二阶常微分方程两点边值问题的近似解法

Approximate Solution of Two-phase Differential Equation with Constant Coefficient with Two-point Boundary Value Problem

通过将二阶常微分方程两点边值问题转化为非线性算子方程Tx=0的求解问题,并利用Newton迭代法给出其近似解法.

This article has transported the two-phase differential equation with constant coefficient with two-point boundary value problem into the solution of nonlinear operator equation Tx= 0, and given its approximate solution by means of Newton iteration method.