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Microstructural Alterations in Bearing Steels under Rolling Contact Fatigue: Part 2-Diffusion-Based Modeling Approach

机译:滚动接触疲劳下轴承钢的微观组织变化:基于扩散的第二部分建模方法

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摘要

The microstructure of rolling element bearings can experience significant transformation when subjected to repetitive contact cycling. In Part 1 of this article, a detailed overview of the known microstructure alteration phenomena was presented and the different mechanisms for describing them proposed by various investigators were critically reviewed. It is agreed generally that the primary path of these structural changes is the decay of martensite due to carbon diffusion, leading to the formation of ferrite and lenticular carbides. Furthermore, these altered regions in the material microstructure can be stress concentration regions leading to crack initiation and propagation. In this article, a J2-based elastic-plastic Voronoi finite element model (previously developed by the authors) is coupled with a carbon diffusion-based model. Using Fick's law for stress assisted diffusion, the dispersion of carbon in the bearing microstructure is evaluated. A backward Euler finite difference scheme is employed to solve the partial differential equations. The model can accurately predict the onset of martensitic decay and formation of the white etching bands along with their distinctive orientation. A comparison of the numerical results shows good corroboration with experimental observations.
机译:滚动轴承的微观结构在经历重复的接触循环时会经历明显的转变。在本文的第1部分中,详细介绍了已知的微观结构变化现象,并严格审查了各种研究人员提出的描述它们的不同机制。一般认为,这些结构变化的主要途径是由于碳扩散引起的马氏体的衰变,从而导致形成铁素体和柱状碳化物。此外,材料微结构中的这些改变的区域可以是导致裂纹萌生和扩展的应力集中区域。在本文中,基于J2的弹塑性Voronoi有限元模型(由作者先前开发)与基于碳扩散的模型耦合。使用菲克定律进行应力辅助扩散,评估碳在轴承微结构中的分散。采用后向欧拉有限差分格式求解偏微分方程。该模型可以准确地预测马氏体腐蚀的开始和白色蚀刻带的形成以及它们的独特方向。数值结果的比较显示了与实验观察的良好证实。

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