2015Unpublished venueRequires access

A new Numerical Integrator for the Solution of Problems Arising from Some Dynamical Systems

Ayinde S. O, Obayomi A. A

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Abstract

In this paper, we developed a new Numerical Integrator for solving oscillatory and exponential problems that can be represented by Ordinary Differential Equation. This integrator was applied in solving some physical problems including the dynamic and aerospace routing problem. The results obtained showed that the numerical integrator is suitable for the simulation of these problems.

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What this paper is about

In this paper, we developed a new Numerical Integrator for solving oscillatory and exponential problems that can be represented by Ordinary Differential Equation. This integrator was applied in solving some physical problems including the dynamic and aerospace routing problem. The results obtained showed that the numerical integrator is suitable for the simulation of these problems.

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Available abstract

In this paper, we developed a new Numerical Integrator for solving oscillatory and exponential problems that can be represented by Ordinary Differential Equation. This integrator was applied in solving some physical problems including the dynamic and aerospace routing problem. The results obtained showed that the numerical integrator is suitable for the simulation of these problems.

Key concepts: Integrator, Exponential integrator, Aerospace, Mathematics, Ordinary differential equation, Exponential function, Applied mathematics, Computer science

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