- #1
bossman007
- 60
- 0
Hi all, I am wondering how I plot the steady state temperature distribution of a square flat sheet in maple. I solved the initial partial differential equation I was given and ended up with a function generalized as
T(x,y) =(constants)*sum(stuff).
Which is a Fourier series representing how the temperature flows through my sheet. Only one side of the square sheet is being heated so I have a general idea of how the graph should look, but I'm a maple newbie and wondering if from this explanation if anyone can be a help and provide a template helping me choose the right plot to pick, the commands and calls and how to set up my initial boundary conditions
T(x,0)= 0
T(S,y)=0
T(0,y)=0
T(x,S)=T_0 <==this is the edge being heated
If anyone wants more information please let me know! Many thanks
T(x,y) =(constants)*sum(stuff).
Which is a Fourier series representing how the temperature flows through my sheet. Only one side of the square sheet is being heated so I have a general idea of how the graph should look, but I'm a maple newbie and wondering if from this explanation if anyone can be a help and provide a template helping me choose the right plot to pick, the commands and calls and how to set up my initial boundary conditions
T(x,0)= 0
T(S,y)=0
T(0,y)=0
T(x,S)=T_0 <==this is the edge being heated
If anyone wants more information please let me know! Many thanks