Control charts based on the number of consecutive conforming items between two successive nonconforming items for the near zero-nonconformity processes

Total Quality Management

Volumn 11, Issue 2, 2000, Pages 235-250

  Sun, Jing ^a   Zhang, Gongxu ^b  

^a Tsinghua University   (China)

^b UNIVERSITY OF SCIENCE AND TECHNOLOGY BEIJING   (China)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 0442279124     PISSN: 09544127     EISSN: None     Source Type: Journal    
DOI: 10.1080/0954412006973     Document Type: Article

References (18)

1. BOURKE, P.D. (1991) Detecting a shift in fraction nonconforming using run-length control charts with 100% inspection, Journal of Quality Technology, 23, pp. 225-238.
2. CHAN, L.Y., XIE, M. & GOH, T.N. (1996) Two-stage control charts for high yield processes, International Journal of Reliability, Quality and Safe Engineering, 4, pp. 149-165.
3. CROWDER, S.V. (1989) Design of exponential weighted moving average schemes, Journal of Quality Technology, 21, pp. 155-162.
4. GAN, F.F. (1998) Design of one- and two-sided exponential EWMA charts, Journal of Quality Technology, 30, pp. 55-69.
5. GOH, T.N. (1987) A control chart for very high yield process, Quality Assurance, 13, pp. 18-22.
6. HUNTER, J.S. (1986) The exponentially weighed moving average, Journal of Quality Technology, 18, pp. 203-210.
7. KAMINSKY, F.C., BENNEYAN, J.C., DAVIS, R.D. & BURKE, R.J. (1992) Statistical control charts based on a geometric distribution, Journal of Quality Technology, 24, pp. 63-69.
8. LUCAS, J.M. & CROSIER, R.B. (1982) Fast initial response (FIR) for cumulative sum quality control schemes, Journal of Quality Technology, 8, pp. 1-12.
9. LUCAS, J.M. & SACCUCCI, M.S. (1990) The exponentially weighted moving average control schemes: properties and enhancements, Technometrics, 32, pp. 1-12.
10. MONTGOMERY, D.C. (1991) Introduction to Statistical Quality Control (New York, John Wiley).
11. MONTGOMERY, D.C. & MASTRANGELO, C.M. (1991) Some statistical process control for autocorrelated data, Journal of Quality Technology, 23, pp. 179-204.
12. PAGE, E.S. (1954) Continuous inspection schemes, Biometrika, 41, pp. 100-114.
13. RADAELLI, G. (1998) Planning time-between-events Shewhart control charts, Total Quality Management, 9, pp. 133-140.
14. ROBERTS, S.W. (1959) Control chart tests based on geometric moving averages, Technometrics, 1, pp. 239-250.
15. SHEWHART, W.A. (1926) Quality control charts, Bell Systems Technical Journal, pp. 593-603.
16. SHEWHART, W.A. (1927) Quality control, Bell Systems Technical Journal, pp. 722-735.
17. SUN, J. & ZHANG, G. (1998) Criterion of abnormality and statistical control for the near zero-nonconformity processes, Journal of Beijing University of Science and Technology, 4, pp. 399-403.
18. XIE, M., GOH, T.N. & LU, X.S. (1998) A comparative study of CCC and CUSUM charts, Quality and Reliability Engineering International, 14, pp. 339-345.