8 results · AI-generated index comparison
S
scholar.google.com
research

Finite Volume and Finite Difference Methods for Heat Equation

This article compares the numerical stability of finite volume and finite difference methods for solving the heat equation, highlighting the advantages of each approach.

M
mit.edu
article

Numerical Stability of Finite Difference Methods for Heat Equation

This lecture note discusses the numerical stability of finite difference methods for solving the heat equation, including the effects of grid size and time step on stability.

Y
youtube.com
video

Finite Volume Method for Solving Heat Equation

This video tutorial demonstrates how to implement the finite volume method for solving the heat equation, including a discussion of numerical stability and convergence.

S
sciencedirect.com
research

Comparison of Finite Volume and Finite Difference Methods

This journal article presents a comparison of finite volume and finite difference methods for solving the heat equation, including a discussion of numerical stability and computational efficiency.

G
github.com
tool

Heat Equation Solver using Finite Difference Method

This open-source code repository provides a finite difference method solver for the heat equation, including a discussion of numerical stability and example usage.

N
nasa.gov
official

Numerical Methods for Heat Equation

This technical report discusses various numerical methods for solving the heat equation, including finite difference and finite volume methods, with a focus on numerical stability and accuracy.

C
coursera.org
article

Finite Element and Finite Volume Methods for Heat Equation

This online course covers finite element and finite volume methods for solving the heat equation, including a discussion of numerical stability and computational efficiency.

A
arxiv.org
research

Stability Analysis of Finite Difference Methods for Heat Equation

This preprint presents a stability analysis of finite difference methods for solving the heat equation, including a discussion of the effects of grid size and time step on numerical stability.