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FEM ANALYSIS FOR STIFFNESS OF HOLLOW SPHERICAL JOINTS

机译:空心球关节刚度的有限元分析

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摘要

The joints' stiffness of space reticulated shell is an important influence factor on the stiffness and stability of reticulated shell, joints' fixation ability is of vital importance to maintaining the stability of reticulated shell. For complication of theoretical analysis and difficulty on experiments, the stiffness of hollow spherical joints which are applied widely in the large-span space reticulated structures, are analyzed and computed by finite element method with the SAP5 program in this paper, the expressions of axial flexibility function f and flexural stiffness ke of hollow spherical joints with parameters: joints' diameter and thickness, members' diameter are attained by regression analysis for calculation results. Here, orthogonal design and orthogonal quadratic multi-item formula are accepted by using orthogonal table L25 (56). These expressions can be adopted in the stiffness analysis and stability analysis of the large-span space reticulated structures with the hollow spherical joints considering the influence of joints' stiffness.
机译:空间网状壳的关节刚度是网状壳的刚度和稳定性的重要影响因素,关节的固定能力至关重要,对保持网状壳的稳定性至关重要。为了复杂化理论分析和对实验的困难,通过在本文中通过有限元方法分析和计算在大跨度空间网状结构中广泛应用的中空球形接头的刚度,并用SAP5程序,轴向灵活性的表达式具有参数的中空球形接头的功能F和弯曲刚度ke:接头直径和厚度,通过回归分析来实现成员直径的计算结果。这里,通过使用正交表L25(56)接受正交设计和正交二次多项式公式。考虑到关节刚度的影响,可以在大跨度空间网状结构的刚度分析和稳定性分析中采用这些表达。

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