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Shear Lag and Effective Breadth in Rectangular Plates with Material Orthotropy. Part 12: Analytical Formulation

机译:具有正交各向异性的矩形板的剪力滞后和有效宽度。第12部分:分析配方

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摘要

Symbolically derived closed-form solutions for the integration constants in series solutions for rectangular orthotropic plates under in-plane boundary shear are derived, enabling the exact stress distribution for such problems to be readily obtained. The ensuing expressions complement an earlier derivation for in-plane normal loadings along longitudinal boundaries, so that totally arbitrary stresses on these boundaries can cow be studied. Simple formulae for the longitudinal stress distribution are listed, and These provide the basis for a subsequent parametric investigation of shear Lag and effective breadths in wide orthotropic flanges.
机译:导出了矩形正交异性板在平面内边界剪切作用下串联解的积分常数的符号导出封闭形式解,从而可以轻松获得此类问题的精确应力分布。随后的表达式补充了沿纵向边界的平面法向载荷的早期推导,因此可以研究这些边界上的完全任意应力。列出了纵向应力分布的简单公式,这些公式为后续的正交各向异性法兰中的剪力滞后和有效宽度的参数研究提供了基础。

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