微分方程组的留数解法

Residue Solution To Differential Equations

本论文主要研究一阶和二阶常系数微分方程组以及变系数的微分方程,利用拉普拉斯变化以及其逆变换的性质及其留数定理得到他们的解。

In the paper,we studied the first and second order linear constant coefficient differential equations and the differential equation of variable coefficient,used the property of Laplace transform and the theorem of residue to get the solution.