| FunPlotSim(zidx, PosZ, MeshX, MeshY, nMatrix, Efield, MeshkX, MeshkY, MeshSquarekxy)
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function FunPlotSim(zidx, PosZ, MeshX, MeshY, nMatrix, Efield, MeshkX, MeshkY, MeshSquarekxy)
%FUNPLOTSIM A function to plot and save the simulation results at
% intermediate steps
% Author: Patrick Kano, Paul Lundquist
% Applied Energetics, Inc.
% Modification Dates [M/D/Y]: 10/10/10 - Initial function definition
if(zidx==1)
figure(1000);
pcolor(MeshkX,MeshkY,ifftshift(MeshSquarekxy));
axis square;
shading interp;
xlabel('kx');
ylabel('ky');
title('kx.^2 + ky.^2');
colorbar;
end
if(mod(zidx,100)~=0) return; end
%%%%%%%%%
hrefract = figure(1002);
subplot(1,2,1)
pcolor(MeshX*1000,MeshY*1000,real(nMatrix));
shading flat;
axis square;
xlabel('mm');
ylabel('mm');
title('real(n)');
colorbar;
subplot(1,2,2)
pcolor(MeshX*1000,MeshY*1000,imag(nMatrix));
shading flat;
axis square;
xlabel('mm');
ylabel('mm');
title('imaginary(n)');
colorbar;
%%%%%%%%%
hfield = figure(1003);
title(['Z = ',num2str(PosZ)]);
subplot(1,2,1);
pcolor(MeshX*1000,MeshY*1000,angle(Efield));
shading flat;
axis square;
colorbar;
title('Angle');
xlabel('mm');
ylabel('mm');
%caxis([-pi pi]);
subplot(1,2,2);
pcolor(MeshX*1000,MeshY*1000,abs(Efield));
shading interp;
axis square;
colorbar;
title('Magnitude');
xlabel('mm');
ylabel('mm');
%caxis([0 1]);
drawnow;
%Save outputs
StringName = sprintf('Refract_Output_%d',floor(zidx/100));
saveas(hrefract,StringName,'fig');
saveas(hrefract,StringName,'jpg');
StringName = sprintf('Efield_Output_%d',floor(zidx/100));
saveas(hfield,StringName,'fig');
saveas(hfield,StringName,'jpg');
end %function definition
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