4.6 Article

Multi-Objective Optimization of Energy-Efficient Buffer Allocation Problem for Non-Homogeneous Unreliable Production Lines

Journal

IEEE ACCESS
Volume 10, Issue -, Pages 3320-3335

Publisher

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/ACCESS.2021.3139954

Keywords

Optimization; Throughput; Energy efficiency; Resource management; Energy consumption; Linear programming; Production; Buffer allocation problem; energy efficiency; multi-objective optimization; unreliable production lines; non-linear programming

Funding

  1. European Regional Development Fund (FEDER)
  2. Industrial Chair Connected-Innovation

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The study focuses on the energy-efficient buffer allocation problem (EE-BAP) and proposes a multi-objective resolution approach using the weighted sum method, epsilon-constraint method, and elitist non-dominated sorting genetic algorithm (NSGA-II). The obtained solutions show a trade-off between maximizing production throughput and minimizing energy consumption, providing decision-making support for balancing productivity and energy economics in production line design.
The current context of rising ecological awareness and high competitiveness, reveals a strong necessity to integrate the sustainability paradigm into the design of production systems. The buffer allocation problem is of particular interest since buffers absorb disruptions in the production line. However, despite the rich literature addressing the BAP, there are no studies that use a multi-objective framework to deal with energetic considerations. In this study, the energy-efficient buffer allocation problem (EE-BAP) is studied through a multi-objective resolution approach. The multi-objective problem is solved to optimize two conflicting objectives: maximizing production throughput and minimizing its energy consumption, under a total storage capacity available. The weighted sum and epsilon-constraint methods as well as the elitist non-dominated sorting genetic algorithm (NSGA- II) are adapted and implemented to solve the EE-BAP. The obtained solutions are analyzed and compared using different performance metrics. Numerical experiments show that epsilon-constraint outperforms the NSGA- II when considering comparable computational time. The Pareto solutions obtained are trade-offs between the two objectives, enabling decision making that balances productivity maximization with energy economics in the design of production lines.

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