2013Journal of Luoyang Institute of Science and TechnologyRequires access

An Algebraic Particular Solution to a Class of Inhomogeneous Linear Differential Equations with Constant Coefficients

Li La

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Abstract

Elementary Transformation is used here to transform the 2-dimensional constant coefficient non-homogeneous linear differential equations into 2 separate 2-order constant coefficient non-homogeneous linear differential equations,therefore a group of particular solutions to the equations can be obtained according to the solving formula of 2-order constant coefficient non-homogeneous linear differential equation.

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What this paper is about

Elementary Transformation is used here to transform the 2-dimensional constant coefficient non-homogeneous linear differential equations into 2 separate 2-order constant coefficient non-homogeneous linear differential equations,therefore a group of particular solutions to the equations can be obtained according to the solving formula of 2-order constant coefficient non-homogeneous linear differential equation.

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Available abstract

Elementary Transformation is used here to transform the 2-dimensional constant coefficient non-homogeneous linear differential equations into 2 separate 2-order constant coefficient non-homogeneous linear differential equations,therefore a group of particular solutions to the equations can be obtained according to the solving formula of 2-order constant coefficient non-homogeneous linear differential equation.

Key concepts: Constant coefficients, Homogeneous differential equation, Linear differential equation, Mathematics, Constant (computer programming), Mathematical analysis, Differential equation, Homogeneous

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