一类常微分方程组在定值右边界条件下的解的结构

The Solution's Structure on a Class of Ordinary Differential Equation System with the Constant Value Right Boundary Conditions

作者研究了一类常微分方程组在定值右边界条件和随变量r变化的左边界条件下解的结构 ,从此结构中可以清晰看出方程组中出现的参数对解的影响 ,能帮助人们认识模型遵从的内在规律 。

This paper studies the formal similarity of solutions on the kind of ordinary differential equation with the constant value right boundary conditions and the left boundary conditions with respect to independent variable x. The work can be a good help to understand inherent laws of relevant engineering science and design practical analysis software.