By Farzad Ebrahimi

ISBN-10: 9533072091

ISBN-13: 9789533072098

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Register, A note on the vibrations of generally restrained, end-loaded beams, Journal of Sound and Vibration 172 (4) (1994) 561_571. S. C. Lin, Dynamic analysis of generally supported beams using Fourier series, Journal of Sound and Vibration 196 (3) (1996) 285_293. [14] W. T. M. Chang, Applications of dual MRM for determining the natural frequencies and natural modes of an Euler_Bernoulli beam using the singular value decomposition method, Engineering Analysis with Boundary Elements 23 (1999) 339_360.

1984). One dimensional theory of cracked Bernoulli-Euler beams. International Journal of Mechanical Science, Vol. 26, 639-648, ISSN: 0020-7403. A. (1994). Free vibration of stepped beams with elastic ends. 4, 557–563, ISSN: 0022-460X. K. W. (1989). Free vibrations of stepped beams: exact and numerical solutions. Journal of Sound and Vibration, Vol. 2, 342–346, ISSN: 0022-460X. W. H. (2008). Free vibration of a cantilevered beam with multiple steps: Comparison of several theoretical methods with experiment.

Chang, Applications of dual MRM for determining the natural frequencies and natural modes of an Euler_Bernoulli beam using the singular value decomposition method, Engineering Analysis with Boundary Elements 23 (1999) 339_360. K. S. Kim, Vibration of beams with generally restrained boundary conditions using Fourier series, Journal of Sound and Vibration 245 (5) (2001) 771_784. [16] S. Naguleswaran, Transverse vibration of an uniform Euler_Bernoulli beam under linearly varying axial force, Journal of Sound and Vibration 275 (2004) 47_57.

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Advances in Vibration Analysis Research by Farzad Ebrahimi


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