摘要
贝努利方程通常用常数变易法或变量替换法求解,这两种方法虽然简单,但较繁琐.通过积分因子方式,可将贝努利方程化为全微分方程,从而达到化难为易的目的.
The Bernoulli equation was solved by both the method of variation of constant and the method of variation replacement.The two methods were simple but much complex.It can change the Bernoulli equation into the total differential equation through the way of integrating factors to achieve the purpose of simplification.
出处
《宜宾学院学报》
2010年第12期42-43,共2页
Journal of Yibin University
关键词
全微分方程
积分因子
贝努利方程
total differential equation equation
integrating factors
Bernoulli equation