I'm not sure how to set up the differential equations to start this problem, anyone previously done something similar to this that might be able to help?
Consider a rectangular 3D body with dimensions a, b, c. The body has initial temperature T = 0. At moment t = 0 all sides of the body are set at T = TS. Set up the boundary value problem and derive the solution for the temperature distribution T(x,y,z;t).
Consider a rectangular 3D body with dimensions a, b, c. The body has initial temperature T = 0. At moment t = 0 all sides of the body are set at T = TS. Set up the boundary value problem and derive the solution for the temperature distribution T(x,y,z;t).