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Diffusion GYACOMO (OBSOLETE: LATEST VERSION ON gitlab.epfl.ch) (3D_parallel) Browse

gyacomo/matlab/plot/plot_time_evolution_and_gr.m
5e48668823b53D_parallel

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plot_time_evolution_and_gr.m
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fig = figure; FIGNAME = ['t_evolutions',sprintf('_%.2d',JOBNUM),'_',PARAMS];
set(gcf, 'Position', [100, 100, 900, 800])
subplot(111);
suptitle(['$\nu_{',CONAME,'}=$', num2str(NU), ', $\kappa_N=$',num2str(K_N),...
', $L=',num2str(L),'$, $N=',num2str(Nx),'$, $(P,J)=(',num2str(PMAXI),',',num2str(JMAXI),')$,',...
' $\mu_{hd}=$',num2str(MU)]);
subplot(421);
for ip = 1:Pe_max
for ij = 1:Je_max
plt = @(x) squeeze(x(ip,ij,:));
plotname = ['$N_e^{',num2str(ip-1),num2str(ij-1),'}$'];
clr = line_colors(min(ip,numel(line_colors(:,1))),:);
lstyle = line_styles(min(ij,numel(line_styles)));
semilogy(Ts5D,plt(Ne_norm),'DisplayName',plotname,...
'Color',clr,'LineStyle',lstyle{1}); hold on;
end
end
grid on; ylabel('$\sum_{k_r,k_z}|N_e^{pj}|$');
subplot(423)
for ip = 1:Pi_max
for ij = 1:Ji_max
plt = @(x) squeeze(x(ip,ij,:));
plotname = ['$N_i^{',num2str(ip-1),num2str(ij-1),'}$'];
clr = line_colors(min(ip,numel(line_colors(:,1))),:);
lstyle = line_styles(min(ij,numel(line_styles)));
semilogy(Ts5D,plt(Ni_norm),'DisplayName',plotname,...
'Color',clr,'LineStyle',lstyle{1}); hold on;
end
end
grid on; ylabel('$\sum_{k_r,k_z}|N_i^{pj}|$'); xlabel('$t c_s/R$')
subplot(222)
yyaxis left; ylabel('$\Gamma_x$');
% plot(Ts3D,squeeze(sum(sum(sum(Gamma_x,1),2),3)));
plot(Ts0D,PGAMMA_RI*SCALE); hold on;
yyaxis right; ylabel('$Q_x$');
% plot(Ts3D,squeeze(sum(sum(sum(Q_x,1),2),3)));
plot(Ts0D,HFLUX_X*SCALE); hold on;
grid on; xlabel('$t c_s/R$');
if(~isnan(max(max(g_I(1,:,:)))))
subplot(223)
plot(ky,max(g_I(1,:,:),[],3),'-','DisplayName','Primar. instability'); hold on;
plot(kx,max(g_II(:,1,:),[],3),'x-','DisplayName','Second. instability'); hold on;
plot([max(ky)*2/3,max(ky)*2/3],[0,10],'--k', 'DisplayName','2/3 Orszag AA');
grid on; xlabel('$k\rho_s$'); ylabel('$\gamma R/c_s$'); legend('show');
ylim([0,max(max(g_I(1,:,:)))]); xlim([0,max(ky)]);
shearplot = 426; phiplot = 428;
else
shearplot = 223; phiplot = 224;
end
subplot(shearplot)
plt = @(x) mean(x,1);
clr = line_colors(min(ip,numel(line_colors(:,1))),:);
lstyle = line_styles(min(ij,numel(line_styles)));
plot(Ts3D,plt(shear_maxx_maxy),'DisplayName','$\max_{r,z}(s)$'); hold on;
plot(Ts3D,plt(shear_maxx_avgy),'DisplayName','$\max_{r}\langle s \rangle_z$'); hold on;
plot(Ts3D,plt(shear_avgx_maxy),'DisplayName','$\max_{z}\langle s \rangle_r$'); hold on;
plot(Ts3D,plt(shear_avgx_avgy),'DisplayName','$\langle s \rangle_{r,z}$'); hold on;
grid on; xlabel('$t c_s/R$'); ylabel('$shear$');
subplot(phiplot)
clr = line_colors(min(ip,numel(line_colors(:,1))),:);
lstyle = line_styles(min(ij,numel(line_styles)));
plot(Ts3D,plt(phi_maxx_maxy),'DisplayName','$\max_{r,z}(\phi)$'); hold on;
plot(Ts3D,plt(phi_maxx_avg),'DisplayName','$\max_{r}\langle\phi\rangle_z$'); hold on;
plot(Ts3D,plt(phi_avgx_maxy),'DisplayName','$\max_{z}\langle\phi\rangle_r$'); hold on;
plot(Ts3D,plt(phi_avgx_avgy),'DisplayName','$\langle\phi\rangle_{r,z}$'); hold on;
grid on; xlabel('$t c_s/R$'); ylabel('$E.S. pot$');
save_figure
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