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Analysis of Fretting Problems using a Numerical Method Based on Cauchy Singular Integral Equation

机译:基于柯西奇异积分方程的数值方法微动问题分析

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Numerical analysis by influence function method (IFM) is demonstrated in this study in order to investigate the fretting wear problems on the secondary side of the steam generator, caused by flow induced vibration. Two-dimensional numerical contact model is developed in terms of Cauchy integral equation. The distributions of normal pressures, shear stresses and displacement fields are derived between two contact bodies which have similar elastic properties. The work rate model is adopted to find the wear amounts between two materials. The results are compared with the solutions by finite element analyses, which validates the application of the present method to fretting wear problems.
机译:在本研究中,通过影响函数法(IFM)进行了数值分析,目的是调查由流动引起的振动引起的蒸汽发生器次级侧的微动磨损问题。根据柯西积分方程建立了二维数值接触模型。在具有相似弹性特性的两个接触体之间得出法向压力,切应力和位移场的分布。采用工作率模型来找出两种材料之间的磨损量。通过有限元分析将结果与解决方案进行比较,验证了本方法在微动磨损问题中的应用。

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