液体对滚动接触疲劳裂纹扩展影响的数值分析

M. Olzak, J. Piechna, P. Pyrzanowski
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引用次数: 1

摘要

对液体填充下的滚动接触疲劳裂纹扩展进行了数值研究。考虑了流体-裂纹相互作用的两种模型。在第一个称为“流体静力学”的模型中,接受了不可压缩、无粘性和失重液体的假设。还假设由于车轮载荷的作用,被困液体无法进入裂纹外,其体积保持不变,直到压力上升使裂纹口再次打开。在此假设下,分析具有稳态特性。在第二种模型中,假定裂纹被粘性的不可压缩流体填充,流体运动和由此产生的压力分布可以用一维形式的雷诺方程表示。提出了求解液面与裂纹面的耦合运动问题的方法,并进行了一系列的计算。该方法已用于车轮轧制过程中裂纹变形的预测。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical analysis of the influence of liquid on propagation of a rolling contact fatigue crack
Numerical investigations of the propagation of rolling contact fatigue crack filled by the liquid have been conducted. Two models of fluid – crack interaction have been considered. In the first model called “hydrostatic” the assumption of incompressible, inviscid and weightless liquid was accepted. It was also assumed that due to the wheel load the trapped liquid could not get outside the crack and its volume remained constant until the rising pressure would open up the crack mouth again. On this assumption the analysis has a steady-state character. In the second model it has been assumed that the crack is filled by the viscous, incompressible fluid and the fluid motion as well as the resulting pressure distribution can be represented by one-dimensional form of the Reynolds equation. The method for solving the problem of the coupled motion of liquid and crack faces has been developed and series of calculation were made. The method has been employed for the predicting of crack deformation in the course of wheel rolling.
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