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분포분할법을 이용한 휴리스틱 공정능력지수의 비교 분석

Heuristic Process Capability Indices Using Distribution-decomposition Methods

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참고문헌

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주제분류학제간연구

초록

Purpose: This study develops heuristic process capability indices (PCIs) using distribution-decomposition methods and evaluates the performances. The heuristic methods decompose the variation of a quality characteristic into upper and lower deviations and adjust the value of the PCIs using decomposed deviations in accordance with the skewness. The weighted variance(WV), new WV(NWV), scaled WV(SWV), and weighted standard deviation(WSD) methods are considered. Methods: The performances of the heuristic PCIs are investigated under the varied situations such as various skewed distributions, sample sizes, and specifications. Results: WV PCI is the best under the normal populations, WSD and SWV PCIs are the best under the low skewed populations, NWV PCI is the best under the moderate and high skewed populations. Conclusion: Comprehensive analysis shows that the NWV method is most adequate for a practical use.

Abstract

Purpose: This study develops heuristic process capability indices (PCIs) using distribution-decomposition methods and evaluates the performances. The heuristic methods decompose the variation of a quality characteristic into upper and lower deviations and adjust the value of the PCIs using decomposed deviations in accordance with the skewness. The weighted variance(WV), new WV(NWV), scaled WV(SWV), and weighted standard deviation(WSD) methods are considered. Methods: The performances of the heuristic PCIs are investigated under the varied situations such as various skewed distributions, sample sizes, and specifications. Results: WV PCI is the best under the normal populations, WSD and SWV PCIs are the best under the low skewed populations, NWV PCI is the best under the moderate and high skewed populations. Conclusion: Comprehensive analysis shows that the NWV method is most adequate for a practical use.

참고문헌 (22)

  1. Abbasi, B., "Estimating Process Capability Indices of Multivariate Nonnormal Processes", International Journal of Advanced Manufacturing Technology, 50(5), pp.823~830 (2010)
  2. Bai, D. S., "X and R Charts for Skewed Populations", Journal of Quality Technology, 25(2), pp.120~131 (1995)
  3. Baik, J., "Criticism and Guideline for the Use of Process Capability Index", Journal of the Korean Society for Quality Management, 27(2), pp.81~100 (1999)
  4. Bittanti S., "Application of Non-normal Process Capability Indices to Semiconductor Quality Control", IEEE Transactions on Semiconductor Manufacturing, 11(2), pp.296~303 (1998)
  5. Castagliola, P, "X Control Chart for Skewed Populations Using a Scaled Weighted Variance Method", International Journal of Reliability, Quality and Safety Engineering, 7(3), pp.237~252 (2000)
  6. Chang, Y. S., "Control Charts for Positively-skewed Populations with Weighted Standard Deviations", Quality and Reliability Engineering International, 17(5), pp.397~406 (2001)
  7. Chang, Y. S., "Process Capability Indices, Skewed in Encyclopedia of Statistics in Quality and Reliability" (2007), John Wiley & Sons Ltd
  8. Chang, Y. S., "Process Capability Indices for Skewed Populations", Quality and Reliability Engineering International, 18(5), pp.383~393 (2002)
  9. Chen, J-P. 2000, "Re-evaluating the Process Capability Indices for Non-normal Distribution", International Journal of Production Research, 38(6), pp.1311~1324 (2000)
  10. 조중재, "정규분포 공정 가정하에서의 공정능력지수 에 관한 효율적인 신뢰한계", 품질경영학회지, 32(4), pp.229~241 (2004), 한국품질경영학회
  11. Choobineh, F., "Control-limits of QC Charts for Skewed Distributions Using Weighted-variance", IEEE Transactions on Reliability, 36(4), pp.473~477 (1987)
  12. English, J. R., "Process Capability Analysis - A Robustness Study", International Journal of Production Research, 31(7), pp.1621~1635 (1993)
  13. Gunter, W. H, "The Use and Abuse of Cpk, Part 2", Quality Progress, 22(3), pp.769~777 (1989)
  14. Im, T. J., "A Process Capability Index Cpd Consistent with the Proportion of Nonconforming Items", Journal of the Korean Society for Quality Management, 28(2), pp.103~122
  15. IMSL Library, "Reference Manual" (1990), Visual Numerics
  16. Khoo, M. B. C., "A Multivariate Synthetic Control Chart for Monitoring the Process Mean Vector of Skewed Populations Using Weighted Standard Deviations", Communications in Statistics - Simulation and Computation, 38(7), pp.1493~1518 (2009)
  17. Kotz, S., "Process Capability Indices - A Review, 1992-2000", Journal of Quality Technology, 34(1), pp.2~19 (2002)
  18. Pearn, W. L., "Encyclopedia and Handbook of Process Capability Indices" (2006), World Scientific Publishing Co. Pte. Ltd
  19. Pyzdek, T, "Why Normal Distributors Aren’t - All That Normal", Quality Engineering, 7(4), pp.769~777 (1995)
  20. Somerville, S. E., "Process Capability Indices and Non-normal Distributions", Quality Engineering, 9(2), pp.305~316 (1996)
  21. Wu, C-W, "An Overview of Theory and Practice on Process Capability Indices for Quality Assurance", International Journal of Production Economics, 117, pp.338~359 (2009)
  22. Wu, H-H, "A Weighted Variance Capability Index for General Non-normal Processes", Quality and Reliability Engineering International, 15(5), pp.397~402 (1999)

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