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American Journal of Innovative Research & Applied Sciences
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  | ARTICLES | Am. J. innov. res. appl. sci. Volume 5,  Issue 1, Pages 77-87 (July 2017)
Research Article
American Journal of innovative
Research & Applied Sciences 
ISSN  2429-5396 (Online)
OCLC Number: 920041286
|
| JULY | VOLUME 5 | N° 1 | 2017 |
Authors Contact
*Correspondant author and authors Copyright © 2017:

 | Alimi Adedowole 1* | and | Kayode Samuel Famuagun 2 |.
Affiliation.


1.  Adekunle Ajasin University | Department of Mathematical Sciences | Akungba-Akoko | Nigeria |

2. Adeyemi College of Education | Department of Mathematics| Ondo | Nigeria |
This article is made freely available as part of this journal's Open Access: ID | Alimi-ManuscriptRef.2-ajira200617 |
INFLUENCE OF EXPONENTIALLY DECAYING FOUNDATION ON THE RESPONSE OF NON-UNIFORM BEAMS UNDER UNIFORMLY DISTRIBUTED LOAD

   |  Alimi Adedowole 1* | and | Kayode Samuel Famuagun 2 |. Am. J. innov. res. appl. sci. 2017; 5(1):77-87.

    | PDF FULL TEXT |       |Received | 20 June 2017|                 |Accepted | 07 July 2017|                 |Published 10 July 2017 |

ABSTRACT

Background: Flexural vibration of structural elements subjected to moving loads is a topic that attracts the attentions of researchers in field of Engineering and Mathematical Physics. Objectives: To obtain analytical solutions of the governing fourth order partial differential equation and establish the resonance conditions for moving distributed loads. Methods: The technique is based on the generalized Galerkin’s method and integral transform. Results: Analyses show that the higher values of the foundation modulli decrease the transverse deflections of the non-uniform Bernoulli-Fuler beam. Conclusions: The analytical solution for the non uniform is solved, the effect of exponential decaying foundation and resonance condition are determined.
Keywords: exponentially decaying foundation, non-uniform beam, distributed loads, vibrating system, differential equation.