Below are my codes
n = 5*10e12;
vf = 1.0*10e6;
mo = 9.109*10e-31;
m = 0.44*mo;
tau = 10e-12;
e = 1; %1.6022e-19;
E0 = 10; % Unit in KV/m
s = 3.5*10e3;
hBar = 1; %6.52*10e-16;
Ed = 50;
Eo = 8.85*10-12;
B = [0.1, 0.2, 0.3]; % Unit in Tesla
W = linspace(0,10, 101); % However many you want.
k = W./s;
a0 = (2*pi*(hBar^2)*Eo)/m/e^2;
s0 = ((e^2)*n*tau)/m;
jo = 1./(e*n*vf);
[L] = meshgrid(-10000:200:10000); % 1:0.1:3 span for 'q'
legendStrings = cell(length(B), 1);
for k1 = 1:length(B)
thisN = B(k1);
Wc = ((e.*thisN)./m);
g = 1 + (1i.*Wc.*tau); gstar = 1 - (1i.*Wc.*tau);
BF = repmat(((k.*vf)./Wc),101,1);
for i = 1:length(W)
R = (L.*(besselj(L,BF).^2))./(1-1i.*(W(i)-(L.*Wc)).*tau);
Rx = ((Wc./k).*sum(R(:)));
Sx = ((L.*besselj(L,BF)).^2)./(1-1i.*(W(i)-(L.*Wc)).*tau);
Sxx = ((2*s0)./(BF.^2)).*sum(Sx(:));
gkw = 1+(1i.*(1./(Eo*(Ed+1))).*(Sxx./(s - Rx)));
J = besselj(L,BF)./(1-1i.*(W(i)-(L.*Wc)).*tau).*(L+((k.*a0.*Sxx)./(Wc.*tau)./(Eo.*(s-Rx)))).*((g.*(L+1).*besselj(L+1,BF))+(gstar.*(L-1).*besselj(L-1,BF)));
Jx = jo.*((abs((s0*E0)./gkw)).^2).*(1./(BF.^2)./(1+(Wc.*tau).^2)).*sum(J(:));
end
legendStrings{k1} = sprintf('B = %.3f', thisN);
plot(W, real(Jx), '-', 'LineWidth', 2, 'MarkerSize', 15);
hold on;
drawnow;
end
grid on;
fontSize = 15;
xlabel('\omega (ns^{-1})', 'FontSize', fontSize)
ylabel('\it j_{x} (\mu A/m)', 'FontSize', fontSize)
title('\it j_{x} (\mu A/m) vs. \omega (ns^{-1}) ', 'FontSize', fontSize)
legend(legendStrings, 'Location', 'Best')

 采纳的回答

maiaL
maiaL 2020-9-3

0 个投票

Nothing is plotted because Jx is all NaN's, so something is wrong with your calculations.

6 个评论

I don't know what this script is about, seems to be something with eletric/electromagnetic fields. But upon a quick inspection, the source of the NaN's is from divisions by zero in line 29:
Sxx = ((2*s0)./(BF.^2)).*sum(Sx(:));
The first column of BF are zeros, so you have some divisions by zero there.
Plotting this equation numerically so I used meshgrid
Can't help you with the math. The plot part of the script looks alright. It's just that what you're trying to plot are NaN's.
Is there any way to plot this numerically ... because of the summation?
I dont understand what you're asking.
I used grid to plot those equations numerically. And am asking whether there is another way to plot same equations using vectors numerically

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