Cyclic Scheduling Steady-State Analysis and Improved Mathematical Models

Author:

ZHANG Hongchang,COLLART-DUTILLEUL Simon,MESGHOUNI Khaled

Publisher

Elsevier BV

Subject

General Medicine

Reference17 articles.

1. Amar, M.A.B., Bourdeaud'huy, T., and Korbaa, O. (2007). Cyclic scheduling MIP implementation: cutting techniques. 19th International Conference on Production Research.

2. A Mathematical model for cyclic scheduling with limited work-in-process and cycle time minimization;Amar,2011

3. A linear optimization approach to the heterogeneous r-cyclic hoist scheduling problem;Amraoui;Computers & Industrial Engineering,2013

4. Bodin, B., Munier-kordon, A., and Dinechin, B.D. (2012) K-periodic schedules for evaluating the maximum throughput of a Synchronous Dataflow graph. Embedded Computer Systems (SAMOS), 152-159.

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1. An Activity-Oriented Petri Net Simulation Approach for Optimization of Dispatching Rules for Job Shop Transient Scheduling;International Joint Conference SOCO’17-CISIS’17-ICEUTE’17 León, Spain, September 6–8, 2017, Proceeding;2017-08-23

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