常系数线性微分方程 meaning in English
linear differential equation with constant coefficients
Examples
- The formula method which solves general solution of linear differential equation with constant coefficient
求常系数线性微分方程通解的公式法 - In this paper , by transformation , the author gives the method of solution for linear differential equation with constant coefficients
摘要应用变换给出了常系数线性微分方程的一种解法。 - The method of undetermined coefficients is the general method of solving a linear differential equation with constant coefficients of the second order
摘要二阶常系数线性微分方程可用常规方法待定系数法求解。 - This paper introduces three methods to find solutions to second - order constant coefficient inhomogenous linear differential equation , namely multinomial method , ascending order method and integration method
摘要求二阶常系数线性微分方程特解的方法虽然有许多种，但用多项式法、阶数上升法、积分法求二阶常系数线性微分方程的特解是比较简便的。 - It gives a new expression method for the solution of often coefficient linear siuu1taneous differential equation , with the aid of uneven sublinear system of equations ' s standard base solution matrix nature , gradually approximation , derivative principle , the text give the limited form of this system of equations solution and the developments for the contents of literature
摘要提出了常系数线性微分方程组解的新的表达方式，借助齐次方程组的标准基解矩阵的性质、逐步逼迫法、导数法则，给出了这个方程组解的有限形式。