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Analysis of shear deflections of deep composite box-type of beams using different shear deformation models

机译:使用不同剪切变形模型的深复合箱形梁的剪切挠度分析

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The deflection of deep box-type elements due to shear deformations is treated. A closed-form expression for the shear correction factor is derived by using an energy approach. The high accuracy and reliability of the developed procedure is demonstrated by comparing its results with accurate 3-D finite element results and also with the results of the conventional theories of Timoshenko with constant shear coefficient and of Reddy-Bickford applied to this kind of cross-section. A comprehensive and comparative parametric study is presented to investigate the effects of various mechanical properties and geometric dimensions for the different models. Unlike the higher-order shear deformation theories, which are accurate only for beams with rectangular cross-sections, there is a very good agreement between the results of the proposed method and the 3-D FE model. Clearly, the proposed energy method is applicable to more complicated cross-sections, including those with abrupt changes in the geometry, e.g. due to holes. (C) 2015 Civil-Comp Ltd and Elsevier Ltd. All rights reserved.
机译:处理了由于剪切变形而引起的深箱形单元的挠度。剪切校正因子的封闭式表达式是通过使用能量方法得出的。通过将其结果与精确的3D有限元结果进行比较,以及与具有恒定剪切系数的Timoshenko的传统理论和Reddy-Bickford应用于这种交叉模型的传统理论的结果进行比较,证明了所开发方法的高精度和可靠性。部分。进行了全面而比较的参数研究,以研究不同模型的各种机械性能和几何尺寸的影响。与仅适用于矩形横截面梁的高阶剪切变形理论不同,该方法的结果与3-D FE模型之间有很好的一致性。显然,提出的能量方法适用于更复杂的横截面,包括几何形状突然变化的横截面,例如几何形状。由于孔。 (C)2015 Civil-Comp Ltd和Elsevier Ltd.保留所有权利。

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