首页> 外文期刊>Proceedings of the Institution of Mechanical Engineers. Part K, Journal of Multi-body Dynamics >A comparative study of geometrical curvature expressions for the large displacement analysis of spatial absolute nodal coordinate formulation Euler-Bernoulli beam motion
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A comparative study of geometrical curvature expressions for the large displacement analysis of spatial absolute nodal coordinate formulation Euler-Bernoulli beam motion

机译:空间绝对节点坐标公式Euler-Bernoulli束运动大位移分析的几何曲率表达式的比较研究

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摘要

While the geometrical curvature expressions have become widely used in the beams based on absolute nodal coordinate formulation, they have not yet been compared and sufficiently verified, particularly for the spatial beam motion. In this paper, two geometrical curvature expressions for the large displacement analysis of spatial beam motion are compared and their fundamental differences are highlighted: the exact curvature model and general curvature model. In order to examine numerically the ability of two curvature expressions in the large displacement analysis, a three-dimensional absolute nodal coordinate formulation Euler-Bernoulli beam element is selected as the candidate. Several static and dynamical benchmarks are performed to assess their accuracy and differences. It is shown that the exact curvature model can be effectively and efficiently used in static applications, particularly in the highly nonlinear static analysis. In dynamics problems, the accuracy of two curvature models is equivalent, while the exact curvature model is more time-consuming. These conclusions can be a recommendation for the choice of geometrical curvature expressions in some certain practical examples.
机译:尽管基于绝对节点坐标公式,几何曲率表达式已在梁中广泛使用,但它们尚未得到比较和充分验证,特别是对于空间梁运动。本文比较了两种用于空间梁运动大位移分析的几何曲率表达式,并指出了它们的基本区别:精确曲率模型和一般曲率模型。为了在大位移分析中数值检查两个曲率表达式的能力,选择了三维绝对节点坐标公式Euler-Bernoulli梁单元作为候选。执行几个静态和动态基准测试以评估其准确性和差异。结果表明,精确的曲率模型可以在静态应用中,特别是在高度非线性的静态分析中,得到有效而有效的使用。在动力学问题中,两个曲率模型的精度是等效的,而精确的曲率模型则更耗时。这些结论可以作为在某些实际示例中选择几何曲率表达式的建议。

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