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A new Gaussian process-based approach for uncertainty propagation in surface metrology profile parameters estimation

机译:基于新的高斯过程的基于Gaussian进程的方法,用于表面计量分布参数估计中的不确定传播

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Surface texture parameters are important indicators for understanding and controlling manufacturing processes. Deriving these parameters is however beset by ambiguities and uncertainties. The inclusion of confidence bands should provide valuable information on the reliability of the derived surface parameters. Existing methodologies of uncertainty modelling assume non-random interpolation functions, which do not adequately allow for the inclusion of interpolation uncertainties. This paper presents a new approach based on Gaussian processes, including a mechanism for the derivation and inclusion of such interpolation-based uncertainties when calculating surface texture parameters. The interpolation-based uncertainties are assumed to be independent of measurement uncertainties and as such, they can be independently modelled and propagated onto the derived parameters. When tested using real machining surface data, validation results show that the newly proposed technique has the advantage over the ISO-based approach of systematically characterising interpolation-based uncertainties in the form of confidence bands in the estimated profile parameters.
机译:表面纹理参数是理解和控制制造过程的重要指标。然而,通过模糊和不确定性导出这些参数。包含置信带应该提供有关衍生表面参数可靠性的有价值的信息。现有的不确定性建模方法采用非随机插值函数,其不充分允许包含插值不确定性。本文提出了一种基于高斯过程的新方法,包括在计算表面纹理参数时导出和包含这种基于插值的不确定性的机制。假设基于插值的不确定性与测量不确定性无关,因此,它们可以独立建模并传播到衍生参数上。当使用真实加工表面数据测试时,验证结果表明,新提出的技术具有基于ISO的方法的优点,其系统地表征基于内插的不确定性以估计的概况参数中的置信带的形式。

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