Daniel's Math Library
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Updated
Jul 31, 2016 - Fortran
Daniel's Math Library
Solves simple diffusion equation in 1D
Implementation of the 1D scheme for Poisson equation, described in the paper "A Cartesian Grid Embedded Boundary Method for Poisson's Equation on Irregular Domains", by Hans Johansen and Phillip Colella, JOURNAL OF COMPUTATIONAL PHYSICS 147, 60–85 (1998).
Basic numerical methods implemented in FORTRAN
Parallel Multigrid solvers for Poisson, modified Helmholtz and implicit hyperdiffusion
Adaptive Multistep Numerical ODE Solver
Provide an example which illustrates how to use the RKC package.
This is an implementation of quadratic conservation shallow water model. (please take a look at https://github.com/dongli/gamil-dycore)
This is a 3D scalable static/dynamic program for solving complex PDEs in mechanics. I built it during my 3.5 years' PhD study at MIT (for details please refer to my publications in researchgate website )
Implement finite volume scheme to solve the Laplace equation (3.4), page 33 of "Finite Volume Methods", by Robert Eymard, Thierry Gallouet, and Raphaele Herbin. The link of the book: https://www.cmi.univ-mrs.fr/~herbin/PUBLI/bookevol.pdf
Lifting Line Theory application to Horizontal Axis Wind Turbine Blades
Parallel Software for Implicit Differential Equations
Numerical methods and Physics problem and solution with FORTRAN
Implementación de varios métodos numéricos (muy) básicos en 4 lenguajes distintos
A dynamical core for global atmospheric modeling
An idea for solving a given numerical integration using 3 methods. Trapezoid method, Romberg algorithm matrix and a Newton Cotes 4-point Simpson's Rule method
TRiSK-based Multiple-Conservation dynamical cORE
Multigrid method with arbitrary level on V and Full cycle
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