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A new technique for large deflection analysis of non-prismatic cantilever beams

机译:非棱镜悬臂梁大挠度分析的新技术

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This paper studies the very large deflection behavior of prismatic and non-prismatic cantilever beams subjected to various types of loadings. The formulation is based on representing the angle of rotation of the beam by a polynomial on the position variable along the deflected beam axis. The coefficients of the polynomial are obtained by minimizing the integral of the residual error of the governing differential equation and by applying the beam's boundary conditions. Several numerical examples are presented covering prismatic and non-prismatic cantilever beams subjected to uniform non-uniform distributed loads and tip concentrated loadings in vertical and horizontal directions. The loads considered in this study are restricted to the non-follower type loads. Cases with different loadings and geometries are compared with MSC/NASTRAN computer package. However, for some very large deflection case, the MSC/NASTRAN failed to predict the deflected shape due to divergence problems. (C) 2005 Elsevier Ltd. All rights reserved.
机译:本文研究了承受各种类型载荷的棱柱和非棱柱悬臂梁的非常大的挠曲行为。该公式基于通过沿偏转光束轴的位置变量上的多项式表示光束的旋转角度。通过最小化控制微分方程的残余误差的积分并通过应用束的边界条件,可以得到多项式的系数。给出了几个数值示例,涵盖了在垂直和水平方向上承受均一的非均匀分布载荷和尖端集中载荷的棱柱形和非棱柱形悬臂梁。本研究中考虑的载荷仅限于非跟随型载荷。将具有不同载荷和几何形状的案例与MSC / NASTRAN电脑软件包进行比较。但是,对于某些非常大的挠曲情况,由于发散问题,MSC / NASTRAN无法预测挠曲的形状。 (C)2005 Elsevier Ltd.保留所有权利。

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