Solves simple diffusion equation in 1D
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Updated
Dec 8, 2016 - Fortran
Solves simple diffusion equation in 1D
Numeric solution of the wave partial differential equation in 2D and 3D using the explicit and implicit methods of finite differences.
Materials developed to Computational Physics course.
A standard P2 2-D Discontinuous-Galerkin-Method program written by Fortran
This program was done as an assignment in my graduate Computational Physics course at San Diego State University. It solves the time-dependent Schrodinger equation within a box for two different scenarios, zero and harmonic_well potentials, using the Crank-Nicolson method.
Undergraduate project to compute the solution of the heat equation across a 3d cube
Chebyshev Polynomial Software for Elliptic-Parabolic Systems of PDEs
A Fortran implementation of high-resolution WENO schemes for hyperbolic conservation equations
PyClaw is a Python-based interface to the algorithms of Clawpack and SharpClaw. It also contains the PetClaw package, which adds parallelism through PETSc.
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