BENDING OF ELASTIC PLATES WITH A PHYSICALLY NONLINEAR INCLUSION

I. Yu. Tsvelodub

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BENDING OF ELASTIC PLATES WITH A PHYSICALLY NONLINEAR INCLUSION

机译：物理非线性夹杂的弹性板弯曲

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An infinite elastic isotropic plate with an elliptical, physically nonlinear inclusion loaded at infinity by uniformly distributed moments is considered. Surface loads are absent. The problem of the stress-strain state of the plate is solved in a closed form. It is shown that, for reasonably general stress-strain relations for the inclusion, the bending-moment field (and the corresponding curvatures) in the inclusion is homogeneous.

机译：考虑具有椭圆形，物理非线性夹杂物的无限弹性各向同性板，该椭圆形夹杂物通过均匀分布的力矩无限加载。没有表面负荷。板的应力-应变状态的问题以封闭的形式解决。结果表明，对于合理的夹杂物应力-应变关系，夹杂物的弯矩场（和相应的曲率）是均匀的。

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来源
《Journal of Applied Mechanics and Technical Physics》 |2006年第6期|p.899-904|共6页
作者
I. Yu. Tsvelodub;
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作者单位

Lavrent'ev Institute of Hydrodynamics, Siberian Division, Russian Academy of Sciences, Novosibirsk 630090;

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原文格式 PDF
正文语种 eng
中图分类应用力学;
关键词
pure bending of an infinite plate; elliptical; physically nonlinear inclusion; homogeneous moment field;

机译：无限大板的纯弯曲;椭圆形;物理非线性夹杂;均匀矩场;

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BENDING OF ELASTIC PLATES WITH A PHYSICALLY NONLINEAR INCLUSION

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