Implements the continuous Galerkin spectral element method to solve the Schrödinger equation
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Updated
Dec 9, 2021 - C++
Implements the continuous Galerkin spectral element method to solve the Schrödinger equation
Concurrent partial differential equation solver
Computational framework for solving the radiative transfer equation in one spatial dimension using a Godunov-type finite volume method with piecewise linear reconstruction of the solution within each cell of the computational domain.
A parallel C++ finite element framework for problems in solid mechanics and heat transfer
Finite element solver of diffusion-reaction systems
C++ code for pricing options under Feller-Levy models using the Finite Element Method
Application of the C++ deal.II Library for solving Partial Differential Equations from Applied Mathematics and the Physical Sciences
Numerical solution to the Convection-Diffusion Equations in Fluid Mechanics. Application to solve a diagonal flow and to solve the Smith-Hutton problem.
Project of the course Numerical Methods for Partial Differential Equations of Politecnico di Mliano
Cross platform algebraic multigrid implementation using C++, Eigen3, and Catch2.
Full finite-element code from scratch with SIMD-accelerated equation solver based on conforming finite elements with tests and example solution to Laplace equation.
Navier Stokes equation is solved by using Chorin's projection method
Mesh techniques for an ellipse for purpose of CFD.
C++ Single-Header Method of Weighted Residuals for n-D PDEs
Solving the two-dimensional partial differential equation Nagumo using the finite differences method (FDM) and the BiCGSTAB solver
Numerical solution to the incompressible Navier-Stokes Equations using the Fractional Step Method. Application to solve the 2D Driven-Cavity problem.
Spectral Integration and Differentiation Algorithms. Includes FFTs, Chebyshev Transforms, and Hankel transforms. Exponential time differencing and integrating factor Runge-Kutta methods.
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