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George
07/28/12 7:13pm

I think I have something close to what I need, but in Maple :

PDE := n*(diff(h(theta, phi, t), t)) = (diff(K*(diff(h(theta, phi, t),
theta)), theta))/(r^2*sin(phi)^2)+(diff(K*sin(phi)*(diff(h(theta, phi,
t), phi)), phi))/(r^2*sin(phi)) ;
sol := pdsolve(PDE, h(theta, phi, t));

but still don't know how to write this down in Mathematica...

Any ideas ?

Thank you

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Subject (listing for 'Heat equation at sphere's surface')
Author Date Posted
Heat equation at sphere's surface George 07/25/12 6:38pm
Re: Heat equation at sphere's surface Michael 07/26/12 07:56am
Re: Re: Heat equation at sphere's surface George 07/26/12 9:14pm
Re: Heat equation at sphere's surface George 07/28/12 7:13pm
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