About this document
Solving Inhomogeneous PDE Problems by denizinak is a document available to read on EtoBox.
This document discusses solving inhomogeneous partial differential equations (PDEs) by converting them into homogeneous problems. It provides an example of solving a heat equation with a source term by writing the solution as a Fourier series and matching coefficients. This allows the source term to be eliminated, resulting in a problem with only inhomogeneous initial conditions. The coefficients of the Fourier series are determined by the initial condition, providing the full solution to the original inhom
- Author
- denizinak
- Language
- EN