Question

急！将下面内容翻译成英文

积分变换法在求解偏微分方程中的应用
向明春
（玉溪师范学院理学院物理与教育技术系08级物理1班 云南 玉溪 653100）
指导教师：高全归
摘要:本文主要是介绍积分变换（即傅里叶变换和拉普拉斯变换）在就求解偏微分方程中的应用，它们在求解偏微分方程中是如何应用的。傅里叶变换法主要是用来求解无界区域中偏微分方程的定解问题，而拉普拉斯变换法则是用于求解常微分方程及方程组的初值问题。
关键词：傅里叶变换；拉普拉斯变换；偏微分方程；无界区域；定解问题。

Answer 1

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Answer 2

XiangMingChun
(yuxi teachers college physical education, science and technology, department of physics class 1, grade 8 yunnan yuxi 653100)
Teacher: high whole return
Abstract: this paper is mainly introduce integral transform (namely the Fourier transform and Laplace transform) in just solve a partial differential equation, the application in solving them partial differential equations of can be applied. Fourier transform method is mainly used to solve unbounded area of partial differential equation set solutions, and Laplace transform law is used to solve differential equation and the initial value problems of systems.
Keywords: Fourier transformation, Laplace transform; Partial differential equations; Unbounded area; For solutions.

追问

积分变换法在求解偏微分方程中的应用

Answer 3

This paper is mainly introduce integral transform (namely the Fourier transform and Laplace transform) in just solve a partial differential equation, the application in solving them partial differential equation is applied in how the Fourier transform method is mainly used to solve unbounded area of partial differential equation set solutions, and Laplace transform law is used to solve differential equation and the initial value problems of systems