Production Scheduling for Hybrid Flow Shop Systems with Heterogeneous Parallel Machines and Integrated Work-in-Progress Inventory
DOI:
https://doi.org/10.4108/eetsmre.9693Keywords:
production scheduling, hybrid flow shop, the HFS model, heterogeneous parallel machines, work-in-progress inventoryAbstract
To secure a larger market share in the dynamically evolving personalized market, enterprises must adopt more flexible production modes. One critical challenge in this context is the optimization of production scheduling within hybrid flow shop systems featuring heterogeneous parallel machines. In such systems, machines differ in capabilities, setup requirements, and processing speeds, and not all machines are qualified to process every job - adding complexity to scheduling decisions. This study proposes a multi-objective hybrid flow shop scheduling model that integrates both time and material flow considerations. The model is designed to minimize two key objectives: the minimum of the makespan and the Work-in-Progress (WIP) inventory, which together influence overall system efficiency and responsiveness. By leveraging the strengths of traditional scheduling strategies, the proposed approach supports better planning and execution under increasing demand conditions. A comprehensive scheduling model incorporating time and cost constraints is developed, and numerical experiments are conducted to validate its effectiveness. The results demonstrate that the proposed model significantly improves production efficiency, reduces operational costs, and increases adaptability to market variations. Furthermore, the study provides actionable insights for decision-makers in complex manufacturing environments, offering a scalable framework for dynamic scheduling optimization. These findings contribute to advancing research in production scheduling and support practical applications in industries seeking to enhance competitiveness through agile and cost-effective operations.
References
[1] Bülbül K, Kaminsky P, Yano C. Flow shop scheduling with earliness, tardiness, and intermediate inventory holding costs. Naval Research Logistics. 2004;51(3):407-45.
[2] Navaei J, Ghomi SMTF, Jolai F, Mozdgir A. Heuristics for an assembly flow-shop with non-identical assembly machines and sequence dependent setup times to minimize sum of holding and delay costs. Computers Operations Research. 2014;44:52-65.
[3] Federgruen A, Mosheiov G. Heuristics for multimachine scheduling problems with earliness and tardiness costs. Management Science. 1996;42(11):1544-55.
[4] Ramezanian R, Fallah Sanami S, Shafiei Nikabadi M. A simultaneous planning of production and scheduling operations in flexible flow shops: case study of tile industry. The International Journal of Advanced Manufacturing Technology. 2017;88:2389-403.
[5] Aouam T, Geryl K, Kumar K, Brahimi N. Production planning with order acceptance and demand uncertainty. Computers operations research. 2018;91:145-59.
[6] Tan W, Khoshnevis B. Integration of process planning and scheduling—a review. Journal of Intelligent Manufacturing. 2000;11:51-63.
[7] Fan K, Zhai Y, Li X, Wang M. Review and classification of hybrid shop scheduling. Production Engineering. 2018;12:597-609.
[8] Mozdgir A, Fatemi Ghomi S, Jolai F, Navaei J. Two-stage assembly flow-shop scheduling problem with non-identical assembly machines considering setup times. International Journal of Production Research. 2013;51(12):3625-42.
[9] Cortés BM, García JCE, Hernández FR. Multi-objective flow-shop scheduling with parallel machines. International journal of production research. 2012;50(10):2796-808.
[10] Obeid A, Dauzère-Pérès S, Yugma C. Scheduling job families on non-identical parallel machines with time constraints. Annals of Operations Research. 2014;213(1):221-34.
[1] Bülbül K, Kaminsky P, Yano C. Flow shop scheduling with earliness, tardiness, and intermediate inventory holding costs. Naval Research Logistics. 2004;51(3):407-45.
[2] Navaei J, Ghomi SMTF, Jolai F, Mozdgir A. Heuristics for an assembly flow-shop with non-identical assembly machines and sequence dependent setup times to minimize sum of holding and delay costs. Computers Operations Research. 2014;44:52-65.
[3] Federgruen A, Mosheiov G. Heuristics for multimachine scheduling problems with earliness and tardiness costs. Management Science. 1996;42(11):1544-55.
[4] Ramezanian R, Fallah Sanami S, Shafiei Nikabadi M. A simultaneous planning of production and scheduling operations in flexible flow shops: case study of tile industry. The International Journal of Advanced Manufacturing Technology. 2017;88:2389-403.
[5] Aouam T, Geryl K, Kumar K, Brahimi N. Production planning with order acceptance and demand uncertainty. Computers operations research. 2018;91:145-59.
[6] Tan W, Khoshnevis B. Integration of process planning and scheduling—a review. Journal of Intelligent Manufacturing. 2000;11:51-63.
[7] Fan K, Zhai Y, Li X, Wang M. Review and classification of hybrid shop scheduling. Production Engineering. 2018;12:597-609.
[8] Mozdgir A, Fatemi Ghomi S, Jolai F, Navaei J. Two-stage assembly flow-shop scheduling problem with non-identical assembly machines considering setup times. International Journal of Production Research. 2013;51(12):3625-42.
[9] Cortés BM, García JCE, Hernández FR. Multi-objective flow-shop scheduling with parallel machines. International journal of production research. 2012;50(10):2796-808.
[10] Obeid A, Dauzère-Pérès S, Yugma C. Scheduling job families on non-identical parallel machines with time constraints. Annals of Operations Research. 2014;213(1):221-34.
[11] Chu H, Dong K, Li R, Cheng Q, Zhang C, Huang K, et al. Integrated modeling and optimization of production planning and scheduling in hybrid flow shop for order production mode. Computers Industrial Engineering. 2022;174:108741.
[12] Lee B, Lee Y, Yang T, Ignisio J. A due-date based production control policy using WIP balance for implementation in semiconductor fabrications. International Journal of Production Research. 2008;46(20):5515-29.
[13] Wang J-B, Wei C-M. Parallel machine scheduling with a deteriorating maintenance activity and total absolute differences penalties. Applied Mathematics Computation. 2011;217(20):8093-9.
[14] Bozorgirad MA, Logendran R. Bi-criteria group scheduling in hybrid flowshops. International Journal of Production Economics. 2013;145(2):599-612.
[15] Soltani SA, Karimi B. Cyclic hybrid flow shop scheduling problem with limited buffers and machine eligibility constraints. The International Journal of Advanced Manufacturing Technology. 2015;76:1739-55.
Downloads
Published
Issue
Section
License
Copyright (c) 2025 Phong-Nhat Nguyen, Truong Pham-Nguyen-Dan, Quyen Le-Thi-Ngoc

This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License.
This is an open access article distributed under the terms of the CC BY-NC-SA 4.0, which permits copying, redistributing, remixing, transformation, and building upon the material in any medium so long as the original work is properly cited.