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Computer modelling of wire strands and ropes part Ⅱ: Finite element-based applications

机译:钢丝绳和绳索的计算机建模第二部分:基于有限元的应用

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In the comparison with the theoretical analyses of wire strands reported in the literature where obviously single-layered strands with a construction of the 1+6 wires were modelled and analysed, this paper is focused on a multi-layered strand with a construction of the 1 +6 + 12 + 18 wires. The geometric parametric equations developed in the first part of this paper [1 ] are implemented in CATIA V5 software code for geometric modelling of the multi-layered strand. The methodology of their implementation and the approach for the generation of the strand geometric model are demonstrated. To predict the behaviour of the multi-layered strand under tensile loads, the mathematical geometric model is further implemented in a finite element program. For this purpose ABAQUS/Explicit software is used. The derived 3D geometric models of the multi-layered strands and the results of the finite element elastic behaviour analyses of the strand under tension loads are validated through comparisons with experimental and theoretical data available. The results obtained confirm the correctness of the derived parametric equations and mathematical and physical importance of the finite element model developed.
机译:在与文献报道的线束理论分析进行比较的基础上,显然对具有1 + 6线结构的单层线进行了建模和分析,本文着重研究了具有1 + 6线结构的多层线。 +6 + 12 + 18线。本文第一部分[1]中开发的几何参数方程式在CATIA V5软件代码中实现,用于多层线的几何建模。演示了它们的实现方法以及生成线束几何模型的方法。为了预测多层股在拉伸载荷下的行为,在有限元程序中进一步实现了数学几何模型。为此,使用了ABAQUS / Explicit软件。通过与可用的实验和理论数据进行比较,验证了导出的多层绞线的3D几何模型以及在拉伸载荷下绞线的有限元弹性行为分析的结果。获得的结果证实了导出的参数方程式的正确性以及所开发的有限元模型的数学和物理重要性。

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