Quote (doginal @ Sun, Nov 9 2008, 06:27pm)
Solve the heat equation with time-independent sources and boundary conditions
Δu = k δ2u + Q(x)
Δt......δx2
U(x,0) = f(x)
if an equilibrium solution exists. Analyze the limit as t approaches infinity.
Assume
Q(x) = 0, u(0,t) = A, u(L,t) = B
edit: ignor the ..... just used as spacer
What class is this? I might be able to help, let me find my old calc book lol
This post was edited by Meeker on Nov 9 2008 08:40pm