2D Heat conduction problem with irregular boundaries Farzad Azizizade L, L1, L2, alpha, and beta that I used in the report file differ from those in the codes I uploaded here. Values in the codes are: L=32 L1=16 L2=64 alpha=50 deg beta=70 deg
Code1 : Jacobi-Gauss Seidel (Point and Line)-PSOR and LSOR with all wall temperature B.C
- temp at x=16 or L/2
- temp at y=32 or L2/2
- Tec plot files and Excel Export
Code2 : Jacobi-Gauss Seidel (Point and Line)-PSOR and LSOR with:
1- up and down walls temperature B.C 2- left and right wall dT/dn=0 B.C
- temp at x=16 or L/2
- temp at y=32 or L2/2
- Tec plot files and Excel Export
Code3 : Jacobi-Gauss Seidel (Point and Line)-PSOR and LSOR with:
1- left and right walls temperature B.C 2- up and down wall dT/dn=0 B.C
- temp at x=16 or L/2
- temp at y=32 or L2/2
- Tec plot files and Excel Export
Code4 : Jacobi-Gauss Seidel (Point and Line)-PSOR and LSOR with:
1- all walls temperature B.C 2- Square on the surface with temperature B.C
- temp at x=16 or L/2
- temp at y=32 or L2/2
- Tec plot files and Excel Export