Hello there!
I'm having throuble with a quiver plot. There's this M vector field I want to display over this curved ribbon callend by plotaFita( ) in the code bellow. All vectors should look the same size but it looks a lot bigger in the curve maximum. Any ideias? It's funny because when I put the zero in quiver scale I do got a field with constant norm, but it's completly different, with the arrows all over the origin of the plot.
Omega = @(theta) 2*atan( exp( (theta-theta0)/delta ) );
Mr = @(theta) Ms*sin(fi).*sin(Omega(theta));
Mtheta = @(theta) Ms*cos(Omega(theta));
Mz = @(theta) Ms*cos(fi).*sin(Omega(theta));
Mx = @(theta) Mr(theta).*cos(theta) - Mtheta(theta).*sin(theta) ;
My = @(theta) Mr(theta).*sin(theta) + Mtheta(theta).*cos(theta) ;
XYZ = plotaFita(dr,dz,Raio,Nx,Nz); hold on;
[n,m] = size(XYZ);
X = XYZ(:,1:(m/3)); Y = XYZ(:,(m/3 + 1):(2*m/3)); Z = XYZ(:,(2*m/3+1):end);
Theta = atan(Y./X);
quiver3(X,Y,Z,Mx(Theta),My(Theta),Mz(Theta));
%quiver3(X,Y,Z,Mx(Theta),My(Theta),Mz(Theta),0);

6 Kommentare

KSSV
KSSV am 16 Aug. 2022
We cannot run your code as the function: plotaFita is not given here. One suggestion is replace atan with atan2.
Gabriel Silva
Gabriel Silva am 12 Okt. 2022
I'm attaching here this function so you can do it.
Gabriel Silva
Gabriel Silva am 16 Okt. 2022
Do anyone else got any other ideia?
KSSV
KSSV am 16 Okt. 2022
It is not a complete code. How you expect us to run?
XYZ = plotaFita(dr,dz,Raio,Nx,Nz); hold on;
dr, dz, Raio, Nx, Nz not defined. Okay, we can go ahead with some values. But how about variables in the below lines?
Omega = @(theta) 2*atan( exp( (theta-theta0)/delta ) );
Mr = @(theta) Ms*sin(fi).*sin(Omega(theta));
Mtheta = @(theta) Ms*cos(Omega(theta));
Mz = @(theta) Ms*cos(fi).*sin(Omega(theta));
Gabriel Silva
Gabriel Silva am 16 Okt. 2022
Bearbeitet: Gabriel Silva am 21 Okt. 2022
Oh, sorry, I forgot about these values.
I use:
dr = 2e-06 ; dz = 1.8e-6; Raio = 3.1831e-05; Nx = 15; Nz = 10;
and
theta0 = pi/2; delta = 1.0504e-06; Ms = 813 ; fi = pi/2
Gabriel Silva
Gabriel Silva am 21 Okt. 2022
Do you think you can run now, KSSV?

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am 15 Aug. 2022

Bearbeitet:

am 21 Okt. 2022

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