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.
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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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