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  Far East Journal of Applied Mathematics  
 ISSN: 0972-0960
 
 
 

     Far East Journal of Applied Mathematics
    Volume 33, Issue 1, Pages 43 - 59 (October 2008)


ON THE DYNAMIC RESPONSE OF BEAMS SUBJECTED TO NON-UNIFORM DISTRIBUTED MOVING MASSES

J. A. Gbadeyan (Nigeria) and M. S. Dada (Nigeria)

Received March 20, 2008

References:



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[2] E. Esmailzadeh and M. Ghorashi, Vibration analysis of beams traversed by uniform partially distributed moving masses, J. Sound Vibration 184(1) (1995), 9-17.

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[4] L. Fryba, Vibration of Solids and Structures under Moving Loads, Noordhoff International Publishing, Groninggen, 1972.

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[9] J. A. Gbadeyan and S. T. Oni, Dynamic response to the moving concentrated masses of elastic plate on a non-winkler elastic foundation, J. Sound Vibration 154(2) (1992), 343-358.

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[11] M. A. Mahmoud, M. A. Abou Zaid, Dynamic response of a beam with a crack subject to a moving mass, J. Sound Vibration 250(4) (2002), 291-603.

[12] G. T. Michaltsos, Dynamic behaviour of a single-span beam subjected to loads moving with variable speeds, J. Sound Vibration 258(2) (2002), 359-372.

[13] G. T. Michaltsos and A. N. Kounadis, The effect of Centripetal and Coriolis Forces on the dynamic response of light bridges under moving loads, J. Vibration Control 7 (2001), 315-326.

[14] W. D. Pilkey and O. H. Pilkey, Mechanics of Solids, Quantum Publishers, Inc., New York, 1974.

[15] S. Sadiku and H. H. E. Leipholz, On the dynamic of elastic system with moving concentrated masses, Ingenieur-Archiv 57 (1987), 229-242.

[16] J. W. Smith, Vibration of Structures, Application in Civil Engineering Design, Chapman and Hall Ltd., London, 1973.

[17] X. Xu, W. Xu and J. Genin, A nonlinear moving mass proplem, J. Sound Vibration 204(3) (1997), 495-504.

Keywords and phrases: dynamic behavior of thin beams, linearly distributed moving mass, designing load-carrying structures.

 


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