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Static form-finding analysis of a railway catenary using a dynamic equilibrium method based on flexible multibody system formulation with absolute nodal coordinates and controls

机译:基于柔性微爱系统配方的动态平衡法,静态形式发现分析柔性均衡法,具有绝对节点坐标和对照

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摘要

This paper proposes a dynamic equilibrium method for finding the initial equilibrium configuration of a railway catenary. In the proposed method, the catenary composed of flexible wires is modeled using two-node cable elements with absolute nodal coordinates based on a flexible multibody system formulation. Dynamic conditions that characterize the initial equilibrium configuration of the catenary are given and addressed as control processes in the form-finding procedure. The key feature of the proposed method is that the catenary configuration is continually evolved by dynamic simulation until characterization conditions are attained and an equivalent configuration of the centenary at static equilibrium is thus computed. It is validated using two examples and applied to the form-finding analysis of a two dimensional simple railway catenary. The obtained results are analyzed and discussed. It is general and can be applied to catenaries with complex configurations.
机译:本文提出了一种动态平衡方法,用于寻找铁路衔接的初始平衡配置。 在该方法中,使用具有基于柔性多体系系统制剂的绝对节点坐标的双节点电缆元件来建模由柔性线组成的凸起。 在表单发现过程中,给出并解决了所表征链状的初始均衡配置的动态条件。 所提出的方法的关键特征是通过动态模拟不断地演化膨胀配置,直到实现了表征条件并且因此计算了静态平衡处的百年等待的等效配置。 它是使用两个示例验证的,并应用于二维简单铁路衔接的形式发现分析。 分析并讨论得到的结果。 它是一般的,可以应用于具有复杂配置的CARENARIES。

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