Mathematics (Aug 2023)

Effective Improved NSGA-II Algorithm for Multi-Objective Integrated Process Planning and Scheduling

  • Xiaoyu Wen,
  • Qingbo Song,
  • Yunjie Qian,
  • Dongping Qiao,
  • Haoqi Wang,
  • Yuyan Zhang,
  • Hao Li

DOI
https://doi.org/10.3390/math11163523
Journal volume & issue
Vol. 11, no. 16
p. 3523

Abstract

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Integrated process planning and scheduling (IPPS) is important for modern manufacturing companies to achieve manufacturing efficiency and improve resource utilization. Meanwhile, multiple objectives need to be considered in the realistic decision-making process for manufacturing systems. Based on the above realistic manufacturing system requirements, it becomes increasingly important to develop effective methods to deal with multi-objective IPPS problems. Therefore, an improved NSGA-II (INSGA-II) algorithm is proposed in this research, which uses the fast non-dominated ranking method for multiple optimization objectives as an assignment scheme for fitness. A multi-layer integrated coding method is adopted to address the characteristics of the integrated optimization model, which involves many optimization parameters and interactions. Elite and mutation strategies are employed during the evolutionary process to enhance population diversity and the quality of solutions. An external archive is also used to store and update the Pareto solution. The experimental results on the Kim test set demonstrate the effectiveness of the proposed INSGA-II algorithm.

Keywords