8 results · AI-generated index
M
math.umd.edu
article

Finite Difference Method for 1D Wave Equation with Viscous Damping

This article discusses the application of the finite difference method to solve the 1D wave equation with viscous damping, providing a detailed analysis of the numerical scheme and its stability.

H
hindawi.com
research

Numerical Solution of the 1D Wave Equation with Viscous Damping using Finite Differences

This research article presents a numerical solution of the 1D wave equation with viscous damping using the finite difference method, with a focus on the effects of damping on wave propagation.

S
stanford.edu
article

Finite Difference Methods for Wave Equations

This course notes provide an introduction to finite difference methods for solving wave equations, including the 1D wave equation with viscous damping, with examples and exercises.

G
github.io
tool

Solving the 1D Wave Equation with Viscous Damping using Python

This GitHub repository provides a Python implementation of the finite difference method for solving the 1D wave equation with viscous damping, including example code and visualizations.

Y
youtube.com
video

Lecture 12: Finite Difference Methods for Wave Equations

This video lecture discusses the application of finite difference methods to solve wave equations, including the 1D wave equation with viscous damping, with examples and animations.

S
sciencedirect.com
research

Finite Difference Method for Solving the 1D Wave Equation with Damping

This journal article presents a finite difference method for solving the 1D wave equation with viscous damping, with a focus on the numerical stability and accuracy of the method.

W
wolfram.com
tool

1D Wave Equation with Viscous Damping

This Wolfram Demonstration provides an interactive visualization of the 1D wave equation with viscous damping, allowing users to explore the effects of damping on wave propagation.

N
nasa.gov
official

Numerical Methods for Solving Wave Equations

This NASA technical report discusses numerical methods for solving wave equations, including the finite difference method, with applications to problems in physics and engineering.