2002•Journal of Foshan UniversityRequires access

The general solutions to one kind of systems of second order ordinary differential equation with constant coefficients

You Wu

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Abstract

By the methods of reducing order and Euler's eigenvalues,we obtain the general solution formula to one kind of systems of three dimensional second order ordinary differential equation with constant coefficients.And by some examples,the methods used in this paper are compared with the method using Laplace Transform.

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What this paper is about

By the methods of reducing order and Euler's eigenvalues,we obtain the general solution formula to one kind of systems of three dimensional second order ordinary differential equation with constant coefficients.And by some examples,the methods used in this paper are compared with the method using Laplace Transform.

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Available abstract

By the methods of reducing order and Euler's eigenvalues,we obtain the general solution formula to one kind of systems of three dimensional second order ordinary differential equation with constant coefficients.And by some examples,the methods used in this paper are compared with the method using Laplace Transform.

Key concepts: Mathematics, Constant (computer programming), Constant coefficients, Mathematical analysis, Ordinary differential equation, Laplace transform, Eigenvalues and eigenvectors, Order (exchange)

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