renbaifen

renbaifen's Stars

• jingchangshi/RoeRiemannSolver

  1D Roe Riemann Solver

  Language:C++102

• i12cu84/Numerical-Approximation-Matlab

  Lagrange's interpolation Newton interpolation Analogue function Hermite interpolation function Spline interpolation Polynomial canonical orthogonal fit Newton-cotes formula Euler's method

  Language:MATLAB7

• jacometoss/Runge_Kutta_4th_6th

  Runge Kuttta 4to y 6to orden: El método de Runge-Kutta (RK) es un conjunto de métodos iterativos (implícitos y explícitos) para la aproximación de soluciones de ecuaciones diferenciales ordinarias, en esta documentación se muestra el de cuarto y sexto orden. Otro método agregado es la Regla Trapezoidal que puede ser explicita, para diferenciar los métodos de solución explicito e implícito se agregan los dos puntos siguientes:

  Language:Scilab2

• arya-ht/Numerical-methods---Linear-approximation

  These programs approximate your function using Runge-Kutta 4th order, Euler,Heun,midpoint rule, Bisection method and Newton, Raphson method.

  Language:C1

• FestaDydx/Solving-a-System-of-First-Order-ODEs-using-Numerical-Methods

  This file contains python codes for solving systems of first order ODEs. It consist of the implementation of the Euler's Method, Runge Kutta 2nd Order Method (i.e. Heun's, Midpoint, Ralston's Method), Runge Kutta 3rd Order Method and Runge Kutta 4th Order Method.

  Language:Jupyter Notebook2

• kylekanos/Euler1D

  Solves 1D Euler equations using either Central Upwind or Kurganov-Tadmor scheme

  Language:FORTRAN33

• hlim88/dg-rmhd-proj

  Discontinuous Galerkin methods to solve PDE

  Language:Matlab143

• jdongg/numCL

  Finite volume and difference methods for conservation laws

  Language:Python91