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December 5, 2025Machines0 citationsOpen Access

Block–Neighborhood-Based Multi-Objective Evolutionary Algorithm for Distributed Resource-Constrained Hybrid Flow Shop with Machine Breakdown

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YXYing XuSLShulan LinJLJunqing Li

Key Points

  • BNMOEA improved performance in solving complex scheduling problems involving distributed factories and resource constraints.
  • Key metric shows effective convergence through the integration of multiple search methods in the evolutionary process.
  • Mathematical model assesses distributed resource-constrained hybrid flow shop with machine breakdown for more efficient scheduling.
  • Findings indicate significant advantages of using hybrid algorithms to enhance scheduling outcomes in manufacturing systems.

Abstract

Production scheduling that involves distributed factories, machine maintenance, and resource constraints plays a crucial role in manufacturing. However, these realistic constraints have rarely been considered simultaneously in the hybrid flow shop (HFS). To address this issue, a distributed resource-constrained hybrid flow shop scheduling problem with machine breakdowns (DRCHFSP-MB) is studied. There are two optimization objectives, i.e., makespan and total energy consumption (TEC). To solve the strongly NP-hard problem, a mathematical model is established and a block–neighborhood-based multi-objective evolutionary algorithm (BNMOEA) is developed. In the proposed algorithm, an efficient hybrid initialization method is adopted to obtain high-quality individuals to participate in the evolutionary process of the population. Next, to enhance the search capability of the BNMOEA, three well-designed crossover operators are used in the global search. Then, the convergence of the proposed algorithm is improved by utilizing eight critical factory-based local search operators combined with block–neighborhood. Finally, the BNMOEA is compared with several of the most advanced multi-objective algorithms; the results indicate that the BNMOEA has an outstanding performance in solving DRCHFSP-MB.

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Cite This Study

Xu et al. (2025) studied this question.

synapsesocial.com/papers/6932313d8e51979591dceecchttps://doi.org/10.3390/machines13121115
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