Vectors mut be the same length.
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Alisa-Oleksandra Kotliarova
on 23 Dec 2023
Commented: Sulaymon Eshkabilov
on 23 Dec 2023
I have the following code:
% Вектор абцис частотних функцій і кут:
lomega=logspace(-1,1);
pl=lomega*1i;
% Передатна функція:
Wl=k./(T2*T1*p.^2+T1*p+1);
% Модуль передатної функції і її логарифмічний вигляд:
Al=abs(Wl);
L=20*log10(Al);
%Перевод даних в градуси:
fil=angle(Wl);
fil_d=fil.*180./pi;
H=20*log10(fil_d);
figure(3);
subplot(2,1,1);
semilogx (lomega, L), grid on
title('ЛАЧХ');%ЛАЧХ;
xlabel('ω');
ylabel('A');
subplot(2,1,2);
semilogx (lomega, H), grid on
title('ЛФЧХ');%ЛФЧХ;
xlabel('ω');
ylabel('φ');
It only gives:
Error using semilogx
Vectors must be the same length.
Error in Lab3_var5 (line 63)
semilogx (lomega, L), grid on
How can I correct it? Thank you.
3 Comments
Dyuman Joshi
on 23 Dec 2023
Edited: Dyuman Joshi
on 23 Dec 2023
There are many undefined variables in the code above.
The number of elements of the variables (or vectors) to be plotted, lomega and L, are not the same.
To correct the error, make sure both variables have the same number of elements.
Image Analyst
on 23 Dec 2023
What is the size of lomega and H? Evidently they don't have the same number of elements. Do you know how to debug? Look in the workspace panel for the sizes of the variables.
Accepted Answer
Sulaymon Eshkabilov
on 23 Dec 2023
Check what is the size of the transfer function W1 size at first and then the question becomes clear.
Since k, T1, T2 are not given in your code, just assuming them to be scalars, your code works ok:
lomega=logspace(-1,1);
pl=lomega*1i;
% Assuming these values for k, T1, T2
k = 1;
T1 = 1;
T2 = 2;
p=pl;
% Передатна функція:
Wl=k./(T2*T1*p.^2+T1*p+1);
% Модуль передатної функції і її логарифмічний вигляд:
Al=abs(Wl);
L=20*log10(Al);
%Перевод даних в градуси:
fil=angle(Wl);
fil_d=fil.*180./pi;
H=20*log10(fil_d);
figure(3);
subplot(2,1,1);
semilogx(lomega, L), grid on
title('ЛАЧХ');%ЛАЧХ;
xlabel('ω');
ylabel('A');
subplot(2,1,2);
semilogx(lomega, H), grid on
title('ЛФЧХ');%ЛФЧХ;
xlabel('ω');
ylabel('φ');
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