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Application of ANN to Monitor the Correlated Process using Higher Sample Size

机译:人工神经网络在高样本量监测相关过程中的应用

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The Average run lengths (ARLs) of the modified X chart are computed by simulation using MATLAB software in this paper. The modified X chart, based on sum of chi-squares theory is able to counter the autocorrelation in the observations. Various optimal schemes of modified X chart for sample size (n) of 10 are proposed at different levels of correlation (Φ). The ARLs of the modified X chart are also validated and compared with the ARLs obtained by Artificial Neural networks (ANNs). It is found that when the level of correlation (Φ) increases for a particular sample size (n), the performance of all the schemes deteriorates. It is concluded that the modified X chart offers more robustness compared to Shewhart X chart for autocorrelated data at various levels of correlation (Φ) and shifts in the process mean.
机译:本文使用MATLAB软件通过仿真计算了修改后的X图表的平均游程长度(ARL)。基于卡方和理论的修改后的X图表能够抵消观测值中的自相关。提出了在不同的相关度(Φ)下针对样本大小(n)为10的修改X图表的各种最佳方案。还验证了修改后的X图表的ARL,并将其与通过人工神经网络(ANN)获得的ARL进行比较。可以发现,当特定样本大小(n)的相关程度(Φ)增大时,所有方案的性能都会下降。结论是,与Shewhart X图表相比,修改后的X图表对于自相关数据在各种相关级别(Φ)和过程均值上的偏移提供了更高的鲁棒性。

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