8 results · AI-generated index
G
github.io
tool

Solving the 2D Heat Equation using Finite Element Method in Python

This repository provides a Python implementation of the finite element method for solving the 2D heat equation. It includes a detailed explanation of the theory and code.

S
sciencedirect.com
research

Numerical Solution of the 2D Heat Equation using Finite Elements

This article presents a numerical solution of the 2D heat equation using the finite element method. The solution is implemented in Python and compared with analytical solutions.

N
numpy.org
article

Finite Element Method for 2D Heat Equation

This tutorial demonstrates how to use the finite element method to solve the 2D heat equation in Python using NumPy. It covers the basics of the finite element method and its implementation.

P
pypi.org
tool

2D Heat Equation Solver using Finite Element Method

This Python package provides a solver for the 2D heat equation using the finite element method. It can be installed using pip and includes example usage.

M
mit.edu
article

Numerical Methods for Solving the 2D Heat Equation

This course notes from MIT cover numerical methods for solving the 2D heat equation, including the finite element method. It includes Python code examples and exercises.

H
hindawi.com
research

Finite Element Solution of the 2D Heat Equation

This article presents a finite element solution of the 2D heat equation and compares it with other numerical methods. The solution is implemented in Python and includes a discussion of the results.

Y
youtube.com
video

Solving the 2D Heat Equation with Finite Elements

This video tutorial demonstrates how to solve the 2D heat equation using the finite element method in Python. It covers the theory and implementation of the method.

D
docs.fenics.io
official

Documentation for 2D Heat Equation Solver

This is the official documentation for the FEniCS project, which provides a solver for the 2D heat equation using the finite element method. It includes example usage and tutorials.