Coursework: 2D Laplace Equation FEM: C++ // Illustrations and analysis: Jupyter Notebook

Bachelor's final project

Solves the Laplace equation for a specific mesh and boundaries.

Fast Monte Carlo estimator for numerically solving a Poisson PDE.

This project demonstrates the use of finite difference methods to solve Laplace's and Maxwell's equations using MATLAB. It includes a 2D solver for potential distribution and a 1D FDTD simulation for electromagnetic wave propagation.

Monte Carlo Method to Solve Laplace and Poisson Equations with example for EE447 High Voltage Engineering

APPM 4660 Intermediate Numerical Analysis II final project [Spring 2021].

Retrieves temperature information from Arduino and computes the (approximate) solution of the Laplace equation problem

2D Heat Flow Simulation in rectangular domain by solving Laplace Equation using Finite Difference Method.

just a simple example project showcasing the usage of Eigen for solving the Laplace equation on a 2d grid, and its usefulness.

Solving the Laplace Equation numerically using Finite Difference Method

This repository features MATLAB projects using Finite Difference Methods to solve Laplace's equation and Maxwell's equations. It includes a 2D Laplace's Equation Solver and a 1D FDTD Simulation with wave propagation and absorption, providing practical understanding and visualization tools.

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

C++ 2D Laplace equation solver using relaxation method

This repository contains my attempts at weekly assignments and semester exams from the course I attended.

Numerical solution of the Laplace equation implementing the Jacobi method

ラプラス方程式を代用電荷法で解くプログラムです。