fsurf and function handles.
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I rewrite my question in the hope of making it clearer.
Let H be a vertical half-plane in bounded by the vertical axis . In H, we use coordinates z, the height, and r, rhe distance from the vertical axis. So . A square card Cwith sidelength 2 lies flat on H, and is pinned through the centre of C to the point . C rotates freely about the pin, while remaining within H.
Now we start rotating Crotating about the pin through its centre at the rate of one revolution per minute, and then we start H rotating about the vertical axis at the rate of one revolution per minute.
The task is to draw the volume swept out by C. Here is my (failed) attempt.
R = 5;
A(:,1) = [1;1]; A(:,2) =[1;-1]; A(:,3)=[-1;1]; A(:,4) = [-1;-1];
A(:,5) = A(:,1);
syms rot(ang);
rot(ang) = [cos(ang),-sin(ang);sin(ang),cos(ang)];
syms edge(i,s);
edge(i,s) = [R;0] + s*A(:,i) + (1-s)*A(:,i+1);
figure; hold;
for i = 1:4
% use? second coordinate of the vector rot(ang)*edge(i,s) to specify funz
% use? first coord, say r, of the vector rot(ang)*edge(i,s) to specify
% funx as r*cos(ang) and funy as r*sin(ang)
fsurf(funx,funy,funz,[0,1,0,2*pi]);
end
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