How to plot loop iteration in same figure

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Fabrice shao
Fabrice shao el 21 de Oct. de 2018
Comentada: Fabrice shao el 25 de Oct. de 2018
Hello all, I need to plot my gama for different instance loop iteration. This means I should save data for all loop and plot all in the same figure. Please see the following code. clear; gama=[1.20, 2.90 ,3.1] for gama ? end How to compute ?
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Fabrice shao
Fabrice shao el 24 de Oct. de 2018
Editada: Fabrice shao el 24 de Oct. de 2018
Dear Kevin, I don't get the last part how to change all gama (i)inside the loop? could you please make an example here. thank you in advance. But the output figure is overwritten at the end. there not different information in the same plot.
Kevin Chng
Kevin Chng el 25 de Oct. de 2018
clear;
p0=6
T1=5;
T0=T1/2/sqrt(log(2));
h=1;
gama=[1.20,2.90,3.1,4.4,5.3];
for i=1:1:length(gama)
beta=0;
T=0.3;% total pulse with (TFWHM)
N=285;% Soliton order
n=-N/2:(N/2-1);
t=n.*T;% order
uszgz0=exp(-t.^2./(2*T0^2));
usz=exp(-t.^2./(2*T0^2));% Dispersion
A0=sqrt(p0)*uszgz0;% Amplitude
dfait=1/T0*h*gama(i)*p0*(t/T0).*exp(-(t/T0).^2);
%for k=1:10
u0=usz;
usz=abs(u0).*exp(-h*j*gama(i)*p0*(abs(u0).^2));%first order with Chirp parameter
fusz=fftshift(fft(usz));% Spectrum
end
f=(0:(N-1))./(N*T)*1e3-1/(2*T)*1e3;
Az=usz*sqrt(p0);%
figure(1)
hold on
plot(t,A0.^2,'b-o',t,A0.^2,'r.-','Linewidth',6)
title('Pulse Evolution');
xlabel('Time (ps) ');
ylabel('Power(W)');
set(gca,'FontSize',24);
legend ('Matlab IN','After SPM');
legend boxon
grid on;
xlim([-10,10];
hold off
figure(2)
hold on
plot(f,fftshift((T*abs(fft(uszgz0))).^2)/N,'g','Linewidth',6)
hold on
plot(f,(T*(abs(fusz))).^2/N,'b','Linewidth',4)
title('Pulse Evolution');
xlabel(' Frequency (GHz)');
ylabel('Power (W)');
set(gca,'FontSize',24);
legend ('Matlab IN','After SPM');
legend boxon
grid on;
xlim([-900,900])
grid on
hold off
end
%end

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KSSV
KSSV el 25 de Oct. de 2018
Check the below pseudo code, which plots the same function for different values and the function is plotted in a loop. Understand the below code and apply it to your case.
x = linspace(0,2*pi) ;
A = 1:10 ;
figure
hold on
for i = 1:length(A)
y = A(i)*sin(x) ;
plot(x,y)
end

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