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Original Articles

The bowl phenomenon revisited

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Pages 161-173 | Received 01 Aug 1986, Published online: 15 Mar 2007

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Read on this site (12)

Sarah Hudson, Tom McNamara & Sabry Shaaban. (2015) Unbalanced lines: where are we now?. International Journal of Production Research 53:6, pages 1895-1911.
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RihamA. Khalil & David John Stockton. (2010) Predicting the effects of cycle time variability on the efficiency of electronics assembly mixed-model, zero-buffer flow processing lines. International Journal of Computer Integrated Manufacturing 23:12, pages 1149-1157.
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R.A. Khalil, D.J. Stockton & J.A. Fresco. (2008) Predicting the effects of common levels of variability on flow processing systems. International Journal of Computer Integrated Manufacturing 21:3, pages 325-336.
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MarkS. Hillier & FrederickS. Hillier. (2006) Simultaneous optimization of work and buffer space in unpaced production lines with random processing times. IIE Transactions 38:1, pages 39-51.
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KENNETHH. DOERR & ANTONIO ARREOLA-RISA. (2000) A worker-based approach for modeling variability in task completion times. IIE Transactions 32:7, pages 625-636.
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KENNETHR. BAKER, STEPHENG. POWELL & DAVIDF. PYKE. (1994) A PREDICTIVE MODEL FOR THE THROUGHPUT OF UNBALANCED, UNBUFFERED THREE-STATION SERIAL LINES. IIE Transactions 26:4, pages 62-71.
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F. S. HILLlER & K. C. SO. (1993) Some data for applying the bowl phenomenon to large production line systems. International Journal of Production Research 31:4, pages 811-822.
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C. COMMAULT & Y. DALLERY. (1990) Production Rate of Transfer Lines Without Buffer Storage. IIE Transactions 22:4, pages 315-329.
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DENNISE. BLUMENFELD. (1990) A simple formula for estimating throughput of serial production lines with variable processing times and limited buffer capacity. International Journal of Production Research 28:6, pages 1163-1182.
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EGINHARDJ. MUTHf†ABDULLAH ALKAFFJ‡. (1987) The throughput rate of three-station production lines: a unifying solution. International Journal of Production Research 25:10, pages 1405-1413.
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Articles from other publishers (24)

Miray Öner-Közen, Stefan Minner & Fabian Steinthaler. (2017) Efficiency of paced and unpaced assembly lines under consideration of worker variability – A simulation study. Computers & Industrial Engineering 111, pages 516-526.
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Tom McNamara, Sabry Shaaban & Sarah Hudson. (2016) Fifty years of the bowl phenomenon. Journal of Manufacturing Systems 41, pages 1-7.
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Mohammad H. Yarmand & Douglas G. Down. (2013) Server allocation for zero buffer tandem queues. European Journal of Operational Research 230:3, pages 596-603.
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Sabry Shaaban, Tom McNamara & Sarah Hudson. (2013) The effects of unbalancing operation time variability on the performance of unreliable lines. Journal of Manufacturing Technology Management 24:3, pages 428-447.
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Tom McNamara, Sabry Shaaban & Sarah Hudson. (2011) Unpaced production lines with three simultaneous imbalance sources. Industrial Management & Data Systems 111:9, pages 1356-1380.
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Sabry Shaaban & Sarah Hudson. (2009) The performance of unpaced serial production lines with unequal coefficients of variation of processing times. International Journal of Computer Applications in Technology 34:2, pages 122.
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M.I. Vidalis, C.T. Papadopoulos & C. Heavey. (2005) On the workload and ‘phaseload’ allocation problems of short reliable production lines with finite buffers. Computers & Industrial Engineering 48:4, pages 825-837.
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Liming Liu, Xue-Ming Yuan & John J. Liu. (2004) Operational capacity allocation for unreliable module-based assembly systems. European Journal of Operational Research 155:1, pages 134-153.
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Nureddin Kırkavak & Cemal Dinçer. (1999) The general behavior of pull production systems: The allocation problems. European Journal of Operational Research 119:2, pages 479-494.
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Manish K. Govil & Michael C. Fu. (1999) Queueing theory in manufacturing: A survey. Journal of Manufacturing Systems 18:3, pages 214-240.
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Russell C. H. Cheng. 1997. Stochastic Modelling in Innovative Manufacturing. Stochastic Modelling in Innovative Manufacturing 1 18 .
Shimon Y. Nof, Wilbert E. Wilhelm & Hans-Jürgen WarneckeShimon Y. Nof, Wilbert E. Wilhelm & Hans-Jürgen Warnecke. 1997. Industrial Assembly. Industrial Assembly 259 311 .
Shimon Y. Nof, Wilbert E. Wilhelm & Hans-Jürgen WarneckeShimon Y. Nof, Wilbert E. Wilhelm & Hans-Jürgen Warnecke. 1997. Industrial Assembly. Industrial Assembly 200 258 .
Hrissoleon T. Papadopoulos. (1996) An analytic formula for the mean throughput of K-station production lines with no intermediate buffers. European Journal of Operational Research 91:3, pages 481-494.
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Frederick S. Hillier & Kut C. So. (1996) On the robustness of the bowl phenomenon. European Journal of Operational Research 89:3, pages 496-515.
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Frederick S. Hillier & Kut C. So. (1995) On the optimal design of tandem queueing systems with finite buffers. Queueing Systems 21:3-4, pages 245-266.
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Thomas F. Hassett & Duane L. Dietrich. (1995) Availability/reliability engineering analysis of three, four, and five-stage unreliable series transfer lines. Journal of Manufacturing Systems 14:6, pages 427-438.
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Kenneth R. Baker. 1993. Perspectives in Operations Management. Perspectives in Operations Management 321 339 .
Kenneth R. Baker. (1992) Tightly-coupled production systems: Models, analysis, and insights. Journal of Manufacturing Systems 11:6, pages 385-400.
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Sedef Meral & Nesim Erkip. (1991) Simulation analysis of a JIT production line. International Journal of Production Economics 24:1-2, pages 147-156.
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SOUMEN GHOSH & ROGER J. GAGNON. 1991. Manufacturing and Automation Systems: Techniques and Technologies, Part 2 of 5. Manufacturing and Automation Systems: Techniques and Technologies, Part 2 of 5 355 405 .
R.J. Gagnon & S. Ghosh. (1991) Assembly line research: Historical roots, research life cycles and future directions. Omega 19:5, pages 381-399.
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Kirk R. Karwan & Patrick R. Philipoom. (1989) A note on “Stochastic unpaced line design: Review and further experimental results”. Journal of Operations Management 8:1, pages 48-54.
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R.P. Mohanty, D. Dey & R.V. Kulkarni. (1989) A computer algorithm for determining optimal buffer size in a serial flow production system. Computers & Industrial Engineering 16:1, pages 75-86.
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