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Journal of Quality Technology
A Quarterly Journal of Methods, Applications and Related Topics
Volume 18, 1986 - Issue 3
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Articles

A Simple Procedure to Determine the Economic Design of an X̄ Control Chart

Elart Von CollaniUniversity of Würzburg, D 8700Würzburg, West GermanyView further author information
Pages 145-151 | Published online: 21 Feb 2018

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Fong-Jung Yu & Yun-Shiow Chen. (2005) Economic Design of Moving Average Control Charts. Quality Engineering 17:3, pages 391-397.
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Hajaj Al-Oraini & M. A. Rahim. (2003) Economic statistical design of x ¥ control charts for systems with gamma ( 5 ,2) in-control times. Journal of Applied Statistics 30:4, pages 397-409.
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JerryD. Dechert & KennethE. Case. (1999) An economic model for clinical quality control. Journal of Applied Statistics 26:5, pages 553-562.
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Douglas C. Montgomery & William H. Woodall. (1997) Concluding Remarks. Journal of Quality Technology 29:2, pages 157-162.
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Chuanching Ho & Kenneth E. Case. (1994) Economic Design of Control Charts: A Literature Review for 1981–1991. Journal of Quality Technology 26:1, pages 39-53.
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KUN-JEN CHUNG. (1990) A simplified procedure for the economic design of X¯ -charts. International Journal of Production Research 28:7, pages 1239-1246.
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E. Von Collani & J. Sheil. (1989) An Approach to Controlling Process Variability. Journal of Quality Technology 21:2, pages 87-96.
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B.F. Arnold & E. v. Collani. (1989) On the robustness of x-charts. Statistics 20:1, pages 149-159.
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Articles from other publishers (22)

Jungdae Kim. (2018) A Design of Economic CUSUM Control Chart Incorporating Quality Loss Function. Journal of Society of Korea Industrial and Systems Engineering 41:4, pages 203-212.
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Farnaz Barzinpour, Rassool Noorossana, Seyed Taghi Akhavan Niaki & Mohammad Javad Ershadi. (2012) A hybrid Nelder–Mead simplex and PSO approach on economic and economic-statistical designs of MEWMA control charts. The International Journal of Advanced Manufacturing Technology 65:9-12, pages 1339-1348.
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Thomas P. Ryan. 2011. Statistical Methods for Quality Improvement. Statistical Methods for Quality Improvement 353 384 .
Yit-Ming Yang, Chia-Yi Su & W.L. Pearn. (2010) Economic design of x¯-control charts for continuous flow process with multiple assignable causes. International Journal of Production Economics 128:1, pages 110-117.
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Ching Pou Chang, Hsiang Chin, Yuan-Du Hsiao & Fong-Jung Yu. (2009) Effect of Preventive Maintenance on the Economic Design of Control Chart. IFAC Proceedings Volumes 42:4, pages 1704-1707.
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J. Rodrigues Dias. (2007) New Results in Economic Statistical Quality Control. Economic Quality Control 22:1.
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Shashibhushan B. Mahadik & Digambar T. Shirke. (2007) Economic Design of A Modified Variable Sample Size and Sampling Interval Chart. Economic Quality Control 22:2.
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Huifen Chen & Yuyen Cheng. (2007) Non-normality effects on the economic–statistical design of charts with Weibull in-control time. European Journal of Operational Research 176:2, pages 986-998.
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P. Jalote & A. Saxena. (2002) Optimum control limits for employing statistical process control in software process. IEEE Transactions on Software Engineering 28:12, pages 1126-1134.
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Yun-Shiow Chen & Yit-Ming Yang. (2002) Economic design of x̄-control charts with Weibull in-control times when there are multiple assignable causes. International Journal of Production Economics 77:1, pages 17-23.
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Olgierd Hryniewicz. 2001. Frontiers in Statistical Quality Control 6. Frontiers in Statistical Quality Control 6 80 92 .
Elart von Collani & Gudrun Kiesmüller. 2001. Integrated Models in Production Planning, Inventory, Quality, and Maintenance. Integrated Models in Production Planning, Inventory, Quality, and Maintenance 245 275 .
Wen‐Hsien Chen & Devanath Tirupati. (1997) Economic design of X‐ control charts: insights on design variables. International Journal of Quality & Reliability Management 14:3, pages 234-259.
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E. v. Collani. 1997. Optimization in Quality Control. Optimization in Quality Control 89 143 .
K. S. Al-Sultan. 1997. Optimization in Quality Control. Optimization in Quality Control 3 53 .
Kun-Jen Chung. (1994) An algorithm for computing the economically optimal -control chart for a process with multiple assignable causes. European Journal of Operational Research 72:2, pages 350-363.
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E. v. Collani & Ch. Weigand. (1992) Economic machine adjustment in the case of product screening. Statistical Papers 33:1, pages 171-184.
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Elart von Collani. (1989) Economically optimalc- andnp-control charts. Metrika 36:1, pages 215-232.
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George Tagaras. (1989) Power approximations in the economic design of control charts. Naval Research Logistics 36:5, pages 639-654.
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E.v. Collani. (1989) A general approach to optimal process control. Microelectronics Reliability 29:3, pages 393-397.
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E. von Collani. (1988) A unified approach to optimal process control. Metrika 35:1, pages 145-159.
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B.F. Arnold & E. von Col Iani. (1987) Economic Process Control. Statistica Neerlandica 41:2, pages 89-97.
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