_qa/L_qa'}, ... 'Jz_qa',{'Jpz_qa+Jvz_qa+Jez_qa','Jpz_qa+Jvz_qa+Jez_qa','Jpz_qa+Jvz_qa+Jez_qa', ... 'Jpz_qa+Jvz_qa+Jez_qa'}, ... 'Q_qa',{'Jz_qa*(vx_qa*By_qa-vy_qa*Bx_qa+deltaV_qa/L_qa)','Jz_qa*(vx_qa*By_qa-vy_qa*Bx_qa+deltaV_qa/L_qa)', ... 'Jz_qa*(vx_qa*By_qa-vy_qa*Bx_qa+deltaV_qa/L_qa)','Jz_qa*(vx_qa*By_qa-vy_qa*Bx_qa+deltaV_qa/L_qa)'}, ... 'W_qa',{'Wm_qa','Wm_qa','Wm_qa','Wm_qa'}, ... 'normJ_qa',{'abs(Jz_qa)','abs(Jz_qa)','abs(Jz_qa)','abs(Jz_qa)'}, ... 'Jvz_qa',{'sigma_qa*(vx_qa*By_qa-vy_qa*Bx_qa)','sigma_qa*(vx_qa*By_qa-vy_qa*Bx_qa)', ... 'sigma_qa*(vx_qa*By_qa-vy_qa*Bx_qa)','sigma_qa*(vx_qa*By_qa-vy_qa*Bx_qa)'}, ... 'normM_qa',{'sqrt(abs(Mx_qa)^2+abs(My_qa)^2)','sqrt(abs(Mx_qa)^2+abs(My_qa)^2)', ... 'sqrt(abs(Mx_qa)^2+abs(My_qa)^2)','sqrt(abs(Mx_qa)^2+abs(My_qa)^2)'}, ... 'normBr_qa',{'sqrt(abs(Brx_qa)^2+abs(Bry_qa)^2)','sqrt(abs(Brx_qa)^2+abs(Bry_qa)^2)', ... 'sqrt(abs(Brx_qa)^2+abs(Bry_qa)^2)','sqrt(abs(Brx_qa)^2+abs(Bry_qa)^2)'}, ... 'normH_qa',{'sqrt(abs(Hx_qa)^2+abs(Hy_qa)^2)','sqrt(abs(Hx_qa)^2+abs(Hy_qa)^2)', ... 'sqrt(abs(Hx_qa)^2+abs(Hy_qa)^2)','sqrt(abs(Hx_qa)^2+abs(Hy_qa)^2)'}, ... 'normB_qa',{'sqrt(abs(Bx_qa)^2+abs(By_qa)^2)','sqrt(abs(Bx_qa)^2+abs(By_qa)^2)', ... 'sqrt(abs(Bx_qa)^2+abs(By_qa)^2)','sqrt(abs(Bx_qa)^2+abs(By_qa)^2)'}, ... 'normv_qa',{'sqrt(abs(vx_qa)^2+abs(vy_qa)^2)','sqrt(abs(vx_qa)^2+abs(vy_qa)^2)', ... 'sqrt(abs(vx_qa)^2+abs(vy_qa)^2)','sqrt(abs(vx_qa)^2+abs(vy_qa)^2)'}, ... 'Wm_qa',{'0.5*(Hx_qa*Bx_qa+Hy_qa*By_qa)','0.5*(Hx_qa*Bx_qa+Hy_qa*By_qa)', ... '0.5*(Hx_qa*Bx_qa+Hy_qa*By_qa)','0.5*(Hx_qa*Bx_qa+Hy_qa*By_qa)'}, ... 'Fxg_ps',{'','0','',''}, ... 'Fyg_ps',{'','0','',''}, ... 'disp_ps',{'','sqrt(real(u)^2+real(v)^2)','',''}, ... 'sx_ps',{'','E_ps*(1-nu_ps)*ex_ps/((1+nu_ps)*(1-2*nu_ps))+E_ps*nu_ps*ey_ps/((1+nu_ps)*(1-2*nu_ps))+E_ps*nu_ps*ez_ps/((1+nu_ps)*(1-2*nu_ps))', ... '',''}, ... 'sy_ps',{'','E_ps*nu_ps*ex_ps/((1+nu_ps)*(1-2*nu_ps))+E_ps*(1-nu_ps)*ey_ps/((1+nu_ps)*(1-2*nu_ps))+E_ps*nu_ps*ez_ps/((1+nu_ps)*(1-2*nu_ps))', ... '',''}, ... 'sxy_ps',{'','E_ps*exy_ps/(1+nu_ps)','',''}, ... 'ex_ps',{'','ux','',''}, ... 'ey_ps',{'','vy','',''}, ... 'ez_ps',{'','-(E_ps*nu_ps*ex_ps/((1+nu_ps)*(1-2*nu_ps))+E_ps*nu_ps*ey_ps/((1+nu_ps)*(1-2*nu_ps)))*(1+nu_ps)*(1-2*nu_ps)/(E_ps*(1-nu_ps))', ... '',''}, ... 'exy_ps',{'','0.5*(uy+vx)','',''}, ... 'K_ps',{'','E_ps/(3*(1-2*nu_ps))','',''}, ... 'G_ps',{'','0.5*E_ps/(1+nu_ps)','',''}, ... 'mises_ps',{'','sqrt(sx_ps^2+sy_ps^2-sx_ps*sy_ps+3*sxy_ps^2)','', ... ''}, ... 'Ws_ps',{'','0.5*thickness_ps*(ex_ps*sx_ps+ey_ps*sy_ps+2*exy_ps*sxy_ps)', ... '',''}, ... 'evol_ps',{'','ex_ps+ey_ps+ez_ps','',''}, ... 'sz_ps',{'','0','',''}, ... 'tresca_ps',{'','max(max(abs(s1_ps-s2_ps),abs(s2_ps-s3_ps)),abs(s1_ps-s3_ps))', ... '',''}, ... 'Fxg_pn',{'','0','',''}, ... 'Fyg_pn',{'','0','',''}, ... 'disp_pn',{'','sqrt(real(u)^2+real(v)^2)','',''}, ... 'sx_pn',{'','E_pn*(1-nu_pn)*ex_pn/((1+nu_pn)*(1-2*nu_pn))+E_pn*nu_pn*ey_pn/((1+nu_pn)*(1-2*nu_pn))', ... '',''}, ... 'sy_pn',{'','E_pn*nu_pn*ex_pn/((1+nu_pn)*(1-2*nu_pn))+E_pn*(1-nu_pn)*ey_pn/((1+nu_pn)*(1-2*nu_pn))', ... '',''}, ... 'sz_pn',{'','E_pn*nu_pn*ex_pn/((1+nu_pn)*(1-2*nu_pn))+E_pn*nu_pn*ey_pn/((1+nu_pn)*(1-2*nu_pn))', ... '',''}, ... 'sxy_pn',{'','E_pn*exy_pn/(1+nu_pn)','',''}, ... 'ex_pn',{'','ux','',''}, ... 'ey_pn',{'','vy','',''}, ... 'exy_pn',{'','0.5*(uy+vx)','',''}, ... 'K_pn',{'','E_pn/(3*(1-2*nu_pn))','',''}, ... 'G_pn',{'','0.5*E_pn/(1+nu_pn)','',''}, ... 'mises_pn',{'','sqrt(sx_pn^2+sy_pn^2+sz_pn^2-sx_pn*sy_pn-sy_pn*sz_pn-sx_pn*sz_pn+3*sxy_pn^2)', ... '',''}, ... 'Ws_pn',{'','0.5*thickness_pn*(ex_pn*sx_pn+ey_pn*sy_pn+2*exy_pn*sxy_pn)', ... '',''}, ... 'evol_pn',{'','ex_pn+ey_pn','',''}, ... 'tresca_pn',{'','max(max(abs(s1_pn-s2_pn),abs(s2_pn-s3_pn)),abs(s1_pn-s3_pn))', ... '',''},'mur_qa',{'1.256e-006','1.256e-006','1','0.002512'}, ... 'Pz_qa',{'0','0','0','0'}, ... 'Drz_qa',{'0','0','0','0'}, ... 'epsilonr_qa',{'1','1','1','1'}, ... 'sigma_qa',{'0','0','0','0'}, ... 'Jez_qa',{'0','0','0','0'}, ... 'deltaV_qa',{'0','0','0','0'}, ... 'L_qa',{'1','1','1','1'}, ... 'Mx_qa',{'Bx_qa/mu0_qa-Hx_qa','Bx_qa/mu0_qa-Hx_qa','Bx_qa/mu0_qa-Hx_qa', ... 'Bx_qa/mu0_qa-Hx_qa'}, ... 'Brx_qa',{'0','0','0','0'}, ... 'My_qa',{'By_qa/mu0_qa-Hy_qa','By_qa/mu0_qa-Hy_qa','By_qa/mu0_qa-Hy_qa', ... 'By_qa/mu0_qa-Hy_qa'}, ... 'Bry_qa',{'0','0','0.4','0'}, ... 'murxx_qa',{'1.256e-006','1.256e-006','1','0.002512'}, ... 'muryx_qa',{'0','0','0','0'}, ... 'murxy_qa',{'0','0','0','0'}, ... 'muryy_qa',{'1.256e-006','1.256e-006','1','0.002512'}, ... 'vx_qa',{'0','0','0','0'}, ... 'vy_qa',{'0','0','0','0'}, ... 'E_ps',{'','2900','',''}, ... 'rho_ps',{'','1000','',''}, ... 'alphadM_ps',{'','1','',''}, ... 'betadK_ps',{'','0.001','',''}, ... 'eta_ps',{'','0','',''}, ... 'mixedform_ps',{'','0','',''}, ... 'mu_ps',{'','800000','',''}, ... 'C10_ps',{'','200000','',''}, ... 'C01_ps',{'','200000','',''}, ... 'kappa_ps',{'','10000000000','',''}, ... 'ETkin_ps',{'','20000000000','',''}, ... 'ETiso_ps',{'','20000000000','',''}, ... 'Sys_ps',{'','200000000','',''}, ... 'Syfunc_ps',{'','mises_ps','',''}, ... 'Syfunc_kin_ps',{'','misesKin_ps','',''}, ... 'Shard_ps',{'','22222222222.22222*epe_ps','',''}, ... 'sxyi_ps',{'','0','',''}, ... 'exyi_ps',{'','0','',''}, ... 'sxi_ps',{'','0','',''}, ... 'exi_ps',{'','0','',''}, ... 'syi_ps',{'','0','',''}, ... 'eyi_ps',{'','0','',''}, ... 'szi_ps',{'','0','',''}, ... 'ezi_ps',{'','0','',''}, ... 'alpha_ps',{'','1.2e-005','',''}, ... 'nu_ps',{'','0.45','',''}, ... 'Gxy_ps',{'','75200000000','',''}, ... 'nuxy_ps',{'','0.33','',''}, ... 'alphax_ps',{'','1.2e-005','',''}, ... 'Ex_ps',{'','200000000000','',''}, ... 'nuyz_ps',{'','0.33','',''}, ... 'alphay_ps',{'','1.2e-005','',''}, ... 'Ey_ps',{'','200000000000','',''}, ... 'nuxz_ps',{'','0.33','',''}, ... 'alphaz_ps',{'','1.2e-005','',''}, ... 'Ez_ps',{'','200000000000','',''}, ... 'thickness_ps',{'','0.03','',''}, ... 'Fx_ps',{'','0','',''}, ... 'FxAmp_ps',{'','1','',''}, ... 'FxPh_ps',{'','0','',''}, ... 'Fy_ps',{'','0','',''}, ... 'FyAmp_ps',{'','1','',''}, ... 'FyPh_ps',{'','0','',''}, ... 'Temp_ps',{'','0','',''}, ... 'Tempref_ps',{'','0','',''}, ... 'velx_ps',{'','0','',''}, ... 'accx_ps',{'','0','',''}, ... 'vely_ps',{'','0','',''}, ... 'accy_ps',{'','0','',''}, ... 'Rx_ps',{'','0','',''}, ... 'Ry_ps',{'','0','',''}, ... 'dx_ps',{'','1','',''}, ... 'Lx_ps',{'','dx_ps','',''}, ... 'dy_ps',{'','1','',''}, ... 'Ly_ps',{'','dy_ps','',''}, ... 'R0_ps',{'','1','',''}, ... 'x0_ps',{'','0','',''}, ... 'y0_ps',{'','0','',''}, ... 'dr_ps',{'','1','',''}, ... 'Lr_ps',{'','dr_ps','',''}, ... 'E_pn',{'','2900','',''}, ... 'rho_pn',{'','1000','',''}, ... 'alphadM_pn',{'','1','',''}, ... 'betadK_pn',{'','0.001','',''}, ... 'eta_pn',{'','0','',''}, ... 'mixedform_pn',{'','0','',''}, ... 'mu_pn',{'','800000','',''}, ... 'C10_pn',{'','200000','',''}, ... 'C01_pn',{'','200000','',''}, ... 'kappa_pn',{'','10000000000','',''}, ... 'ETkin_pn',{'','20000000000','',''}, ... 'ETiso_pn',{'','20000000000','',''}, ... 'Sys_pn',{'','200000000','',''}, ... 'Syfunc_pn',{'','mises_pn','',''}, ... 'Syfunc_kin_pn',{'','misesKin_pn','',''}, ... 'Shard_pn',{'','22222222222.22222*epe_pn','',''}, ... 'sxyi_pn',{'','0','',''}, ... 'exyi_pn',{'','0','',''}, ... 'sxi_pn',{'','0','',''}, ... 'exi_pn',{'','0','',''}, ... 'syi_pn',{'','0','',''}, ... 'eyi_pn',{'','0','',''}, ... 'szi_pn',{'','0','',''}, ... 'ezi_pn',{'','0','',''}, ... 'alpha_pn',{'','1.2e-005','',''}, ... 'nu_pn',{'','0.45','',''}, ... 'Gxy_pn',{'','75200000000','',''}, ... 'nuxy_pn',{'','0.33','',''}, ... 'alphax_pn',{'','1.2e-005','',''}, ... 'Ex_pn',{'','200000000000','',''}, ... 'nuyz_pn',{'','0.33','',''}, ... 'alphay_pn',{'','1.2e-005','',''}, ... 'Ey_pn',{'','200000000000','',''}, ... 'nuxz_pn',{'','0.33','',''}, ... 'alphaz_pn',{'','1.2e-005','',''}, ... 'Ez_pn',{'','200000000000','',''}, ... 'thickness_pn',{'','0.03','',''}, ... 'Fx_pn',{'','0','',''}, ... 'FxAmp_pn',{'','1','',''}, ... 'FxPh_pn',{'','0','',''}, ... 'Fy_pn',{'','0','',''}, ... 'FyAmp_pn',{'','1','',''}, ... 'FyPh_pn',{'','0','',''}, ... 'Temp_pn',{'','0','',''}, ... 'Tempref_pn',{'','0','',''}, ... 'velx_pn',{'','0','',''}, ... 'accx_pn',{'','0','',''}, ... 'vely_pn',{'','0','',''}, ... 'accy_pn',{'','0','',''}, ... 'Rx_pn',{'','0','',''}, ... 'Ry_pn',{'','0','',''}, ... 'dx_pn',{'','1','',''}, ... 'Lx_pn',{'','dx_pn','',''}, ... 'dy_pn',{'','1','',''}, ... 'Ly_pn',{'','dy_pn','',''}, ... 'R0_pn',{'','1','',''}, ... 'x0_pn',{'','0','',''}, ... 'y0_pn',{'','0','',''}, ... 'dr_pn',{'','1','',''}, ... 'Lr_pn',{'','dr_pn','',''}}; equ.expr = {}; equ.bnd.weak = {{'0';'0';'0';'0';'0'}}; equ.bnd.gporder = {{1;1;1;1;1}}; equ.bnd.ind = [1,1,1,1,1]; equ.bnd.expr = {}; equ.lock = [0,0,0,0,0]; equ.mlock = {[0,0,0,0,0]}; fem0.equ = equ; clear bnd bnd.weak = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; bnd.dweak = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; bnd.constr = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; bnd.q = {{'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'; ... '0','0','0','0','0';'0','0','0','0','0'},{'0','0','0','0','0';'0','0','0', ... '0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'},{'0', ... '0','0','0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0', ... '0';'0','0','0','0','0'},{'0','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.h = {{'1','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'; ... '0','0','0','0','0';'0','0','0','0','0'},{'0','0','0','0','0';'0','0','0', ... '0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0','0'},{'0', ... '0','0','0','0';'0','0','0','0','0';'0','0','0','0','0';'0','0','0','0', ... '0';'0','0','0','0','0'},{'0','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.g = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; bnd.r = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'},{'0';'0';'0';'0'; ... '0'},{'0';'0';'0';'0';'0'}}; bnd.shape = {[1],[1;2;3;2;3],[1;2;3;2;3],[1]}; bnd.sshape = {[1],[1],[1],[1]}; bnd.sshapedim = {{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1}}; bnd.gporder = {{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1}}; bnd.cporder = {{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1},{1;1;1;1;1}}; bnd.init = {{'';'';'';'';''},{'';'';'';'';''},{'';'';'';'';''},{'';'';''; ... '';''}}; bnd.dinit = {{'';'';'';'';''},{'';'';'';'';''},{'';'';'';'';''},{'';'';''; ... '';''}}; bnd.ind = [1,1,1,2,3,4,2,4,3,4,1,2,3,2,3,2,3,2,3]; bnd.dim = {'Az','u','v','u','v'}; bnd.var = {'dVolbnd_qa',{'1','1','1','1'}, ... 'Jsz_qa',{'unx*(Hy_qa_down-Hy_qa_up)-uny*(Hx_qa_down-Hx_qa_up)','unx*(Hy_qa_down-Hy_qa_up)-uny*(Hx_qa_down-Hx_qa_up)', ... 'unx*(Hy_qa_down-Hy_qa_up)-uny*(Hx_qa_down-Hx_qa_up)','unx*(Hy_qa_down-Hy_qa_up)-uny*(Hx_qa_down-Hx_qa_up)'}, ... 'unTx_qa',{'-0.5*(Bx_qa_up*Hx_qa_up+By_qa_up*Hy_qa_up)*dnx+(dnx*Hx_qa_up+dny*Hy_qa_up)*Bx_qa_up', ... '-0.5*(Bx_qa_up*Hx_qa_up+By_qa_up*Hy_qa_up)*dnx+(dnx*Hx_qa_up+dny*Hy_qa_up)*Bx_qa_up', ... '-0.5*(Bx_qa_up*Hx_qa_up+By_qa_up*Hy_qa_up)*dnx+(dnx*Hx_qa_up+dny*Hy_qa_up)*Bx_qa_up', ... '-0.5*(Bx_qa_up*Hx_qa_up+By_qa_up*Hy_qa_up)*dnx+(dnx*Hx_qa_up+dny*Hy_qa_up)*Bx_qa_up'}, ... 'dnTx_qa',{'-0.5*(Bx_qa_down*Hx_qa_down+By_qa_down*Hy_qa_down)*unx+(unx*Hx_qa_down+uny*Hy_qa_down)*Bx_qa_down', ... '-0.5*(Bx_qa_down*Hx_qa_down+By_qa_down*Hy_qa_down)*unx+(unx*Hx_qa_down+uny*Hy_qa_down)*Bx_qa_down', ... '-0.5*(Bx_qa_down*Hx_qa_down+By_qa_down*Hy_qa_down)*unx+(unx*Hx_qa_down+uny*Hy_qa_down)*Bx_qa_down', ... '-0.5*(Bx_qa_down*Hx_qa_down+By_qa_down*Hy_qa_down)*unx+(unx*Hx_qa_down+uny*Hy_qa_down)*Bx_qa_down'}, ... 'unTy_qa',{'-0.5*(Bx_qa_up*Hx_qa_up+By_qa_up*Hy_qa_up)*dny+(dnx*Hx_qa_up+dny*Hy_qa_up)*By_qa_up', ... '-0.5*(Bx_qa_up*Hx_qa_up+By_qa_up*Hy_qa_up)*dny+(dnx*Hx_qa_up+dny*Hy_qa_up)*By_qa_up', ... '-0.5*(Bx_qa_up*Hx_qa_up+By_qa_up*Hy_qa_up)*dny+(dnx*Hx_qa_up+dny*Hy_qa_up)*By_qa_up', ... '-0.5*(Bx_qa_up*Hx_qa_up+By_qa_up*Hy_qa_up)*dny+(dnx*Hx_qa_up+dny*Hy_qa_up)*By_qa_up'}, ... 'dnTy_qa',{'-0.5*(Bx_qa_down*Hx_qa_down+By_qa_down*Hy_qa_down)*uny+(unx*Hx_qa_down+uny*Hy_qa_down)*By_qa_down', ... '-0.5*(Bx_qa_down*Hx_qa_down+By_qa_down*Hy_qa_down)*uny+(unx*Hx_qa_down+uny*Hy_qa_down)*By_qa_down', ... '-0.5*(Bx_qa_down*Hx_qa_down+By_qa_down*Hy_qa_down)*uny+(unx*Hx_qa_down+uny*Hy_qa_down)*By_qa_down', ... '-0.5*(Bx_qa_down*Hx_qa_down+By_qa_down*Hy_qa_down)*uny+(unx*Hx_qa_down+uny*Hy_qa_down)*By_qa_down'}, ... 'Fxg_ps',{'','0','0',''}, ... 'Fyg_ps',{'','0','0',''}, ... 'disp_ps',{'','sqrt(real(u)^2+real(v)^2)','sqrt(real(u)^2+real(v)^2)', ... ''}, ... 'Tax_ps',{'','sx_ps*nx_ps+sxy_ps*ny_ps','sx_ps*nx_ps+sxy_ps*ny_ps', ... ''}, ... 'Tay_ps',{'','sxy_ps*nx_ps+sy_ps*ny_ps','sxy_ps*nx_ps+sy_ps*ny_ps', ... ''}, ... 'Fxg_pn',{'','0','0',''}, ... 'Fyg_pn',{'','0','0',''}, ... 'disp_pn',{'','sqrt(real(u)^2+real(v)^2)','sqrt(real(u)^2+real(v)^2)', ... ''}, ... 'Tax_pn',{'','sx_pn*nx_pn+sxy_pn*ny_pn','sx_pn*nx_pn+sxy_pn*ny_pn', ... ''}, ... 'Tay_pn',{'','sxy_pn*nx_pn+sy_pn*ny_pn','sxy_pn*nx_pn+sy_pn*ny_pn', ... ''},'Js0z_qa',{'0','0','0','0'}, ... 'A0z_qa',{'0','0','0','0'}, ... 'nx_qa',{'nx','nx','nx','nx'}, ... 'ny_qa',{'ny','ny','ny','ny'}, ... 'H0x_qa',{'0','0','0','0'}, ... 'H0y_qa',{'0','0','0','0'}, ... 'Fx_ps',{'','0','0',''}, ... 'FxAmp_ps',{'','1','1',''}, ... 'FxPh_ps',{'','0','0',''}, ... 'Fy_ps',{'','0','0',''}, ... 'FyAmp_ps',{'','1','1',''}, ... 'FyPh_ps',{'','0','0',''}, ... 'velx_ps',{'','0','0',''}, ... 'accx_ps',{'','0','0',''}, ... 'vely_ps',{'','0','0',''}, ... 'accy_ps',{'','0','0',''}, ... 'Rx_ps',{'','0','0',''}, ... 'Ry_ps',{'','0','0',''}, ... 'nx_ps',{'','dnx','unx',''}, ... 'ny_ps',{'','dny','uny',''}, ... 'Fx_pn',{'','0','0',''}, ... 'FxAmp_pn',{'','1','1',''}, ... 'FxPh_pn',{'','0','0',''}, ... 'Fy_pn',{'','0','0',''}, ... 'FyAmp_pn',{'','1','1',''}, ... 'FyPh_pn',{'','0','0',''}, ... 'velx_pn',{'','0','0',''}, ... 'accx_pn',{'','0','0',''}, ... 'vely_pn',{'','0','0',''}, ... 'accy_pn',{'','0','0',''}, ... 'Rx_pn',{'','0','0',''}, ... 'Ry_pn',{'','0','0',''}, ... 'nx_pn',{'','dnx','unx',''}, ... 'ny_pn',{'','dny','uny',''}}; bnd.expr = {}; bnd.lock = [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]; bnd.mlock = {[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]}; fem0.bnd = bnd; clear pnt pnt.weak = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'}}; pnt.dweak = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'}}; pnt.constr = {{'0';'0';'0';'0';'0'},{'0';'0';'0';'0';'0'}}; pnt.shape = {[1],[1;2;3;2;3]}; pnt.sshape = {[1],[1]}; pnt.sshapedim = {{1;1;1;1;1},{1;1;1;1;1}}; pnt.init = {{'';'';'';'';''},{'';'';'';'';''}}; pnt.dinit = {{'';'';'';'';''},{'';'';'';'';''}}; pnt.ind = [1,1,2,2,1,2,2,2,2,2,2,2,2,2,2,1,1,1]; pnt.dim = {'Az','u','v','u','v'}; pnt.var = {'Fxg_ps',{'','0'}, ... 'Fyg_ps',{'','0'}, ... 'disp_ps',{'','sqrt(real(u)^2+real(v)^2)'}, ... 'Fxg_pn',{'','0'}, ... 'Fyg_pn',{'','0'}, ... 'disp_pn',{'','sqrt(real(u)^2+real(v)^2)'},'I0_qa',{'0','0'}, ... 'Fx_ps',{'','0'}, ... 'FxAmp_ps',{'','1'}, ... 'FxPh_ps',{'','0'}, ... 'Fy_ps',{'','0'}, ... 'FyAmp_ps',{'','1'}, ... 'FyPh_ps',{'','0'}, ... 'Rx_ps',{'','0'}, ... 'Ry_ps',{'','0'}, ... 'Fx_pn',{'','0'}, ... 'FxAmp_pn',{'','1'}, ... 'FxPh_pn',{'','0'}, ... 'Fy_pn',{'','0'}, ... 'FyAmp_pn',{'','1'}, ... 'FyPh_pn',{'','0'}, ... 'Rx_pn',{'','0'}, ... 'Ry_pn',{'','0'}}; pnt.expr = {}; pnt.lock = [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]}; fem0.pnt = pnt; fem0.var = {'epsilon0_qa','8.854187817000001e-012','mu0_qa','4e-007*pi'}; fem0.expr = {}; clear elemmph clear elem elem.elem = 'elpric'; elem.g = {'1'}; clear equ equ.tensor = {{'real(sx_ps)','real(sxy_ps)','real(sy_ps)','0','0','0'}}; equ.ind = {{'2'}}; elem.geomdim = {{{},{},equ}}; elem.basename = 's'; elem.postname = 'ps'; elem.sdim = {'x','y','z'}; elemmph{1} = elem; clear elem elem.elem = 'elpric'; elem.g = {'1'}; clear equ equ.tensor = {{'real(ex_ps)','real(exy_ps)','real(ey_ps)','0','0','real(ez_ps)'}}; equ.ind = {{'2'}}; elem.geomdim = {{{},{},equ}}; elem.basename = 'e'; elem.postname = 'ps'; elem.sdim = {'x','y','z'}; elemmph{2} = elem; clear elem elem.elem = 'elpric'; elem.g = {'1'}; clear equ equ.tensor = {{'real(sx_pn)','real(sxy_pn)','real(sy_pn)','0','0','real(sz_pn)'}}; equ.ind = {{'2'}}; elem.geomdim = {{{},{},equ}}; elem.basename = 's'; elem.postname = 'pn'; elem.sdim = {'x','y','z'}; elemmph{3} = elem; clear elem elem.elem = 'elpric'; elem.g = {'1'}; clear equ equ.tensor = {{'real(ex_pn)','real(exy_pn)','real(ey_pn)','0','0','0'}}; equ.ind = {{'2'}}; elem.geomdim = {{{},{},equ}}; elem.basename = 'e'; elem.postname = 'pn'; elem.sdim = {'x','y','z'}; elemmph{4} = elem; fem0.elemmph = elemmph; clear draw draw.p.objs = {}; draw.p.name = {}; draw.c.objs = {}; draw.c.name = {}; draw.s.objs = {}; draw.s.name = {}; fem0.draw = draw; fem0.const = {}; fem0.globalexpr = {}; clear fcns fem0.functions = {}; fem0.sol = flbinary('fem0','solution','BreastCancerTrail.mph'); fem0.xmcases = [0]; fem0.mcases = [0]; flbinary clear; fem0.rulingmode = 'qa'; fem0.solform = 'weak'; srcom.femlab.geom.Rect�ȉ,E��6DlxDlyLlxExprt!Lcom/femlab/geom/Geom$Expression;LlyExprq~.xrcom.femlab.geom.Prim2�Z��~��DrotLbaseq~Lconstrq~[post[D[posExprt"[Lcom/femlab/geom/Geom$Expression;LrotExprq~.xrcom.femlab.geom.Geom2�V���c/Oxrcom.femlab.geom.Geom͹�6��{L geomAssoctLcom/femlab/geom/GeomAssoc;Lversionq~xpwq~w�ur[B���T�xp�Geom2�����|�=-C��6?433333㿚�����ٿ������������?������ٿ������������?�������?�����433333㿜������?������?��?��?��?� BezierCurve433333㿚�����ٿ�?�������?������ٿ�? 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_qa_down+uny*Hy_qa_down)*By_qa_down'},'Fxg_ps',{'','0','0'},'Fyg_ps',{'','0','0'},'disp_ps',{'','sqrt(real(u)^2+real(v)^2)','sqrt(real(u)^2+real(v)^2)'},'Tax_ps',{'','sx_ps*nx_ps+sxy_ps*ny_ps','sx_ps*nx_ps+sxy_ps*ny_ps'},'Tay_ps',{'','sxy_ps*nx_ps+sy_ps*ny_ps','sxy_ps*nx_ps+sy_ps*ny_ps'},'Fxg_pn',{'','0','0'},'Fyg_pn',{'','0','0'},'disp_pn',{'','sqrt(real(u)^2+real(v)^2)','sqrt(real(u)^2+real(v)^2)'},'Tax_pn',{'','sx_pn*nx_pn+sxy_pn*ny_pn','sx_pn*nx_pn+sxy_pn*ny_pn'},'Tay_pn',{'','sxy_pn*nx_pn+sy_pn*ny_pn','sxy_pn*nx_pn+sy_pn*ny_pn'},'Js0z_qa',{'0','0','0'},'A0z_qa',{'0','0','0'},'nx_qa',{'nx','nx','nx'},'ny_qa',{'ny','ny','ny'},'H0x_qa',{'0','0','0'},'H0y_qa',{'0','0','0'},'Fx_ps',{'','0','0'},'FxAmp_ps',{'','1','1'},'FxPh_ps',{'','0','0'},'Fy_ps',{'','0','0'},'FyAmp_ps',{'','1','1'},'FyPh_ps',{'','0','0'},'velx_ps',{'','0','0'},'accx_ps',{'','0','0'},'vely_ps',{'','0','0'},'accy_ps',{'','0','0'},'Rx_ps',{'','0','0'},'Ry_ps',{'','0','0'},'nx_ps',{'','dnx','unx'},'ny_ps',{'','dny','uny'},'Fx_pn',{'','0','0'},'FxAmp_pn',{'','1','1'},'FxPh_pn',{'','0','0'},'Fy_pn',{'','0','0'},'FyAmp_pn',{'','1','1'},'FyPh_pn',{'','0','0'},'velx_pn',{'','0','0'},'accx_pn',{'','0','0'},'vely_pn',{'','0','0'},'accy_pn',{'','0','0'},'Rx_pn',{'','0','0'},'Ry_pn',{'','0','0'},'nx_pn',{'','dnx','unx'},'ny_pn',{'','dny','uny'}}},'ind',{{{'1','2','3','6','8','10','11'},{'4','7','12','14','16','18'},{'5','9','13','15','17','19'}}}),struct('var',{{'dVol_qa',{'1','1','1','1'},'curlAx_qa',{'Azy','Azy','Azy','Azy'},'curlAy_qa',{'-Azx','-Azx','-Azx','-Azx'},'depAz_qa',{'Az','Az','Az','Az'},'Bx_qa',{'curlAx_qa','curlAx_qa','curlAx_qa','curlAx_qa'},'By_qa',{'curlAy_qa','curlAy_qa','curlAy_qa','curlAy_qa'},'Hx_qa',{'Bx_qa/(mur_qa*mu0_qa)','Bx_qa/(mur_qa*mu0_qa)','(Bx_qa-Brx_qa)/(mur_qa*mu0_qa)','Bx_qa/(mur_qa*mu0_qa)'},'Hy_qa',{'By_qa/(mur_qa*mu0_qa)','By_qa/(mur_qa*mu0_qa)','(By_qa-Bry_qa)/(mur_qa*mu0_qa)','By_qa/(mur_qa*mu0_qa)'},'mu_qa',{'mu0_qa*mur_qa','mu0_qa*mur_qa','mu0_qa*mur_qa','mu0_qa*mur_qa'},'muxx_qa',{'mu0_qa*murxx_qa','mu0_qa*murxx_qa','mu0_qa*murxx_qa','mu0_qa*murxx_qa'},'muxy_qa',{'mu0_qa*murxy_qa','mu0_qa*murxy_qa','mu0_qa*murxy_qa','mu0_qa*murxy_qa'},'muyx_qa',{'mu0_qa*muryx_qa','mu0_qa*muryx_qa','mu0_qa*muryx_qa','mu0_qa*muryx_qa'},'muyy_qa',{'mu0_qa*muryy_qa','mu0_qa*muryy_qa','mu0_qa*muryy_qa','mu0_qa*muryy_qa'},'Jpz_qa',{'sigma_qa*deltaV_qa/L_qa','sigma_qa*deltaV_qa/L_qa','sigma_qa*deltaV_qa/L_qa','sigma_qa*deltaV_qa/L_qa'},'Jz_qa',{'Jpz_qa+Jvz_qa+Jez_qa','Jpz_qa+Jvz_qa+Jez_qa','Jpz_qa+Jvz_qa+Jez_qa','Jpz_qa+Jvz_qa+Jez_qa'},'Q_qa',{'Jz_qa*(vx_qa*By_qa-vy_qa*Bx_qa+deltaV_qa/L_qa)','Jz_qa*(vx_qa*By_qa-vy_qa*Bx_qa+deltaV_qa/L_qa)','Jz_qa*(vx_qa*By_qa-vy_qa*Bx_qa+deltaV_qa/L_qa)','Jz_qa*(vx_qa*By_qa-vy_qa*Bx_qa+deltaV_qa/L_qa)'},'W_qa',{'Wm_qa','Wm_qa','Wm_qa','Wm_qa'},'normJ_qa',{'abs(Jz_qa)','abs(Jz_qa)','abs(Jz_qa)','abs(Jz_qa)'},'Jvz_qa',{'sigma_qa*(vx_qa*By_qa-vy_qa*Bx_qa)','sigma_qa*(vx_qa*By_qa-vy_qa*Bx_qa)','sigma_qa*(vx_qa*By_qa-vy_qa*Bx_qa)','sigma_qa*(vx_qa*By_qa-vy_qa*Bx_qa)'},'normM_qa',{'sqrt(abs(Mx_qa)^2+abs(My_qa)^2)','sqrt(abs(Mx_qa)^2+abs(My_qa)^2)','sqrt(abs(Mx_qa)^2+abs(My_qa)^2)','sqrt(abs(Mx_qa)^2+abs(My_qa)^2)'},'normBr_qa',{'sqrt(abs(Brx_qa)^2+abs(Bry_qa)^2)','sqrt(abs(Brx_qa)^2+abs(Bry_qa)^2)','sqrt(abs(Brx_qa)^2+abs(Bry_qa)^2)','sqrt(abs(Brx_qa)^2+abs(Bry_qa)^2)'},'normH_qa',{'sqrt(abs(Hx_qa)^2+abs(Hy_qa)^2)','sqrt(abs(Hx_qa)^2+abs(Hy_qa)^2)','sqrt(abs(Hx_qa)^2+abs(Hy_qa)^2)','sqrt(abs(Hx_qa)^2+abs(Hy_qa)^2)'},'normB_qa',{'sqrt(abs(Bx_qa)^2+abs(By_qa)^2)','sqrt(abs(Bx_qa)^2+abs(By_qa)^2)','sqrt(abs(Bx_qa)^2+abs(By_qa)^2)','sqrt(abs(Bx_qa)^2+abs(By_qa)^2)'},'normv_qa',{'sqrt(abs(vx_qa)^2+abs(vy_qa)^2)','sqrt(abs(vx_qa)^2+abs(vy_qa)^2)','sqrt(abs(vx_qa)^2+abs(vy_qa)^2)','sqrt(abs(vx_qa)^2+abs(vy_qa)^2)'},'Wm_qa',{'0.5*(Hx_qa*Bx_qa+Hy_qa*By_qa)','0.5*(Hx_qa*Bx_qa+Hy_qa*By_qa)','0.5*(Hx_qa*Bx_qa+Hy_qa*By_qa)','0.5*(Hx_qa*Bx_qa+Hy_qa*By_qa)'},'Fxg_ps',{'','0','',''},'Fyg_ps',{'','0','',''},'disp_ps',{'','sqrt(real(u)^2+real(v)^2)','',''},'sx_ps',{'','E_ps*(1-nu_ps)*ex_ps/((1+nu_ps)*(1-2*nu_ps))+E_ps*nu_ps*ey_ps/((1+nu_ps)*(1-2*nu_ps))+E_ps*nu_ps*ez_ps/((1+nu_ps)*(1-2*nu_ps))','',''},'sy_ps',{'','E_ps*nu_ps*ex_ps/((1+nu_ps)*(1-2*nu_ps))+E_ps*(1-nu_ps)*ey_ps/((1+nu_ps)*(1-2*nu_ps))+E_ps*nu_ps*ez_ps/((1+nu_ps)*(1-2*nu_ps))','',''},'sxy_ps',{'','E_ps*exy_ps/(1+nu_ps)','',''},'ex_ps',{'','ux','',''},'ey_ps',{'','vy','',''},'ez_ps',{'','-(E_ps*nu_ps*ex_ps/((1+nu_ps)*(1-2*nu_ps))+E_ps*nu_ps*ey_ps/((1+nu_ps)*(1-2*nu_ps)))*(1+nu_ps)*(1-2*nu_ps)/(E_ps*(1-nu_ps))','',''},'exy_ps',{'','0.5*(uy+vx)','',''},'K_ps',{'','E_ps/(3*(1-2*nu_ps))','',''},'G_ps',{'','0.5*E_ps/(1+nu_ps)','',''},'mises_ps',{'','sqrt(sx_ps^2+sy_ps^2-sx_ps*sy_ps+3*sxy_ps^2)','',''},'Ws_ps',{'','0.5*thickness_ps*(ex_ps*sx_ps+ey_ps*sy_ps+2*exy_ps*sxy_ps)','',''},'evol_ps',{'','ex_ps+ey_ps+ez_ps','',''},'sz_ps',{'','0','',''},'tresca_ps',{'','max(max(abs(s1_ps-s2_ps),abs(s2_ps-s3_ps)),abs(s1_ps-s3_ps))','',''},'Fxg_pn',{'','0','',''},'Fyg_pn',{'','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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=rect2(2.4,2,'base','corner','pos',[-1.2,-1]); g2=rect2(0.8,0.2,'base','corner','pos',[-0.6,0.2]); g3=rect2(0.8,0.6,'base','corner','pos',[-0.6,-0.4]); g4=ellip2(0.05,0.05,'base','corner','pos',[-0.4,-0.1]); g5=ellip2(0.05,0.05,'base','corner','pos',[-0.1,0]); g6=geomcomp({g4},'ns',{'g4'},'sf','g4','edge','none'); g7=geomcomp({g5},'ns',{'g5'},'sf','g5','edge','none'); % Analyzed geometry clear s s.objs={g1,g2,g3,g6,g7}; s.name={'R1','R2','R3','CO1','CO2'}; s.tags={'g1','g2','g3','g6','g7'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % Initialize mesh fem.mesh=meshinit(fem, ... 'hauto',5); % (Default values are not included) % Application mode 1 clear appl appl.mode.class = 'FlPerpendicularCurrents'; appl.assignsuffix = '_qa'; clear bnd bnd.type = {'A0','cont'}; bnd.ind = [1,1,1,2,2,2,2,2,2,2,1,2,2,2,2,2,2,2,2]; appl.bnd = bnd; clear equ equ.magconstrel = {'mur','Br','mur'}; equ.Br = {{0;0},{0;0.4},{0;0}}; equ.mur = {'4*3.14*10^(-7)',1,'2000*4*3.14*10^(-7)'}; equ.ind = [1,1,2,3,3]; appl.equ = equ; fem.appl{1} = appl; % Application mode 2 clear appl appl.mode.class = 'FlPlaneStress'; appl.gporder = 4; appl.cporder = 2; appl.assignsuffix = '_ps'; clear prop clear weakconstr weakconstr.value = 'off'; weakconstr.dim = {'lm2','lm3'}; prop.weakconstr = weakconstr; appl.prop = prop; clear equ equ.usage = {0,1}; equ.nu = {0.33,0.45}; equ.dampingtype = {'Rayleigh','nodamping'}; equ.rho = {7850,1000}; equ.thickness = {0.01,0.03}; equ.E = {2.0e11,2900}; equ.ind = [1,2,1,1,1]; appl.equ = equ; fem.appl{2} = appl; % Application mode 3 clear appl appl.mode.class = 'FlPlaneStrain'; appl.gporder = 4; appl.cporder = 2; appl.assignsuffix = '_pn'; clear prop clear weakconstr weakconstr.value = 'off'; weakconstr.dim = {'lm2','lm3'}; prop.weakconstr = weakconstr; appl.prop = prop; clear equ equ.usage = {0,1}; equ.nu = {0.33,0.45}; equ.dampingtype = {'Rayleigh','nodamping'}; equ.rho = {7850,1000}; equ.thickness = {1,0.03}; equ.E = {2.0e11,2900}; equ.ind = [1,2,1,1,1]; appl.equ = equ; fem.appl{3} = 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',{'u','Az','v'}, ... 'outcomp',{'u','Az','v'}); % Save current fem structure for restart purposes fem0=fem; % Plot solution postplot(fem, ... 'tridata',{'normB_qa','cont','internal','unit','T'}, ... 'trimap','jet(1024)', ... 'title','Surface: Magnetic flux density, norm [T]', ... 'axis',[-1.9497963806356782,1.5648907202583207,-1.519084863817488,1.2977012160187464,-1,1]); % Plot solution postplot(fem, ... 'arrowdata',{'Hx_qa','Hy_qa'}, ... 'arrowxspacing',15, ... 'arrowyspacing',15, ... 'arrowtype','arrow', ... 'arrowstyle','proportional', ... 'arrowcolor',[1.0,0.0,0.0], ... 'title','Arrow: Magnetic field [A/m]', ... 'axis',[-1.9232704402515723,1.5383647798742148,-1.6300081789209464,1.4086245311222048,-1,1]); % Plot solution postplot(fem, ... 'tridata',{'normB_qa','cont','internal','unit','T'}, ... 'trimap','jet(1024)', ... 'title','Surface: Magnetic flux density, norm [T]', ... 'axis',[-1.9497963806356782,1.5648907202583207,-1.519084863817488,1.2977012160187464,-1,1]); % Plot solution postplot(fem, ... 'tridata',{'disp_ps','cont','internal','unit','m'}, ... 'trimap','jet(1024)', ... 'title','Surface: Total displacement [m]', ... 'axis',[-1.9232704402515723,1.5383647798742148,-1.6300081789209464,1.4086245311222048,-1,1]); % Plot solution postplot(fem, ... 'tridata',{'mises_ps','cont','internal','unit','Pa'}, ... 'trimap','jet(1024)', ... 'title','Surface: von Mises stress [Pa]', ... 'axis',[-1.9232704402515723,1.5383647798742148,-1.5805727226838024,1.3591890748850608,-1,1]); % Plot solution postplot(fem, ... 'tridata',{'normB_qa','cont','internal','unit','T'}, ... 'trimap','jet(1024)', ... 'title','Surface: Magnetic flux density, norm [T]', ... 'axis',[-1.9232704402515723,1.5383647798742148,-1.5805727226838024,1.3591890748850608,-1,1]); % Geometry % Geometry objects clear s s.objs={g1,g6,g7,g3,g2}; s.name={'R1','CO1','CO2','Tumor','Magnet'}; s.tags={'g1','g6','g7','g3','g2'}; fem.draw=struct('s',s); uq~ t% COMSOL Multiphysics Model M-file % Generated by COMSOL 3.3 (COMSOL 3.3.0.405, $Date: 2006/08/31 18:03:47 $) flclear fem % COMSOL version clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; fem.version = vrsn; % Geometry g1=rect2(2.4,2,'base','corner','pos',[-1.2,-1]); g2=rect2(0.8,0.2,'base','corner','pos',[-0.6,0.2]); g3=rect2(0.8,0.6,'base','corner','pos',[-0.6,-0.4]); g4=ellip2(0.05,0.05,'base','corner','pos',[-0.4,-0.1]); g5=ellip2(0.05,0.05,'base','corner','pos',[-0.1,0]); g6=geomcomp({g4},'ns',{'g4'},'sf','g4','edge','none'); g7=geomcomp({g5},'ns',{'g5'},'sf','g5','edge','none'); % Analyzed geometry clear s s.objs={g1,g2,g3,g6,g7}; s.name={'R1','R2','R3','CO1','CO2'}; s.tags={'g1','g2','g3','g6','g7'}; fem.draw=struct('s',s); fem.geom=geomcsg(fem); % Geometry objects clear s s.objs={g1,g6,g7,g3,g2}; s.name={'R1','CO1','CO2','Tumor','Magnet'}; s.tags={'g1','g6','g7','g3','g2'}; fem.draw=struct('s',s); tclear mfile clear vrsn vrsn.name = 'COMSOL 3.3'; vrsn.ext = ''; vrsn.major = 0; vrsn.build = 405; vrsn.rcs = '$Name: $'; vrsn.date = '$Date: 2006/08/31 18:03:47 $'; mfile.version=vrsn; mfile.fem='fem'; mfile.stored={'fem0','fem1'}; mfile.tags={}; mfile.types={}; x
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