摘要
利用一阶线性微分方程的通解 ,导出了二阶常系数线性微分方程的积分形式通解 .研究了通解的结构 ,并给出了首次积分 .
In this paper, the general solution of linear differential equation of second order with constant coefficient in integral form is produced by using that of linear differential equation of first order. Its structure is reserched and its first integral is given.
出处
《工科数学》
2000年第1期113-116,共4页
Journal of Mathematics For Technology
关键词
常系数
线性微分方程
通解
首次积分
积分形式
Linear differential equation of second order with constant coefficient
general solution
first integral