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Vibration of Isosceles Triangular Plates having the Base Clamped and Other Edges Simply-Supported

Published online by Cambridge University Press:  07 June 2016

Hugh L. Cox  and
Bertram Klein
Hugh L. Cox
Affiliation:
T. Y. Lin and Associates, Los Angeles, California
Bertram Klein
Affiliation:
T. Y. Lin and Associates, Los Angeles, California
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Extract

Approximate solutions are given for the lowest natural frequency of flexural vibration of isosceles triangular plates which have the equal edges simply-supported and the base clamped. The results are presented graphically to allow rapid determination of a desired fundamental frequency.

Type
Research Article
Information
Aeronautical Quarterly , Volume 7 , Issue 3 , August 1956 , pp. 221 - 224
Copyright
Copyright © Royal Aeronautical Society. 1956

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References

1. Frazer, R. A., Jones, W. P. and Skan, S. W. Approximations to Functions and to the Solutions of Differential Equations. R. & M. 1799, 1937.Google Scholar
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3. Klein, B. and Cox, Hugh L. Approximate Structural Analysis by the Method of Collocation. Journal of the Aeronautical Sciences, Vol. 21, p. 719, 1954.Google Scholar
4. Young, D. Vibration of Rectangular Plates by the Ritz Method. Journal of Applied Mechanics, Vol. XVII, p. 453, 1950.Google Scholar
5. Cox, Hugh L. Flexural Vibration of Plates on Uniform Elastic Foundations. Journal of The Royal Aeronautical Society, Vol. 58, p. 651, September 1954.CrossRefGoogle Scholar