107 lines
2.9 KiB
Matlab
107 lines
2.9 KiB
Matlab
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function OptimizeCondSheetParameter
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% function OptimizeCondSheetParameter
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%
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% internal openEMS function to create the "cond_sheet_parameter.h" header
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% file containing optimized parameter values for the conducting sheet model
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%
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% (c) 2012: Thorsten Liebig, thorsten.liebig@gmx.de
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close all
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clear
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clc
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X = [1 1 1 1 1];
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lb = zeros(size(X));
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ub = ones(size(X))*1000;
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Omega = linspace(0,20,51);
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Omega = Omega(2:end);
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Omega_fine = linspace(0,20,15001);
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Omega_fine = Omega_fine(2:end);
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options = optimset('fzero');
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% options = optimset(options,'Display','iter')
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options = optimset(options,'MaxFunEvals',5000);
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options = optimset(options,'MaxIter',5000);
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omg_stop_str = [];
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omg_critical_20 = [];
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omg_critical_5 = [];
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g_str = [];
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r1_str= [];
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r2_str= [];
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l1_str= [];
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l2_str= [];
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numPara = 30;
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factor = 1.5;
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for p = 1:numPara
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X = lsqnonlin(@(X)CalcYDiff(Omega,X),X,lb,ub,options);
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omg_stop_str = [omg_stop_str num2str(Omega(end),10) ','];
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g_str = [g_str num2str(X(1),10) ','];
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r1_str = [r1_str num2str(X(2),10) ','];
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l1_str = [l1_str num2str(X(3),10) ','];
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r2_str = [r2_str num2str(X(4),10) ','];
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l2_str = [l2_str num2str(X(5),10) ','];
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Ys = tanh((1+1j)*sqrt(Omega_fine))/(1+1j)./sqrt(Omega_fine);
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err = (CalcYDiff(Omega_fine,X))./real(1./Ys);
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fc = Omega_fine(find(abs(err)>0.2,1,'last'));
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if (isempty(fc))
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fc = 0;
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end
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omg_critical_20 = [omg_critical_20 num2str(fc,10) ','];
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fc = Omega_fine(find(abs(err)>0.05,1,'last'));
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if (isempty(fc))
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fc = 0;
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end
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omg_critical_5 = [omg_critical_5 num2str(fc,10) ','];
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% disp(['max error: ' num2str(max(abs(err)*100)) ])
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% figure
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% plot(Omega_fine,err*100,'g--');
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Omega_fine = Omega_fine*factor;
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Omega = Omega*factor;
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end
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%% write to file
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fid = fopen('cond_sheet_parameter.h','w');
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fprintf(fid,'// This is a list of conducting sheet model parameter for different ranges of omega = w/w0\n');
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fprintf(fid,'// This file was created automatically using Matlab: OptimizeCondSheetParameter.m \n');
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fprintf(fid,'// Do not change this file! \n');
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fprintf(fid,'// Creation: %s \n\n',datestr(now));
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fprintf(fid,'unsigned int numOptPara=%d;\n',numPara);
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fprintf(fid,'double omega_stop[%d]={%s};\n',numPara,omg_stop_str(1:end-1));
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fprintf(fid,'double omega_critical_5[%d]={%s};\n',numPara,omg_critical_5(1:end-1));
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fprintf(fid,'double omega_critical_20[%d]={%s};\n',numPara,omg_critical_20(1:end-1));
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fprintf(fid,'double g[%d]={%s};\n',numPara,g_str(1:end-1));
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fprintf(fid,'double r1[%d]={%s};\n',numPara,r1_str(1:end-1));
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fprintf(fid,'double l1[%d]={%s};\n',numPara,l1_str(1:end-1));
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fprintf(fid,'double r2[%d]={%s};\n',numPara,r2_str(1:end-1));
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fprintf(fid,'double l2[%d]={%s};\n',numPara,l2_str(1:end-1));
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fclose(fid);
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function Ydiff = CalcYDiff(omega, X)
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Ys = tanh((1+1j)*sqrt(omega))/(1+1j)./sqrt(omega);
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Y = X(1) + 1./(X(2)+1j*omega*X(3)) + 1./(X(4)+1j*omega*X(5));
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Ydiff = real(1./Ys)-real(1./Y);
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