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考虑横向剪切变形扁球壳方程的完备解

A COMPLETE SOLUTION OF THE STATIC PROBLEM OF SPHERICAL SHALLOW SHELLS WITH CONSIDERATION OF TRANSVERSE SHEAR DEFORMATION

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【作者】 程尧舜卢文达

【Author】 Cheng Yaoshun(Shanghai Institute of Applied Mathematics and Mechanics Shanghai University of Technology)Lu Wenda(Tongji University)

【机构】 上海工业大学同济大学

【摘要】 本文导出了厚扁球壳方程的完备级数解。位移分量和内力分量都以显式的形式表示成应力函数和法向位移的函数。文中说明了应力函数多值性对位移单值条件所起的作用,以及应力函数多值性和作用于边界上的力的合力及合力矩的关系。

【Abstract】 A complete solution in the form of series for the static problem of spherical shallow shells with consideration of transverse shear deformation is obtained. In the derivation, the displacements and stress resultants are expressed explicitly in terms of the stress function and normal displacement function. It is proved that the stress function is bound to be multivalued as to keep the displacement components to be unique; and it is also derived the relation between the multivalued stress function and the stress resultants acting on the boundary of the spherical shell.

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