Nlevels_with_MOR %% field propagation z_1=z_1*100; % z in cm t_1=t_1*1e6; % time now measured in uS figure(1) subplot(2,2,1); imagesc(z_1, t_1, IdL_out_1); colorbar xlabel('z (cm)') ylabel('t (uS)') zlabel('I_{dL}') title('I_{dL}') subplot(2,2,2); imagesc(z_1, t_1, IpL_out_1); colorbar xlabel('z (cm)') ylabel('t (uS)') zlabel('I_{pL}') title('I_{pL}') subplot(2,2,3); imagesc(z_1, t_1, IdR_out_1); colorbar xlabel('z (cm)') ylabel('t (uS)') zlabel('I_{dR}') title('I_{dR}') subplot(2,2,4); imagesc(z_1, t_1, IpR_out_1); colorbar xlabel('z (cm)') ylabel('t (uS)') zlabel('I_{pR}') title('I_{pR}') %print('-color','fields_propagation.eps') %% fields before and after the cell figure(5) subplot(2,2,1); plot( ... t_1,IdL_out_1(1,:)', ... t_1,IdL_out_1(end,:)','LineWidth', 4 ... ) xlabel('t (uS)') ylabel('I_{dL} (1/s)^2') title('I_{dL} before and after cell') legend('before', 'after') %% subplot(2,2,2); plot( ... t_1,IpL_out_1(1,:)', ... t_1,IpL_out_1(end,:)', 'linewidth', 4 ... ) xlabel('t (uS)') ylabel('I_{pL} (1/s)^2') title('I_{pL} before and after cell') legend('before', 'after') %% subplot(2,2,3); plot( ... t_1,IdR_out_1(1,:)', ... t_1,IdR_out_1(end,:)', 'linewidth', 4 ... ) xlabel('t (uS)') ylabel('I_{dR} (1/s)^2') title('I_{dR} before and after cell') legend('before', 'after') %% [b, a]=butter(3, 0.05); IpR_out_after=IpR_out_1(end,:); IpR_out_after_filtered=filtfilt(b,a,IpR_out_after); settling_time=0.8; %uS t_good_indx=t_1> min(t_1 + settling_time); [m, max_pos_before]=max(IpR_out_1(1,t_good_indx) ); [m, max_pos_after]=max(IpR_out_after_filtered(1, t_good_indx)); delay_time=t_1(max_pos_after)-t_1(max_pos_before); display( strcat('Second field delay time = ', num2str(delay_time), ' uS/n')); %% %print('-color','fields_before_after_cell.eps') subplot(2,2,4); plot( ... t_1,IpR_out_1(1,:)', ... t_1,IpR_out_1(end,:)', 'linewidth', 4 ... ) xlabel('t (uS)') ylabel('I_{pR} (1/s)^2') title('I_{pR} before and after cell') %% figure(4) IpR_max_in=max(IpR_out_1(1,t_good_indx)); IpR_max_out=max(IpR_out_1(end, t_good_indx)); IpR_in_norm=(IpR_out_1(1,:))/IpR_max_in; IpR_out_norm=(IpR_out_1(end,:))/IpR_max_out; tmin=-0.05; tmax=0.05; indx=(t_1>=tmin & t_1<=tmax); % soom in in time to this region plot( ... t_1(indx),IpR_in_norm(indx), ... t_1(indx),IpR_out_norm(indx), 'linewidth', 4 ... ) xlim([tmin,tmax]); xlabel('t (uS)') ylabel('I_{pR}') title('I_{pR} before and after cell normalized') %print('-color','probe_before_after_cell.eps') legend('before', 'after') return; %% all density matrix elements in one plot % diagonal populations, % upper triangle real part of coherences, % lower diagonal imaginary part of coherences z_2=z_2*100; % z in cm t_2=t_2*1e6; % time now measured in uS %% figure(3) subplot(4,4,1); imagesc(z_1, t_2, rbb_out_2(:,:,1)); caxis([0,1]); colorbar xlabel('z (cm)') ylabel('t (uS)') zlabel('rho_{bb}') title('rho_{bb}') %% subplot(4,4,6); imagesc (z_2, t_2, rcc_out_2(:,:,1)); caxis([0,1]); colorbar xlabel('z (cm)') ylabel('t (uS)') zlabel('rho_{cc}') title('rho_{cc}') subplot(4,4,11); imagesc (z_2, t_2, raa_out_2); caxis([0,1]); colorbar xlabel('z (cm)') ylabel('t (uS)') zlabel('rho_{aa}') title('rho_{aa}') % real parts of coherences subplot(4,4,2); imagesc(z_2, t_2, rcb_re_out_2); colorbar xlabel('z (cm)') ylabel('t (uS)') zlabel('Real(rho_{cb})') title('Real(rho_{cb})') subplot(4,4,3); imagesc(z_2, t_2, rab_re_out_2); colorbar xlabel('z (cm)') ylabel('t (uS)') zlabel('Real(rho_{ab})') title('Real(rho_{ab})') subplot(4,4,7); imagesc(z_2, t_2, rca_re_out_2); colorbar xlabel('z (cm)') ylabel('t (uS)') zlabel('Real(rho_{ca})') title('Real(rho_{ca})') % imaginary parts of coherences subplot(4,4,5); imagesc(z_2, t_2, rcb_im_out_2); colorbar xlabel('z (cm)') ylabel('t (uS)') zlabel('Imag(rho_{cb})') title('Imag(rho_{cb})') subplot(4,4,9); imagesc(z_2, t_2, rab_im_out_2); colorbar xlabel('z (cm)') ylabel('t (uS)') zlabel('Imag(rho_{ab})') title('Imag(rho_{ab})') subplot(4,4,10); imagesc(z_2, t_2, rca_im_out_2); colorbar xlabel('z (cm)') ylabel('t (uS)') zlabel('Imag(rho_{ca})') title('Imag(rho_{ca})')