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♨ 2D Heat Transfer in a Surface Domain (Gauss-Seidel and ADI method) ♨

🟢 Python script to solve the 2D heat equation and gain temperature distribution contours, using Gauss-Seidel and ADI (Alternating-direction implicit) method.
🟢 This solution is based on finite difference method.

🧬 Input variables to define the problem:

lx: Width (in meters)
ly: Height (in meters)
Nx: Number of nodes along the x axis
Ny: Number of nodes along the y axis

T[:, 0]: Temperature on left
T[:, -1]: Temperature on right
T[0, :]: Temperature on top
T[-1, :]: Temperature on bottom

The default tolerance is set to 1e-05.

🤖 Usage

Just replace the existing values of input parameters with your desired values and run the code.

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Python script to solve the 2D heat equation (Laplace's equation) and gain temperature distribution on a surface using Gauss-Seidel or ADI. method

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