hghulfg1 / cujac

GPU-Accelerated Heat Equation Solver using Finite Difference Method

This project provides a CUDA-accelerated implementation of the finite difference method to solve the heat equation in 2D. The code is optimized to run on NVIDIA GPUs, leveraging the parallel processing power of CUDA. Additionally, bindings in C and Fortran are provided to facilitate integration with various projects.

Introduction

The heat equation is a partial differential equation describing the distribution of heat in a given region over time. This project uses the finite difference method to approximate the solution of the heat equation in two dimensions, with ongoing work to extend the implementation to three dimensions.

License

This project is licensed under the MIT License. See the LICENSE file for details.