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Parametric determination of w-m function for machined surface characterisation

机译:用于加工表面表征的w-m函数的参数确定

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摘要

In contrast to the existing surface analytical method, the technique based on the Weierstrass-Mandelbrot (W-M) function can recognise the pattern of a surface profile spectrum with fractal features and introduces an iterative rather than analytical approach for characterisation of the surface profile of hardened steel turned components. The method generates an artificial spectrum with fractal features on a computer screen to simulate the real surface profile obtained from experimentation. If the simulated spectrum is statistically similar to that of experiment, it can represent the real surface profile and the parameters determined from the W-M function could be used to characterise the surface profile. The work has also investigated the estimation of fractal parameters and how they affect the spectrum. An interactive software package has been developed to implement the simulation which could provide both industry and academics with a means of more accurate assessment of surface measurement.
机译:与现有的表面分析方法相比,基于Weierstrass-Mandelbrot(WM)函数的技术可以识别具有分形特征的表面轮廓光谱的图案,并引入了迭代而不是分析的方法来表征硬化钢的表面轮廓旋转零件。该方法在计算机屏幕上生成具有分形特征的人工光谱,以模拟从实验中获得的真实表面轮廓。如果模拟光谱在统计上与实验的光谱相似,则它可以表示真实的表面轮廓,并且从W-M函数确定的参数可用于表征表面轮廓。这项工作还研究了分形参数的估计以及它们如何影响光谱。已经开发出一种交互式软件包来实施模拟,该软件包可以为行业和学术界提供更准确地评估表面测量值的方法。

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