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Solving for steady state using implicit approach. Using iterative solver like Jacobi, Gauss Seidel and Successive over relaxation method for computing the temperature values.

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DhruveshPotekar/Steady-state-2D-Heat-conduction

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Steady-state-2D-Heat-conduction

The Boundary conditions for the problem are as follows;

Top Boundary = 600 K
Bottom Boundary = 900 K
Left Boundary = 400 K
Right Boundary = 800 K

Iterative solver is used to solve the system of linear equations and there are three types of solver Jacobi, Gauss Seidel and SOR method.
I used three methods for solving it implicitly

  1. Jacobi
  2. Gauss-seidel
  3. Successive over-relaxation

Result by Jacobi

Result by Gauss-seidel

Result by Successive over-relaxation

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Solving for steady state using implicit approach. Using iterative solver like Jacobi, Gauss Seidel and Successive over relaxation method for computing the temperature values.

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