论文信息 - Minimum Cost Quality Control Tests

Minimum Cost Quality Control Tests

Abstract An expected cost model of a process whose mean is controlled by an X chart is developed. A two-stage numerical procedure is used to calculate the sample size, the number of units produced between samples, and the control limits of optimal control charts. Optimal plans are tabulated for three values of the a priori distribution parameter and three values of each of the three cost coefficients.

H. A. Knappenberger | A. Grandage | A. H. E. Grandage | H. Allan Knappenberger

[1] P. G. Moore,et al. Statistical methods in quality control , 1957 .

[2] Irving Wingate Burr. Engineering statistics and quality control , 1953 .

[3] M. A. Girshick,et al. A BAYES APPROACH TO A QUALITY CONTROL MODEL , 1952 .

[4] H. M. Taylor. Markovian sequential replacement processes , 1965 .

[5] H. Weiler,et al. On the Most Economical Sample Size for Controlling the Mean of a Population , 1952 .

[6] Emanuel Parzen,et al. Stochastic Processes , 1962 .

[7] J. Bather. Control Charts and the Minimization of Costs , 1963 .

[8] Acheson J. Duncan,et al. The Economic Design of X Charts Used to Maintain Current Control of a Process , 1956 .

[9] H. M. Taylor. Statistical Control of a Gaussian Process , 1967 .