Paper Title:
Application of Chebyshev Series to Solution of Cable Vibration Problems
  Abstract

In order to obtain simple formulae of cable dynamic behavior for numerical computation, the Chebyshev series method for the free vibration analysis of a cable considering boundary condition and flexural stiffness is utilized. The differential eigenvalue problem is reduced to an algebraic system which gives approximate eigenfrequencies and mode shape functions for a cable. These simple and approximate formulae are of value in the analysis of cable dynamic response and may be proved useful in the design of cable structures. The proposed approach is applicable to a wide range of cables.

  Info
Periodical
Chapter
Chapter 6: Engineering Mechanics and Application
Edited by
Di Zheng, Yiqiang Wang, Yi-Min Deng, Aibing Yu and Weihua Li
Pages
1173-1176
DOI
10.4028/www.scientific.net/AMM.101-102.1173
Citation
Z. J. Liu, X. T. Rui, L. K. Abbas, "Application of Chebyshev Series to Solution of Cable Vibration Problems", Applied Mechanics and Materials, Vols. 101-102, pp. 1173-1176, 2012
Online since
September 2011
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Price
$32.00
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