A variables sampling plan based on Cpmk for product acceptance determination

European Journal of Operational Research

Volumn 184, Issue 2, 2008, Pages 549-560

  Wu, Chien Wei ^a   Pearn, W L ^b  

^a FENG CHIA UNIVERSITY   (Taiwan)

^b NATIONAL CHIAO TUNG UNIVERSITY   (Taiwan)

Author keywords

Acceptance sampling plans; Critical acceptance values; Process capability analysis; Process loss; Product acceptance determination

Indexed keywords

CUSTOMER SATISFACTION; PROCESS CONTROL; PRODUCT DEVELOPMENT; PRODUCTIVITY; RISK MANAGEMENT;

ACCEPTANCE SAMPLING PLANS; CRITICAL ACCEPTANCE VALUES; PROCESS CAPABILITY ANALYSIS; PROCESS LOSSES; PRODUCT ACCEPTANCE DETERMINATION;

SAMPLING;

EID: 34548485588     PISSN: 03772217     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.ejor.2006.11.032     Document Type: Article

References (40)

1. Arizono I., Kanagawa A., Ohta H., Watakabe K., and Tateishi K. Variable sampling plans for normal distribution indexed by Taguchi's loss function. Naval Research Logistics 44 (1997) 591-603
2. Bender A.J. Sampling by variables to control the fraction defective: Part II. Journal of Quality Technology 7 (1975) 139-143
3. Bothe D.R. Measuring Process Capability (1997), McGraw-Hill, New York
4. pm. Journal of Quality Technology 20 (1988) 162-175
5. pmk. Communications in Statistics: Theory and Methods 24 (1995) 1279-1291
6. Das N.G., and Mitra S.K. The effect of non-normality on sampling inspection. Sankhya 26A (1964) 169-176
7. Duncan A.J. Quality Control and Industrial Statistics. fifth ed. (1986), Irwin, Homewood III
8. Govindaraju K., and Soundararajan V. Selection of single sampling plans for variables matching the MIL-STD-105 scheme. Journal of Quality Technology 18 (1986) 234-238
9. Guenther W.C. Use of the binomial, hypergeometric, and poisson tables to obtain sampling plans. Journal of Quality Technology 1 2 (1969) 105-109
10. Hailey W.A. Minimum sample size single sampling plans: A computerized approach. Journal of Quality Technology 12 4 (1980) 230-235
11. Hald A. Statistical Theory of Sampling Inspection by Attributes (1981), Academic Press Inc., London
12. Hamaker H.C. Acceptance sampling for percent defective by variables and by attributes. Journal of Quality Technology 11 (1979) 139-148
13. Harry M.J. The Nature of Six-Sigma Quality (1988), Motorola Inc., Schaumburg, Illinois
14. Hsiang, T.C., Taguchi, G., 1985. A tutorial on quality control and assurance - the Taguchi methods. ASA Annual Meeting, Las Vegas, Nevada, USA.
15. Jacobson L.J. Nomograph for determination of variables inspection plan for fraction defective. Industrial Quality Control 6 3 (1949) 23-25
16. Jennett W.J., and Welch B.L. The control of proportion defective as judged by a single quality characteristic varying on a continuous scale. Journal of the Royal Statistical Society: Series B 6 (1939) 80-88
17. pmk with asymmetric specification limits. Journal of Quality Technology 32 4 (2000) 440-443
18. Kao J.H.K. MIL-STD-414: Sampling procedures and tables for inspection by variables for percent defective. Journal of Quality Technology 3 (1971) 28-37
19. Kotz S., and Johnson N.L. Process capability indices - A review, 1992-2000. Journal of Quality Technology 34 1 (2002) 1-19
20. Kotz S., and Lovelace C. Process Capability Indices in Theory and Practice (1998), Arnold, London, UK
21. Lieberman G.J., and Resnikoff G.J. Sampling plans for inspection by variables. Journal of the American Statistical Association 50 (1955) 72-75
22. Montgomery D.C. Introduction to Statistical Quality Control. fourth ed. (2001), Wiley, New York
23. Moskowitz H., and Tang K. Bayesian variables acceptance sampling plans: Quadratic loss function and step loss function. Technometrics 34 (1992) 340-347
24. Odeh R.E., and Owen D.B. Tables for Normal Tolerance Limits Sampling Plans and Screening (1980), Marcel Dekker, New York
25. Odeh R.E., and Owen D.B. Attribute Sampling Plans, Tables of Tests and Confidence Limits for Proportions (1983), Marcel Dekker, New York
26. Owen D.B. Variables sampling plans based on the normal distribution. Technometrics 9 (1967) 417-423
27. Pearn W.L., and Kotz S. Application of Clements' method for calculating second- and third-generation process capability indices for non-normal Pearsonian populations. Quality Engineering 7 (1994-1995) 139-145
28. pmk. Quality and Reliability Engineering International 18 (2002) 333-342
29. Pearn W.L., Kotz S., and Johnson N.L. Distributional and inferential properties of process capability indices. Journal of Quality Technology 24 4 (1992) 216-233
30. Pearn W.L., Lin G.H., and Chen K.S. Distributional and inferential properties of the process accuracy and process precision indices. Communications in Statistics: Theory and Methods 27 4 (1998) 985-1000
31. Schilling E.G. Acceptance Sampling in Quality Control (1982), Marcel Dekker, New York
32. Spiring F.A., Leung B., Cheng S.W., and Yeung A. A bibliography of process capability papers. Quality and Reliability Engineering International 19 5 (2003) 445-460
33. Stephens L.J. A closed form solution for single sample acceptance sampling plans. Journal of Quality Technology 10 4 (1978) 159-163
34. Suresh R.P., and Ramanathan T.V. Acceptance sampling plans by variables for a class of symmetric distributions. Communications in Statistics: Simulation and Computation 26 4 (1997) 1379-1391
35. Tagaras G. Economic acceptance sampling by variables with quadratic quality costs. IIE Transactions 26 (1994) 29-36
36. Vännman K. Distribution and moments in simplified form for a general class of capability indices. Communications in Statistics: Theory and Methods 26 (1997) 159-179
37. Vännman K., and Kotz S. A superstructure of capability indices distributional properties and implications. Scandinavian Journal of Statistics 22 (1995) 477-491
38. Wallis W.A. Use of variables in acceptance inspection for percent defective. In: Eisenhart C., Hastay M., and Wallis W.A. (Eds). Techniques of Statistical Analysis, Statistical Research Group, Columbia University (1947), McGraw-Hill, New York
39. Wallis W.A. Lot Quality Measured by Proportion Defective, Acceptance Sampling - A Symposium (1950), American Statistical Association, Washington, DC
40. pmk. Communications in Statistics: Theory and Methods 27 7 (1998) 1781-1789