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A reinforcement learning based memetic algorithm for energy-efficient distributed two-stage flexible job shop

Kaifeng Geng1, Li Liu2, Shaoxing Wu3

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This study introduces a hybrid memetic algorithm (HMA) to solve the distributed two-stage flexible job shop scheduling problem (DTFJSP) considering time-of-use electricity pricing. The HMA effectively minimizes makespan and total energy consumption costs (TEC).

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Area of Science:

  • Operations Research
  • Manufacturing Systems
  • Artificial Intelligence

Background:

  • Increasing environmental challenges necessitate sustainable manufacturing solutions.
  • Distributed green manufacturing and flexible job shop scheduling are critical areas of interest.
  • Time-of-use (TOU) electricity pricing presents an opportunity for energy cost optimization.

Purpose of the Study:

  • To address the distributed two-stage flexible job shop scheduling problem (DTFJSP).
  • To minimize both makespan and total energy consumption costs (TEC) under TOU pricing.
  • To develop and validate an efficient optimization algorithm for this complex scheduling problem.

Main Methods:

  • A hybrid memetic algorithm (HMA) was developed, featuring a three-tier vector encoding and population initialization strategies.
  • Global search operators were tailored, and seven Q-learning-based local search algorithms were introduced.
  • An energy-saving operator and orthogonal experimental design were employed for parameter tuning and validation.

Main Results:

  • Numerical experiments confirmed the effectiveness of the proposed local search operator and energy-saving strategy.
  • The HMA demonstrated superior performance in terms of diversity, breadth, and distribution compared to VNS, CMA, and NSGA-II.
  • The specialized components of the HMA were validated for their efficacy in solving the DTFJSP.

Conclusions:

  • The proposed HMA is a highly effective approach for the distributed two-stage flexible job shop scheduling problem.
  • The integration of Q-learning and energy-saving strategies significantly enhances scheduling efficiency and reduces energy costs.
  • The study validates the HMA's superiority over existing algorithms for DTFJSP under TOU pricing.