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Tejaskumar/
Time-variant-Heat-Equation-2D

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	Description:




	
	- 2D heat equation (diffusion) simulated on a 64x64 grid using an explicit finite-difference solver.




	
	- Time integration: forward Euler with stable timestep dt = 0.25 * dx^2 / alpha, where dx = 1/64.




	
	- Boundary conditions included (separate folders):

periodic
neumann (zero-flux)
dirichlet (fixed temperature = 0.0)

- Initial condition modes:

blobs, step, ring, collide, moving

'moving' mode includes a moving heat source… See the full description on the dataset page: https://huggingface.co/datasets/Tejaskumar/Time-variant-Heat-Equation-2D.

Tejaskumar/Time-variant-Heat-Equation-2D

Tejaskumar/
Time-variant-Heat-Equation-2D