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Method of determination of truncation parameters from measured surface profile

机译:根据测得的表面轮廓确定截断参数的方法

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摘要

The probability density function of the roughness height of a sliding surface is not always Gaussian like that of a truncated surface caused by running-in or mild wear. Therefore, it is important for obtaining contact pressure or frictional characteristics to estimate the truncation level of the non-Gaussian distribution function. This paper presents a method of determination of the two truncation parameters in the truncation model presented by King et al. [Proceedings of the 4th Leeds-Lyon Symposium on Tribology, MEP, London, 1978, p. 333]. The two truncation parameters p and β can be determined by plotting the values of skewness S{sub}k and kurtosis K obtained from a measured profile of surface roughness on the S{sub}k-K diagram calculated with the truncation model for various given values of parameters p and β. The height distributions reproduced by the truncation model with the truncation parameters p and β identified by the present method is in good agreement with the original ones of the measured surfaces.
机译:滑动面的粗糙度高度的概率密度函数并不总是像由磨合或轻微磨损引起的截断面那样具有高斯分布。因此,对于获得接触压力或摩擦特性来估计非高斯分布函数的截断水平很重要。本文提出了一种在King等人提出的截断模型中确定两个截断参数的方法。 [第四届利兹-里昂摩擦学研讨会论文集,环境保护部,伦敦,1978年,第2页。 333]。可以通过在S {k} KK图上绘制从测量的表面粗糙度轮廓获得的偏度S {sub} k和峰度K的值来确定两个截断参数p和β,S {k} K用截断模型针对各种给定的值计算参数p和β。用本方法确定的截断参数为p和β的截断模型所生成的高度分布与原始测量表面高度吻合。

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