静态有限元法分析滚动体接触应力

V. Monfared
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引用次数: 15

摘要

钢轨与车轮的接触应力分析在机械和铁路工程中十分重要。本文采用有限元法对两个滚动体的接触应力进行了数值分析。该模型将车轮和钢轨视为弹性变形体,需要数值解。采用有限元法进行了应力分析。其次,利用数值方法对应力分析结果确定了钢轨和车轮的临界区域。因此,我们几乎可以依靠这种数值方法及其结果来预测临界点。为了分析轮轨收集压力,本研究假设了椭圆、矩形和圆形接触面。根据这些假设,将得到合适的结果。研究钢轨断裂、失效及应力分析,预防钢轨断裂及事故的发生。采用有限元法进行了接触应力分析,并与不同接触面结果进行了比较。这些接触区域可以是椭圆形、矩形或圆形。此外,这些结果可用于分析关键点和表面的裂纹产生。最后,用有限元法计算轧制体接触应力的结果与前人的分析结果吻合较好。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Contact Stress Analysis in Rolling Bodies by Finite Element Method (FEM) Statically
Analysis of contact stress in rail and wheel is very prominent in mechanical and railway engineering. In this research, numerical analysis (FEA) of contact stress for two rolling bodies is studied by finite element method (FEM). The model considers the wheel and the rail as elastic deformable bodies and requires numerical solutions. The analysis of stresses is carried out by FEM. Next, critical area in rail and wheel are determined by results of stress analysis with numerical method. So we almost can rely on this numerical method and their results for prediction of critical points. To analyse the pressure of collection of the wheel and rail, elliptical, rectangular and circular contact surfaces are assumed for this study. With these assumptions, suitable results will be achieved. The rail fracture, failure and analysis of stress should be studied to prevent rail fracture and events. The analysis of contact stress is performed by FEM and it is compared with different contact surfaces results. These contact areas can be elliptical, rectangular or circular. Also, these results can be useful for analysing of crack creation in critical points and surfaces. Finally, good agreements are found between finite element method (FEM) and pre- vious analytical results for determination of contact stress in rolling bodies.
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