Poisson Equation Solver Using The Finite Element Method
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Updated
Apr 19, 2017 - C++
Poisson Equation Solver Using The Finite Element Method
Solves the steady-state advection equation using the discontinuous Galerkin method.
Multithreaded Poisson Equation solver which uses the mixed finite element method
Distributed Poisson Equation Solver Using The Local Discontinuous Galerkin Method
Semiconductor Device Simulator in 2D and 3D
Navier Stokes equation is solved by using Chorin's projection method
This is a consolidated repository of the research work and credits at the Department of Mechanical Engineering, University of Wisconsin Madison under Dr. Shiva Rudraraju
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Mainly a daily chronicle of the lab work, 2263 MEB, UW Madison
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Master's Project on Geometric multigrid preconditioners for the Poisson problem using the deal.II FEM library
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2D model of river discharge into the see, solver uses Finite Elements approach.
Auxiliary functions for dealii such as special tensor operators
Install deal.ii on Fedora Workstation
Finite elements solver for hydrodynamics equation. Current version is tuned to model river discharge into the sea with sea3d-whole2.unv mesh. Using deal.II for matrix resolutions.
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