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Nonsymmetric modes of complete spherical shells
Matrix method is applied to calculate mode shapes and frequencies of nonsymmetric vibrations of complete spherical shells; based on thin shell theory incorporating transverse shear and rotatory inertia, solution is obtained through Fourier expansions of meridional mode functions which are also expressible in terms of associated Legendre functions; numerical results of nonsymmetric mode shapes are presented. (41018)
Nonsymmetric modes of complete spherical shells
Matrix method is applied to calculate mode shapes and frequencies of nonsymmetric vibrations of complete spherical shells; based on thin shell theory incorporating transverse shear and rotatory inertia, solution is obtained through Fourier expansions of meridional mode functions which are also expressible in terms of associated Legendre functions; numerical results of nonsymmetric mode shapes are presented. (41018)
Nonsymmetric modes of complete spherical shells
ASCE J Eng Mech Div
Gormley, J.F. (author) / Hu, W.C.L. (author)
1969
13 pages
Article (Journal)
English
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