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Estimating Sensitivity Of Process Capability Modeled By A Transfer Function

机译:估计由传递函数建模的过程能力的敏感性

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We assume that the output variable Y of a process with a number of inputs (X_1, X_2…,X_n)is subject to specification limits, and that the inputs can be represented as random variables. The probability that Y falls within its specification limits is a measure of process capability. In this paper, we demonstrate a one-pass Monte Carlo simulation method that allows the estimation of the sensitivity of process capability to each parameter of the input variables. The proposed method may have gains in efficiency, in terms of reduction in root mean squared error, of several hundred times over competing methods. The results can be used to improve system performance by directing attention to those parameters for which small changes result in the largest some discussion of why it works.
机译:我们假定具有多个输入(X_1,X_2…,X_n)的过程的输出变量Y受到规格限制,并且可以将输入表示为随机变量。 Y落在其规格范围内的概率是过程能力的度量。在本文中,我们演示了一种单程蒙特卡洛模拟方法,该方法可以估计过程能力对输入变量的每个参数的敏感性。就减少均方根误差而言,所提出的方法的效率可能比竞争方法高数百倍。通过将注意力转移到这些参数上,这些结果可以用来提高系​​统性能,这些参数的微小变化会最大程度地讨论其工作原理。

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