finite difference discretization of 1d wave equation with viscous damping

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math.umd.edu article

Finite Difference Methods for the 1D Wave Equation with Viscous Damping

This article discusses the finite difference discretization of the 1D wave equation with viscous damping, including numerical stability and convergence analysis.

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hindawi.com research

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

This research article presents a finite difference method for solving the 1D wave equation with viscous damping, with applications in engineering and physics.

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mit.edu article

Finite Difference Discretization of the 1D Wave Equation

These lecture notes cover the finite difference discretization of the 1D wave equation, including the effects of viscous damping, and are suitable for undergraduate students.

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youtube.com video

Wave Equation with Viscous Damping: Finite Difference Solution

This video tutorial demonstrates how to solve the 1D wave equation with viscous damping using finite differences, with example code in Python.

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springer.com article

Finite Difference Methods for Wave Equations

This book chapter discusses finite difference methods for solving wave equations, including the 1D wave equation with viscous damping, with a focus on numerical analysis and applications.

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github.io tool

1D Wave Equation with Viscous Damping: Finite Difference Discretization

This GitHub repository provides example code for solving the 1D wave equation with viscous damping using finite differences, including a Python implementation.

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nasa.gov official

Numerical Methods for Solving Wave Equations

This technical report discusses numerical methods for solving wave equations, including finite difference methods for the 1D wave equation with viscous damping, with applications in aerospace engineering.

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sciencedirect.com research

Finite Difference Solution of 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 numerical stability and convergence analysis.