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Analysis of Inflated Conical Cantilever Beams in Bending

机译:充气圆锥形悬臂梁的弯曲分析

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The bending behavior of straight inflated beams has been studied for several decades. A number of theoretical models exist that predict the load deflection behavior of the beams in bending. The various models approach the problem in different ways. This is especially the case by the way the wrinkling and collapse load are defined. A definition for the collapse load for straight cylindrical beams has been modified to suit single- and double-curved beams. The definition for the collapse load is used to derive a load deflection model for truncated conical beams. The effect of a beam being conical instead of straight is of extra significance for an inflated beam because it changes the prestress distribution introduced by the internal overpressure. Increasing the prestresses will result in an increased wrinkling and collapse load. The primary objective is to derive a load deflection model for inflated truncated conical beams. A secondary goal is to optimize the geometry to minimize the deflection using the same amount of skin material. The optimized geometry and the straight cylindrical beam made of polyphenylenesulphide foil will be analyzed and compared using finite element analysis.
机译:直线充气梁的弯曲行为已经研究了数十年。存在许多理论模型,这些模型可以预测梁在弯曲中的载荷偏转行为。各种模型以不同方式处理问题。通过定义起皱和塌陷载荷的方式尤其如此。修改了圆柱直梁的倒塌荷载定义,以适合单曲和双曲梁。坍塌载荷的定义用于导出截头圆锥形梁的载荷挠度模型。圆锥形而不是直形的梁的效果对于膨胀的梁特别重要,因为它会改变由内部超压引入的预应力分布。增加预应力将导致增加的起皱和塌陷载荷。主要目的是推导膨胀的截锥圆锥形梁的载荷挠度模型。第二个目标是使用相同数量的蒙皮材料优化几何形状,以最小化挠度。将使用有限元分析方法分析和比较由聚苯硫醚箔制成的最佳几何形状和直圆柱梁。

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