Here is top and side views of the problem.
In the problem, we have a homogeneous solid with known thermal conductivity and specific heat, Q(t) (periodic heat flux) is a known function as well. We wanted to find the steady-state temperature distribution.
I have a half-space where at z=0, I have a periodic heat flux q=A*sin(2w*t) on circular region with radius a, where the rest of surfaces can be assumed adiabatic. I would like to find the temperature distribution due to this boundary condition. I also would like to find the frequency-dependent...
