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April 19, 2026Scientific Reports0 citationsOpen Access

Sustainable closed-loop supply chain network design under uncertainty using a fuzzy multi-objective optimization framework for the battery industry

MAMahdi Yousefi Nejad AttariSRSahar RezanejadAAAli Ala

Key Points

  • The aim is to design a sustainable closed-loop supply chain network that integrates financial, environmental, and social goals while addressing uncertainties.
  • Developed a fuzzy-based modeling approach to handle uncertainties in demand and costs.
  • Employed NSGA-II and MOPSO for optimization comparisons.
  • Used a practical case study of a battery company to validate the framework.
  • MOPSO outperformed NSGA-II in solution quality and computational efficiency.
  • Achieved a 6.3% reduction in total costs and an 8.1% decrease in CO₂ emissions.
  • Social index related to recruitment and employee security improved by 12.5%.

Abstract

The study presents a sustainable closed-loop supply chain network that integrates financial, environmental, and social objectives within a context of uncertainty. A fuzzy-based modeling approach is introduced to address uncertainty in customer demand, cost parameters, and carbon emission coefficients across the sustainable closed-loop supply chain network. Two metaheuristic methods, the non-dominated sorting genetic algorithm II (NSGA-II) and multi-objective particle swarm optimization (MOPSO), are employed to address the problem and are compared against each other. A practical case study of a battery company is employed to validate the framework. The findings indicate that MOPSO surpasses non-dominated sorting genetic algorithm II in terms of solution quality and computational efficiency, compared with NSGA-II, the proposed MOPSO achieved a 6.3% reduction in total cost and an 8.1% decrease in CO₂ emissions, while the social index reflecting recruitment and employee security increased by 12.5%. This study contributes a sustainable closed-loop supply chain network design model for the battery industry that together optimizes economic, environmental, and social objectives amid parameter uncertainty, and offers algorithmic evaluations of optimized multi-objective metaheuristics to achieve high-quality Pareto solutions.

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Cite This Study

Attari et al. (2026) studied this question.

synapsesocial.com/papers/69e470e9010ef96374d8db12https://doi.org/10.1038/s41598-026-47477-8
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