曲线尖叫的建模方法和缓解措施比较

Xiaohang Feng, Guangxiong Chen, Q. Song, Bingjie Dong, Wenjuan Ren
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引用次数: 0

摘要

预测和缓解曲线尖叫一直是个难题。本研究采用了多种建模方法来统一现有模型,并建立了三个轮对轨道系统的有限元模型(FEM)来预测曲线尖叫。轮对轨道系统的有限元模型包含固体紧固件、负摩擦速度斜坡和多个轮对,研究人员使用复特征值分析法对这些模型进行了检验,以确定它们预测曲线尖叫的相对能力。此外,还研究了阻尼处理对车轮和钢轨曲线尖叫的抑制作用。结果表明,与初始模型相比,本研究开发的有限元模型可以有效预测频率为 482、1205 和 2154 Hz 的曲线尖叫。在负阻尼和多个轮对的干扰下,轮对轨道系统更容易产生摩擦自激振动,但影响较小。此外,弹性轮的橡胶块角度设定为 15°。增加轨道减震器的阻尼和选择连续-离散式轨下减震器可有效抑制曲线尖叫的产生。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Comparison of modeling methods and mitigation measures for curve squealing
Predicting and mitigating curve squealing has always been difficult. This study employed various modeling methods to unify the existing models and establish three finite element models (FEMs) of wheelset–track systems to predict curve squealing. The FEMs of the wheelset–track systems, which incorporated solid fasteners, negative friction–velocity slopes, and multiple wheelsets, were examined using complex eigenvalue analysis to determine their relative capacity to predict curve squeal. The inhibitory effects of damping treatments on curve squeal in both wheels and rails were also studied. The results indicate that, in an improvement on the initial model, the FEMs developed in this study can effectively predict curve squeal with frequencies of 482, 1,205, and 2154 Hz. The wheelset–track system was more likely to produce frictional self-excited vibrations under negative damping and interference from multiple wheelsets, but the impact was small. In addition, the rubber block angle of the resilient wheel was set at 15°. Increasing the damping of the rail vibration absorbers and selecting a continuous–discrete under-rail vibration absorber effectively suppressed the generation of curve squeal.
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