Unable to perform assignment because the indices on the left side are not compatible with the size of the right side.

2 views (last 30 days)
When i try to run the code i am getting an error "Unable to perform assignment because the indices on the left side are not compatible with the size of the right side".
Whats wrong? I did not understand.
Nx=50;
Ny=50;
Mx=20e-9;
My=20e-9;
x=linspace(-Mx/2,Mx/2,Nx);
y=linspace(-My/2,My/2,Ny);
[X,Y]=meshgrid(x,y);
Vb1=0.228;
Rx1=5e-9;
Ry1=5e-9;
alfa=0e-9; w=1E+12; T=2*pi/w;
for i=numel(x)
fx =@(t) x(i) + alfa.*sin(w.*t);
idx=@(t) (fx(t)./Rx1).^2 + (Y./Ry1).^2 < 1;
Vb = @(t) idx(t).*0 + (1-idx(t)).*Vb1;
V0(i) = (1/T).*integral(Vb,0,T,'ArrayValued',true);
end
Unable to perform assignment because the indices on the left side are not compatible with the size of the right side.

Answers (1)

Torsten
Torsten on 3 Mar 2022
Nx=50;
Ny=50;
Mx=20e-9;
My=20e-9;
x=linspace(-Mx/2,Mx/2,Nx);
y=linspace(-My/2,My/2,Ny);
Vb1=0.228;
Rx1=5e-9;
Ry1=5e-9;
alfa=0e-9; w=1E+12; T=2*pi/w;
T = 1.0;
for i=numel(x)
for j = 1:numel(y)
fx =@(t) x(i) + alfa.*sin(w.*t);
idx=@(t) (fx(t)./Rx1).^2 + (y(j)/Ry1).^2 < 1;
Vb = @(t) idx(t).*0 + (1-idx(t)).*Vb1;
V0(i,j) = (1/T).*integral(Vb,0,T,'ArrayValued',true);
end
end
  5 Comments
Özgür Alaydin
Özgür Alaydin on 4 Mar 2022
Edited: Özgür Alaydin on 4 Mar 2022
Dear Torsten
As you suggest i checked the formula of Vb. To me, it is okey.
To check that first tried the function given below.
Nx=50;
Ny=50;
Mx=20e-9;
My=20e-9;
x=linspace(-Mx/2,Mx/2,Nx);
y=linspace(-My/2,My/2,Ny);
[X,Y]=meshgrid(x,y);
Vb1=0.228;
Rx1=5e-9;
Ry1=5e-9;
alfa=0e-9; w=1E+12; T=2*pi/w;
idx=(X/Rx1).^2 + (Y/Ry1).^2 < 1;
V0=(idx)*0 + (1-idx)*Vb1;
surf(x*1e9,y*1e9,V0)
I got the figure as i want. Then i tried updated function given below but i could not get the result.
Loop creates zero except last row as i wrote you earlier. The value of the last row is as desired but I could not figure out what is wrong.
Thanks for advance.
clear
Nx=50;
Ny=50;
Mx=20e-9;
My=20e-9;
x=linspace(-Mx/2,Mx/2,Nx);
y=linspace(-My/2,My/2,Ny);
Vb1=0.228;
Rx1=5e-9;
Ry1=5e-9;
alfa=0e-9; w=1E+12; T=2*pi/w;
T = 1.0;
for i=numel(x)
for j = 1:numel(y)
fx =@(t) x(i) + alfa.*sin(w.*t);
idx=@(t) (fx(t)./Rx1).^2 + (y(j)/Ry1).^2 < 1;
Vb = @(t) idx(t).*0 + (1-idx(t)).*Vb1;
V0(i,j) = (1/T).*integral(Vb,0,T,'ArrayValued',true);
end
end
surf(x*1e9,y*1e9,V0)

Sign in to comment.

Categories

Find more on Simulink Coder in Help Center and File Exchange

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!