Mar24-10, 08:21 PM
Hi, I'm stuck on this derivation:
Derive an equation which shows that the temperature varies hyperbolically with the radius r for steady-state conduction of heat in a hollow sphere.
I know the answer is:
(T-T1)/(T2-T1) = (r2/(r2-r1))(1-(r1-r))
But how do you get it?
I also know that q = (T1-T2)/((1/r1-1/r2)/(4pik))
|Register to reply|
|Solid sphere inside a hollow sphere.||Introductory Physics Homework||14|
|Hollow sphere or sphere with beams||General Engineering||2|
|Potential Inside a Hollow Conduction Sphere...||Advanced Physics Homework||2|
|Hollow Sphere||Introductory Physics Homework||7|