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post_processor_numex1.m
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post_processor_numex1.m
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clc
close all
clear all
pre_define_the_path_for_folders
% This routine loads the mat file generated at the end of simulation
% and prints/plots the output data
disp('-----------------------------------------------------')
disp('Post-processing...')
% ------------------------------------------------------------------------
% Printing the R+jL matrices
% -------------------------------------------------------------------------
load('results_numex1_straight_conductor/data_R_jL_mat.mat');
disp('-----------------------------------------------------')
disp('R+jL matrices ::: ')
for freq_no=1:num_freq
disp(['Frequency = ',num2str(freq_all(freq_no))])
for kk=1:num_ports
disp([num2str(R_jL_mat(kk,:,freq_no))])
end
end
cd results_numex1_straight_conductor
fasthenry_results_straight_conductor
cd ..
FigHandle = figure;
% delay visibility as long as possible, as this speeds up visualization
set(FigHandle, 'Visible', 'off');
set(gca,'FontSize',24);set(gca,'FontName','Times New Roman');
%set(FigHandle, 'Position', [100, 100, 1280, 1024]);
set(FigHandle, 'Position', [100, 100, 1280, 900]);
subplot(2,1,1)
set(gca,'FontSize',24); set(gca,'FontName','Times New Roman');
h=loglog(freq_all,1e3*real(squeeze(R_jL_mat)),'b-'); set(h,'LineWidth',2);
hold on
h=loglog(fH_data(:,1),1e3*real(fH_data(:,2)),'ro'); set(h,'LineWidth',2);
legend('VoxHenry','FastHenry');
axis tight;grid on;xlabel('Frequency (Hz)');ylabel('Resistance (m{\Omega})');
ylim(1e3*[0.005 0.021]); set(gca,'YTick',1e3*[0.005 0.01 0.015 0.02]);
set(gca,'XTick',[10^0 10^2 10^4 10^6 10^8 10^10])
set(gca,'FontSize',24);set(gca,'FontName','Times New Roman');
set(gca,'LineWidth',1); grid minor;
%FigHandle = figure;
set(gca,'FontSize',24);set(gca,'FontName','Times New Roman');
%set(FigHandle, 'Position', [100, 100, 1280, 1024]);
%set(FigHandle, 'Position', [100, 100, 1280, 900]);
subplot(2,1,2)
set(gca,'FontSize',24); set(gca,'FontName','Times New Roman');
h=loglog(freq_all,1e12*imag(squeeze(R_jL_mat)),'b-'); set(h,'LineWidth',2);
hold on
h=loglog(fH_data(:,1),1e12*imag(fH_data(:,2)),'ro'); set(h,'LineWidth',2);
legend('VoxHenry','FastHenry');
axis tight;grid on;xlabel('Frequency (Hz)');ylabel('Inductance (pH)');
if(exist ('OCTAVE_VERSION', 'builtin') > 0)
% need to work-around Octave limit/bug with low ylim values
ylim(gca, 'auto');
else
ylim(1e12*[0.95e-11 1.06e-11]); set(gca,'YTick',1e12*[0.95e-11 0.975e-11 1.0e-11 1.025e-11 1.05e-11]);
end
set(gca,'XTick',[10^0 10^2 10^4 10^6 10^8 10^10])
set(gca,'FontSize',24);set(gca,'FontName','Times New Roman');
set(gca,'LineWidth',1); grid minor;
set(FigHandle, 'Visible', 'on');
%refresh;
drawnow;
print('results_numex1_straight_conductor/res_ind_voxhenry', '-dpng', '-r300')
print('Results/res_ind_voxhenry', '-dpng', '-r300')
disp('L2 norm error for resistance :::')
sqrt((sum(abs(real(squeeze(R_jL_mat))-real(fH_data(:,2))).^2)/sum(abs(real(fH_data(:,2))).^2)))
disp('L2 norm error for inductance :::')
sqrt(sum(abs(imag(squeeze(R_jL_mat))-imag(fH_data(:,2))).^2)/sum(abs(imag(fH_data(:,2))).^2))
disp('-----------------------------------------------------')
% ------------------------------------------------------------------------
% Printing CPU Times
% -------------------------------------------------------------------------
load('results_numex1_straight_conductor/data_CPU_timings.mat');
disp('-----------------------------------------------------')
disp('CPU times ::: ')
disp(['Time for generating Ae matrix ::: ',num2str(sim_CPU_pre(1))])
disp(['Time for generating circulant tensors + RHS vector ::: ',num2str(sim_CPU_pre(2))])
tot_prep=sum(sim_CPU_pre);
disp(['Total Time for preparing LSE data ::: ',num2str(tot_prep)])
tot_sol=zeros(num_freq,1);
for freq_no=1:num_freq
disp(['For frequency = ',num2str(freq_all(freq_no))])
for port_no=1:num_ports
if (port_no == 1)
disp(['Time for FFT of circulant ::: ',num2str(sim_CPU_lse(freq_no,port_no,1))])
tot_sol(freq_no)=tot_sol(freq_no)+sim_CPU_lse(freq_no,port_no,1);
disp(['Time for generating sparse precon ::: ',num2str(sim_CPU_lse(freq_no,port_no,2))])
tot_sol(freq_no)=tot_sol(freq_no)+sim_CPU_lse(freq_no,port_no,2);
end
disp(['Time for iterative solution for port #',num2str(port_no),' ::: ',num2str(sim_CPU_lse(freq_no,port_no,3))])
tot_sol(freq_no)=tot_sol(freq_no)+sim_CPU_lse(freq_no,port_no,3);
end
disp(['Total Time for solving freq pnt ',num2str(freq_no),'::: ',num2str(tot_sol(freq_no))])
end
disp('Summary ::: ')
disp(['Total Time for preparing LSE data ::: ',num2str(tot_prep)])
disp(['Total Time for solving LSE ::: ',num2str(sum(tot_sol))])
disp(['Total Time for simulation ::: ',num2str(tot_prep+sum(tot_sol))])
disp('-----------------------------------------------------')
% ------------------------------------------------------------------------
% Plotting Current Distribution
% -------------------------------------------------------------------------
% select plotting option - check the subroutines below for more options
% option 1-> total currents on 3D structure, - no cut selection required
% option 2-> current coefficients on the voxels - select plane and cut
% option 3-> currents on the nodes via imagesc - select plane and cut
% option 4-> currents on the nodes via quiver - select plane and cut
% option 5-> currents on the structure w/directions via quiver3 - no cut selection required
% voxels (on a selected cut), 3-> currents on nodes w/scalar values (on a selected cut)
load('results_numex1_straight_conductor/data_curr_plot.mat')
plot_option=1;
[L,M,N] = size(Mc);
disp('-----------------------------------------------------')
disp(['Plotting Current Distribution...'])
% if any of plot option 2,3,4 is selected, define plane and cut
slct_plane='xy'; %'xz'; 'yz';
if (plot_option == 2 || plot_option == 3)
% 1) use the following for plot option 2 and 3
slct_cut=round(N/2);% round(M/2); round(L/2);
elseif (plot_option == 4)
% 2) use the following for plot option 4 - we need coordinate of the cut
slct_cut=squeeze(r(1,1,N,3)); % z-coordinate of cut % squeeze(r(round(L/2),1,1,1)); % x-coordinate of cut; squeeze(r(1,round(M/2),1,2)); % y-coordinate of cut
end
if (plot_option == 2)
% sort current coefficients on voxels
[Jx_currs_grid,Jy_currs_grid,Jz_currs_grid,J2d_currs_grid,J3d_currs_grid,cmin,cmax]=post_obtain_curr_coefs_on_grid(x,Mc);
elseif (plot_option > 2)
% obtain currents on nodes
[nodes_w_currs_x_aligned,nodes_w_currs_y_aligned,nodes_w_currs_z_aligned]=post_obtain_currs_on_nodes(x,Ae_only_leaving,Ae_only_entering_bndry,r,Mc,dx);
end
switch plot_option
case 1
% 1) Plot currents on structure
% Plot total currents as one scalar on each voxel
plot_currs_on_3D_structure(x,Ae_only_leaving,r,Mc,dx)
case 2
% 2) Plot current coefficients obtained via iterative solution
plot_curr_coefs_on_grid(slct_plane,slct_cut,r,Jx_currs_grid,Jy_currs_grid,Jz_currs_grid,J2d_currs_grid,J3d_currs_grid,cmin,cmax);
case 3
% 3) Plot currents with scalar values via imagesc
plot_curr_on_nodes(slct_plane,slct_cut,dx,nodes_w_currs_x_aligned,nodes_w_currs_y_aligned,nodes_w_currs_z_aligned)
case 4
% 4) Plot currents on cuts w/ directions via quiver
plot_curr_on_nodes_quiver(slct_plane,slct_cut,nodes_w_currs_x_aligned,nodes_w_currs_y_aligned,nodes_w_currs_z_aligned)
case 5
% 5) Plot currents on the structure w/directions via quiver3
plot_curr_on_nodes_quiver3(nodes_w_currs_x_aligned,nodes_w_currs_y_aligned,nodes_w_currs_z_aligned)
otherwise
disp('No current plotting!')
end
print('results_numex1_straight_conductor/curr_dist', '-dpng', '-r300')
print('Results/curr_dist', '-dpng', '-r300')
disp(['Done... Plotting Current Distribution'])
disp('-----------------------------------------------------')
disp('Done... Post-processing')
disp('-----------------------------------------------------')