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Cites:

Information Seminar Paper

Title

FUZZY BI-OBJECTIVE MATHEMATICAL MODEL FOR A HYBRID FLOW SHOP SCHEDULING PROBLEM

Pages

  -

Abstract

 NOWADAYS, FLOW SHOP IS THE MOST COMMON PRODUCTION ENVIRONMENT IN INDUSTRY. HOWEVER, THE NEED TO INCREASE OR BALANCE THE CAPACITY IN DIFFERENT PRODUCTION STAGES HAS LED TO HAVING MORE THAN ONE MACHINE AT SOME STAGES. THE FLOW SHOPS ARE USUALLY CATEGORIZEDAS HYBRID FLOW SHOP, MULTI-PROCESSOR FLOW SHOP, FLEXIBLE FLOW SHOP OR FLOW SHOP WITH PARALLEL MACHINES. THIS ARTICLE DEALS WITH THE HYBRID FLOW SHOP SCHEDULING PROBLEM WITH UNRELATED AND ELIGIBLE MACHINES ALONG WITH FUZZY PROCESSING TIME AND FUZZY DUE DATE. THE OBJECTIVE IS TO MINIMIZE A LINEAR COMBINATION OF TOTAL COMPLETION TIME AND MAXIMUM LATENESS. A MIXED INTEGER MATHEMATICAL MODEL IS PRESENTED FOR THE PROBLEM.A NUMERICAL EXAMPLE IS WORKED OUTAND VARIOUS RANDOMLY GENERATED TEST PROBLEMS ARE USED TO INVESTIGATE THE EFFICIENCY OF THE PROPOSED MATHEMATICAL MODEL.

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  • Cite

    APA: Copy

    Pourdehghan Golneshini, Fatemeh, & FAZLOLLAHTABAR, HAMED. (2017). FUZZY BI-OBJECTIVE MATHEMATICAL MODEL FOR A HYBRID FLOW SHOP SCHEDULING PROBLEM. INTERNATIONAL CONFERENCE ON INDUSTRIAL ENGINEERING. SID. https://sid.ir/paper/936398/en

    Vancouver: Copy

    Pourdehghan Golneshini Fatemeh, FAZLOLLAHTABAR HAMED. FUZZY BI-OBJECTIVE MATHEMATICAL MODEL FOR A HYBRID FLOW SHOP SCHEDULING PROBLEM. 2017. Available from: https://sid.ir/paper/936398/en

    IEEE: Copy

    Fatemeh Pourdehghan Golneshini, and HAMED FAZLOLLAHTABAR, “FUZZY BI-OBJECTIVE MATHEMATICAL MODEL FOR A HYBRID FLOW SHOP SCHEDULING PROBLEM,” presented at the INTERNATIONAL CONFERENCE ON INDUSTRIAL ENGINEERING. 2017, [Online]. Available: https://sid.ir/paper/936398/en

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