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Determining the Optimum Process Mean Under a Beta Distribution

考量貝他分配的最佳製程平均數設定

摘要


Phillips與Cho [l7]已發展了品質特性爲貝他分配的最佳製程平均數設定方法,他們是采截尾二次損失函數來量測截尾貝他分配的品質損失。本研究將進一步提出産品具線性品質損失的修正的Phillips與Cho [7]模式來設定最佳製程平均數,幷探討此模式參數的敏感度分析。

並列摘要


Phillips and Cho [17] addressed a method for setting the optimum process mean when the quality characteristic is a beta distribution. They adopted the truncated quadratic loss function to measure the quality loss for a given truncated beta distribution. In this paper, we further propose the modified Phillips and Cho's [17] model with the linear quality loss for determining the optimum process mean. A numerical example is provided and the sensitivity analysis is conducted for illustration.

參考文獻


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Chandra, M. J.(2001).Statistical Quality Control.Florida, U. S. A.:CRC Press LLC.
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Golhar, D. Y.,Pollock, S. M.(1988).Determination of the Optimal Process Mean and the Upper Limit for a Canning Problem.Journal of Quality Technology.20
Lee, Min Koo,Hong, Sung Hoon,Elsayed, E. A.(2001).The optimum target value under single and two-stage screenings.Journal of Quality Technology.33

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