2009Luoyang Shifan Xueyuan xuebaoRequires access

The Particular Solutions to a Kind of Systems of Second Order Ordinary Differential Equation

Wenyuan Zhou

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Abstract

By the method of undermined matrix, this paper is devoted to provide a particular solution of finding a kind of systems of three-dimensional second order differential equations with constant coefficients. And the non-homogeneous terms of differential equations are the form of linear polynomial multiplied by trigonometric function. By some examples, the particular solution formulas are validated.

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What this paper is about

By the method of undermined matrix, this paper is devoted to provide a particular solution of finding a kind of systems of three-dimensional second order differential equations with constant coefficients. And the non-homogeneous terms of differential equations are the form of linear polynomial multiplied by trigonometric function. By some examples, the particular solution formulas are validated.

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Available abstract

By the method of undermined matrix, this paper is devoted to provide a particular solution of finding a kind of systems of three-dimensional second order differential equations with constant coefficients. And the non-homogeneous terms of differential equations are the form of linear polynomial multiplied by trigonometric function. By some examples, the particular solution formulas are validated.

Key concepts: Homogeneous differential equation, Mathematics, Constant coefficients, Ordinary differential equation, Constant (computer programming), Integrating factor, Linear differential equation, Differential equation

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