Plotting a 3d plot using multiple for loops: using s parameter matrix (Z_PARAMS must not be NaN)
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Hi all
I am wanting to plot a 3d graph , it will be S21 magnitude vs Frequency vs Distance. I have created a for loop that plots s21 against frequency, and I can plot that as a 2d plot at different distances. I write out a Z matrix and use the function z2s to convert to the s matrix. But when I implement the for loop for the distance variable (d) I recieve the error messages:
Error using CheckNetworkData (line 44)
Z_PARAMS must not be NaN
Error in z2s (line 17)
[m, z_params] = CheckNetworkData(z_params, 'N', 'Z_PARAMS');
Error in SinglSparam (line 58)
s_params = z2s(z_params);
This is the 2d graph I can plot:
Ideally I would like to plot a 3d graph that looks something similar to this (if you were to replace k23 with distance (d)):
clc
clear all
syms d
syms w
hold on
for d = 0:1.5e-06:0.015 %distance between 0 nd 0.0015 meters (same number of loops as)
RadiusA=0.006;
RadiusB=0.006;
NA=2;
NB=10;
doutA=0.013;
dinA=2*RadiusA;
doutB=0.016;
dinB=2*RadiusB;
DavgA=(doutA+dinA)/2;
DavgB=(doutB+dinB)/2;
pA=(doutA-dinA)/(doutA+dinA);
pB=(doutB-dinB)/(doutB+dinB);
LB=0.5*1.25663706E-06*NA^2*DavgA*(log(2.46/pA)+0.2*pA^2)
LA=0.5*1.25663706E-06*NB^2*DavgB*(log(2.46/pB)+0.2*pB^2)
m=(4*RadiusA*RadiusB)/((RadiusA+RadiusB)^2+d^2);
[K,E] = ellipke(m);
M = NA*NB*4*pi*0.0000001*(sqrt(RadiusA.*RadiusB)/sqrt(m))*((2-m)*K-2.*E)
KfactorCalc = M/sqrt(LA*LB);
RS = 5
RL = 5
R1 = 0.01
R2 = 0.001
C1 = 54.85e-12
C2 = 1.064e-09
t = 0
for i = 0:1e04:100e06 %frequency (0 and 100Mhz)
for w = i*2*pi %converting to w
t=t+1 %counter to count the number of times the for loop has repeated
Z11 = R1+1i*w*LA + (1/(1i*w*C1)) +RS;
Z12 = 1i*w*M;
Z21 =1i*w*M;
Z22 = R2+1i*w*LB + 1/(1/RL+1i*w*C2);
z_params = [Z11,Z12; Z21,Z22];
s_params = z2s(z_params);
y(t)= abs(s_params(2,1)); %creating an array
x = 1:t;
end
end
plot3(x,y,d);
ylim([0 1]);
xlim([1000 2000]);
title('S21 vs Frequency');
xlabel('Frequency (kHz))');
ylabel('S21 Magnitude');
end
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回答(1 个)
Alan Moses
2021-2-24
The error occurs because there is a multiplication of zero and infinity happening which causes a NaN to be input to the z2s function. You may need to handle some boundary conditions to ensure that NaN is not input to z2s function.
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