Agarana, M. C. and Bishop, S.A.
*Quantitative Analysis of Equilibrium Solution and Stability for Non-linear Differential Equation Governing Pendulum Clock.*
Journal of Applied Engineering Research, 10 (24).
pp. 44112-44117.

## Abstract

The problem of existence of equilibrium solution and stability for certain non-linear differential equations is one of the most fundamental areas of research in dynamical systems, usually governed by the non-linear differential equations. In this paper we implore quantitative study approach with the use of eigenvalues and eigenvector, to obtain differential equation properties such as equilibrium and stability. Also, important characteristics of the solutions of differential equations are deduced without actually solving them. Mathematical model for pendulum are considered in analysing the equilibrium point. The analysis

Item Type: | Article |
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Subjects: | Q Science > QA Mathematics |

Divisions: | UNSPECIFIED |

Depositing User: | Dr S. A. Bishop |

Date Deposited: | 25 Feb 2016 12:38 |

Last Modified: | 25 Feb 2016 12:38 |

URI: | http://eprints.covenantuniversity.edu.ng/id/eprint/6187 |

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