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A ?nite element model for independent wire rope core with double helical geometry subjected to axial loads

机译:承受轴向载荷的双螺旋几何形状独立钢丝绳芯的有限元模型

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Due to the complex geometry of wires within a wire rope, it is dif?cult to model and analyse independent wire rope core accurately (IWRC). In this paper, a more realistic three-dimensional modelling approach and ?nite element analysis of wire ropes are explained. Single helical geometry is enough to model simple straight strand while IWRC has a more complex geometry by inclusion of double helical wires in outer strands. Taking the advantage of the double helical wires, three-dimensional IWRCs modelling is applied for both right regular lay and lang lay IWRCs. Wire-by-wire based results are gathered by using the proposed modelling and analysis method under various loading conditions. Illustrative examples are given for those show the accuracy and the robustness of the present FE analysis scheme with considering frictional properties and contact interactions between wires. FE analysis results are compared with the analytical and available test results and show reasonable agreement with a simpler and more practical approach.
机译:由于钢丝绳中钢丝的复杂几何形状,很难准确地建模和分析独立的钢丝绳芯(IWRC)。在本文中,将对钢丝绳进行更实际的三维建模,并进行有限元分析。单螺旋几何形状足以模拟简单的直股,而IWRC通过在外部股中包含双螺旋线而具有更复杂的几何形状。利用双螺旋线的优势,将三维IWRC建模应用于右等规线和郎角线IWRC。通过使用建议的建模和分析方法,在各种载荷条件下,可以收集基于线对线的结果。给出了说明性示例,这些示例显示了考虑了摩擦特性和导线之间的接触相互作用的当前有限元分析方案的准确性和鲁棒性。有限元分析结果与分析结果和可用的测试结果进行了比较,并与更简单,更实用的方法显示出合理的一致性。

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