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A resource-constrained multi-project scheduling problem considering discrete time-resource leveling optimization for the assembly process of complex products

  • Hohai University
  • Beijing Institute of Technology

Research output: Contribution to journalArticlepeer-review

Abstract

The assembly process of complex aerospace products such as satellites involves multi-project parallelism and multi-resource sharing, which can be modeled as a type of resource constrained multi-project scheduling problem (RCMPSP). Existing research on RCMPSP has predominantly prioritized time-based optimization, while frequently overlooking practical considerations such as resource utilization efficiency. This paper investigates a new multi-objective RCMPSP for complex product assembly process considering discrete time-resource leveling optimization. To solve the problem, we propose an enhanced non-dominated sorting genetic algorithm (NSGA II) driven by general variable neighborhood search (GVNS). The novelty of the algorithm lies in its improved initialization method based on the NEH heuristic, which enhances convergence. Additionally, two new neighborhood structures and population evolution mechanisms are designed. Pareto frontier decision-making is performed based on the entropy weight TOPSIS method. Finally, computational experiments are carried out based on MPSPLIB and engineering case. Experimental results show that the proposed GVNS-NSGA II outperforms the standard NSGA II, the improved MOEA/D and JAYA in terms of scheduling results, quality of Pareto solutions, coverage of solution set, and IGD metric. The proposed model and algorithm provide a decision-making tool for enterprises to improve production efficiency and resource stability in complex product assembly.

Original languageEnglish
Article number102356
JournalSwarm and Evolutionary Computation
Volume103
DOIs
Publication statusPublished - Mar 2026

Keywords

  • Complex product
  • Discrete time-resource leveling optimization
  • General variable neighborhood search
  • NSGA II
  • Resource constrained multi-project scheduling problem

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