摘要
自然界的运动规律常常用线性微分方程来描述,但进行深入的考虑,更多的运动规律是非线性的。本文应用运算分析方法求解非线性微分方程,并给出解答的物理意义。
Ordinary linear differential equation with its solution is an approximate method to describe dynamic laws of nature, Strickly speaking, most laws of nature is nonlinear. We try to solve nonlinear differential equation of by means of the operation caculus method show its physical meaning.
关键词
非线性微分方程
积分变换
反演
共振
nonlinear differential equation, operational caculus, Integral conversion, resonance.
