一类复合抛物型微分方程的Laplace空间解的相似结构(英文)

The Similar Structure of Solutions in the Laplace Space on the Class of Composite Parabolic Partial Differential Equation

本文作者研究了一类复合抛物型微分方程在无穷大外边界条件和随时间变化的内边界条件下的初边值问题在Laplace空间的解的相似结构,它能很好地帮助我们认识模型遵从的内在规律及设计相应的应用软件.

In this paper, we studied the similar structure of solutions in the Laplace space for the class of composite parabolic partial differential equations with the infinite outer boundary condition and the kind of inner boundary condition in connection with time t. The work in this paper can be a good help to understanding inherent laws of relevant engineering science and design practical analysis software.