laplace-equation
There are 1 repository under laplace-equation topic.
JuliaApproximation / SingularIntegralEquations.jl
Julia package for solving singular integral equations
Language:Julia 61rsugimoto / WoBToolbox
Author's implementation of SIGGRAPH 2023 paper, "A Practical Walk-on-Boundary Method for Boundary Value Problems"
Language:Cuda 46emhayki / CFD-Fundamental
Implementation of the 12 steps approach to the Navier-Stokes equations, essential for simulating fluid dynamics.
Language:C++ 43s-ankur / montecarlo-pde
Monte Carlo Method to Solve Laplace and Poisson Equations with example for EE447 High Voltage Engineering
Language:Python 17iamHrithikRaj / Numerical-Algorithm
In numerical analysis, a numerical method is a mathematical tool designed to solve numerical problems. The implementation of a numerical method with an appropriate convergence check in a programming language is called a numerical algorithm
cppnumerical-methodsnumerical-analysisnumerical-algorithmsnumerical-approximationadams-bashforth-methodsbisection-methodgauss-eliminationfactorization-methodsnewton-raphsonnewtons-forward-interpolationgauss-seidelgauss-jordanpower-methodregula-falsiadams-bashforthtrapezoidal-methodwave-equationheat-equationlaplace-equationLanguage:C++ 9gmkoeb / laplace-solver
Solves the Laplace equation for a specific mesh and boundaries.
Language:Python 6PawseySC / sc20-gpu-offloading
Materials for "Differences between OpenACC and OpenMP offloading models" tutorial.
Language:C 6emmanuelroque / pdefourier
A Maxima package to compute Fourier series and solve partial differential equations.
vlmarkov / Fault-Tolerance-Library
MPI user-level checkpoint library
Language:C++ 5- Language:MATLAB 5
WildSmilodon / Andromeda
Andromeda is a Boundary Element Method based code, which solves the Laplace and Stokes partial differential equations in 3D.
Language:Fortran 4johnny-godoy / poisson-fast-mc
Fast Monte Carlo estimator for numerically solving a Poisson PDE.
Language:Python 2thvinmei / ChargeSimulationMethodPy
ラプラス方程式を代用電荷法で解くプログラムです。
Language:Python 2thyron001 / Bidimensional_Laplace_Equation
Grapher software able to show the distribution of Electric potential in a two dimensional surface, by solving the Laplace equation with a discrete method. This project has been developed in MatLab and it´s tool, App Designer. The final result allows to show the distribution of the electric potential produced by an specific geometric configuration: a square shell with a triangular, circular an square equipotential surface. Finally, this program can be considered as a multi-solver of the Laplace equation because of it´s capacity of being extrapolated to other areas.
Language:MATLAB 2alec280 / modelacion-grafica
Proyectos de modelación y computación gráfica.
Language:Python 1amirHosseinEz / Numerical-Analysis
This is a Numerical Analysis course project, implementing numerical analysis methods.
Language:MATLAB 1AndreyKoudr / FiniteElements
Full finite-element code from scratch with SIMD-accelerated equation solver based on conforming finite elements with tests and example solution to Laplace equation.
Language:C++ 1colesturza / APPM4660-Final-Project
APPM 4660 Intermediate Numerical Analysis II final project [Spring 2021].
Language:MATLAB 1paxbun / laplace-eq-therm
Retrieves temperature information from Arduino and computes the (approximate) solution of the Laplace equation problem
Language:C++ 1ashokolarov / heat
General n-dimensional solver of Laplace's equation on a unit line/square/cube.
Language:C++ 0brorson / LaplaceColdRoom
Laplace's equation for temp profile of cold room solved using CUDA implementation of relaxation method
Language:Cuda 0bshachi / heat-transfer
2D Heat Flow Simulation in rectangular domain by solving Laplace Equation using Finite Difference Method.
Language:Python 0erythrocyte / qtlappy
Laplace equation solver using PyQt5 as visualization
Language:Python 0- seidelLanguage:C++ 0
lucaspiper99 / heat-transfer-simulation
Simulation and visualization of temperature distribution in a material, using the two-dimensional Laplace equation and finite differences for Scientific Visualization and Virtual Reality course. Grade: 10/10.
Language:Python 0sanonesan / 2d_Laplace_eq_FEM
Coursework: 2D Laplace Equation FEM: C++ // Illustrations and analysis: Jupyter Notebook
Language:Jupyter Notebook 0sbhhdp / laplace-equation
Solving the Laplace Equation numerically using Finite Difference Method
Language:Jupyter Notebook 0vittorione94 / Poisson-Image-Editing
Implementation of Poisson Image Editing (Patrick Perez et al. Microsoft Research UK)
Language:Matlab 0WalterNadalin / ParallelJacobi
Numerical solution of the Laplace equation implementing the Jacobi method
Language:C 0- Language:C++
lzdh / Spreading-of-Water-Waves
Bachelor's final project
Mathias-Fuchs / LaplaceEquationPlayground
just a simple example project showcasing the usage of Eigen for solving the Laplace equation on a 2d grid, and its usefulness.
Language:C- Language:C++
xli2522 / LaplaceRelaxation
Solving Laplace's equation in 2D using the method of relaxation.
Language:Python
