Transverse vibrational and static deflectional problems of orthotropic circular plates under arbitrary edge constraints : method of solution

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题名:	Transverse vibrational and static deflectional problems of orthotropic circular plates under arbitrary edge constraints : method of solution
作者:	芮涵芝;Ruei, Keiser-hantze
贡献者:	淡江大學物理學系
日期:	1983
上传时间:	2009-12-31 10:59:49 (UTC+8)
出版者:	中華民國物理學會
摘要:	This paper presents a method of solution, by Galerkin procedure, to the problems of transverse vibrations and static deflections of orthotropic circular plates subjected to arbitrary edge constraints. The transverse deflection function w is taken as a polynomial in (l-r/a) and a Fourier series in 0. The expansion coefficients in this function are determined in terms of a single key coefficient by boundary, geometrical, and physical conditions. This key coefficient is later determined by normalization. Some terms in the complementary function F are thrown away by physical consideration so that the number of constants of integration is just equal to the number of equations resulted from the boundary conditions on F. The Galerkin integral is carried out to give the equation of motion for the time function #(t) which can be solved in the usual manner.
關聯:	Chinese Journal of Physics=中國物理學刊 21(3-4)，頁54-64
显示于类别:	[物理學系暨研究所] 期刊論文

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