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15 public repositories
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I have tried to explain the multi-step-methods of solving ODEs via Adams-Bashforth and Adams-Moulton methods which are explicit and implicit methods respectively. I also have implemented them explicitly to solve for a system of ODEs, I have also done an explicit implementation of fourth order Runge-Kutta method in the process as it is needed.
Updated
May 11, 2024
Jupyter Notebook
Updated
May 13, 2020
TypeScript
A Navier Stokes cell-centered FVM method - a testbed for experimenting with solutions on irregular and regular meshes in lid cavity environments.
Updated
Jan 3, 2024
Visual Basic .NET
Implementations of various numerical integration methods, written in plain Java.
Implementation of numerical methods to find solutions of systems of linear equations and find points in a curve given by a set of equations.
Some basic algorithms for Procedural Geometry
Updated
May 31, 2021
Jupyter Notebook
CFD solution of quasi-1D nozzle flows using finite difference approach
Updated
Nov 22, 2022
MATLAB
Algorithms used in classes. Numerical methods for ordinary differential equations.
Updated
Feb 1, 2019
Jupyter Notebook
Collection of fixed-step IVP solvers. Includes support for matrix-valued IVPs, and provides functions for generating IVP solver equations.
Updated
Sep 18, 2022
HTML
Python and MATLAB code to find the solution of First Order Differential Equations given a certain initial/boundary condition.
Updated
Jul 8, 2020
Python
A fast Navier Stokes FD solver for a Lid Cavity flow problem written in C# and .NET 7 with WinForms.
Evaluating the Lorenz Attractor using Runge-Kutta, Predictor-Corrector and Euler methods.
Updated
Jun 14, 2020
Jupyter Notebook
A code based on the Method of Characteristics to solve the supersonic flow inside a nozzle
Updated
Sep 24, 2019
MATLAB
Extend scipy.integrate with various methods for solve_ivp
Updated
Aug 8, 2024
Python
FdeSolver.jl: A Julia package for the numerical solution of fractional differential equations (FDEs) as well as systems of equations.
Updated
Jul 26, 2024
Julia
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