利用Laplace变换求解热传导方程的定解问题

Using Laplace Transform to Solve Fixed Solutions of Heat Conduction Equation

利用Laplace变换的一些重要性质,可以很方便地求解偏微分方程.本文就热传导方程的定解问题作为实例给出具体的求解过程.

Some fixed solutions to partial differential equation can be found easily by using Laplace Transform.Fixed Problems of heat conduction equation are given as examples to illustrate the process of finding solutions.