Hi there,
can someone please tell me why my program outputs such a line?
it should look like this:
This is my code:
[u,v] = meshgrid(linspace(-2.5,2.5,40),linspace(-2.5,2.5,40));
x = u-(u.^3/3)+u.*v.^2;
y = -v+(v.^3/3)-v.*u.^2;
z = u.^2-v.^2;
mesh(x,y,z)
hold on
axis equal;
[t,X] = ode45(@Enneper,[0,4*pi],[0,.1,0,.1]);
u = X(:,1);
v = X(:,3);
x = u-(u.^3/3)+u.*v.^2;
y = -v+(v.^3/3)-v.*u.^2;
z = u.^2-v.^2;
plot3(x,y,z,'color','r','LineWidth',1);
function xprime = Enneper(t,x)
xprime = zeros(4,1);
xprime(1) = x(2);
xprime(2) = (2.*x(1).*x(4).^2)/(x(1).^2+x(3).^2+1)-(2.*x(1).*x(2).^2)/(x(1).^2+x(3).^2+1)-(4.*x(3).*x(2).*x(4))/(x(1).^2+x(3).^2+1);
xprime(3) = x(4);
xprime(4) = (2.*x(3).*x(2).^2)/(x(1).^2+x(3).^2+1)-(2.*x(3).*x(4).^2)/(x(1).^2+x(3).^2+1)-(4.*x(1).*x(2).*x(4))/(x(1).^2+x(3).^2+1);
end
Thanks!

Réponses (1)

Cris LaPierre
Cris LaPierre le 12 Nov 2020

0 votes

You create that line with your plot3 command. If it should be doing what is shown in your other images, you may need to check your equations for x, y, and z.

9 commentaires

cheb
cheb le 12 Nov 2020
Hi, thank you for your answer. The equations for x, y, z are all correct
Cris LaPierre
Cris LaPierre le 12 Nov 2020
Modifié(e) : Cris LaPierre le 12 Nov 2020
Some quick googling suggests that the lines you desire are created by setting u and v equal to zero.
cheb
cheb le 12 Nov 2020
I also found and tried that, but then I get unfortunately an error message in my code
Cris LaPierre
Cris LaPierre le 12 Nov 2020
Worked for me. The image I created is in my post above.
cheb
cheb le 12 Nov 2020
really? can you maybe show me where exactly you defined that? I have only started programming a few weeks ago and probably defined it in the wrong place
Cris LaPierre
Cris LaPierre le 12 Nov 2020
I'll get you started.
  1. Find your equations for x,y and z at the bottom of your code.
  2. Change all the u's to 0.
  3. Run your code.
cheb
cheb le 12 Nov 2020
I'm trying that out now. Are the equation for x,y and z at the bottom:
, , ?
cheb
cheb le 12 Nov 2020
Sorry, i don't get it. Can you please show me, how you did that?
Cris LaPierre
Cris LaPierre le 12 Nov 2020
I suggest you reread items 1-3. I answer your questions there.

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le 12 Nov 2020

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