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首页> 外文期刊>Zeitschrift fur Angewandte Mathematik und Mechanik >Closed-form solution of elastic circular membrane with initial stress under uniformly-distributed loads: Extended Hencky solution
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Closed-form solution of elastic circular membrane with initial stress under uniformly-distributed loads: Extended Hencky solution

机译:均布载荷下具有初始应力的圆形弹性膜的封闭形式解:扩展的Hencky解

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摘要

The well-known Hencky solution is only applicable to the problem of deformation of the elastic circular membrane without initial stress under transverse uniformly-distributed loads. The problem considered here is a more general case: an initial tensile or compressive stress has been present in the initially flat circular membrane before the membrane is subjected to the transverse loads. The closed-form solution of the considered problem was presented and all the expressions obtained here for displacements, strains and stresses have the same form as those in the well-known Hencky solution. The initial stress plays an important role in the determination of numerical value of the integral constant controlling membrane equation. The solution obtained here can be regressed into the well-known Hencky solution when the initial stress is equal to zero, and it is therefore called extended Hencky solution. (C) 2014 WILEY-VCH Verlag GmbH & Co. KGaA, Weinheim
机译:众所周知的Hencky解决方案仅适用于弹性圆形薄膜在横向均匀分布载荷下没有初始应力的变形问题。这里考虑的问题是一个更普遍的情况:在膜片承受横向载荷之前,最初的平面圆形膜片中已经存在初始拉伸或压缩应力。提出了所考虑问题的封闭形式的解决方案,并且此处获得的所有位移,应变和应力表达式均与众所周知的Hencky解决方案中的表达式相同。初始应力在确定积分常数控制膜方程的数值中起重要作用。当初始应力等于零时,此处获得的解可以回归为众所周知的Hencky解,因此称为扩展Hencky解。 (C)2014 WILEY-VCH Verlag GmbH&Co.KGaA,Weinheim

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