ANCHI Science, Technology and Education Company
Automotive & Sustainability

Sustainable Closed-Loop Supply Chain Network Design for Mercedes-Benz UK

United Kingdom

Mixed-Integer Hybrid Model Optimising Cost, Environment, and Social Impact

Designed a generic closed-loop supply chain network (SCND) that simultaneously optimises cost, environmental impact, and social impact. The hybrid mixed-integer model handles real-world multi-echelon, multi-product, and multi-transportation complexities and was validated on an automotive SCND for Mercedes-Benz UK.

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Key Results:

  • Achieved a Pareto-optimal configuration balancing all three sustainability pillars
  • Identified network options that reduce overall cost without sacrificing environmental or social gains
  • Demonstrated feasibility of integrating real multi-echelon, multi-product, and multi-transportation constraints

Technologies Used:

GAMSCPLEX

Challenge

Balance profitability with sustainability under strict environmental regulations. Improve social impact (jobs, community welfare) while managing costs. Design a closed-loop network for efficient returns, remanufacturing, and recycling. Account for real-world complexity: multi-echelon nodes, multi-product flows, multi-transportation modes.

Solution

Developed a mixed-integer hybrid SCND model for single-period planning. Applied a weighted-sum approach to balance cost, environmental, and social objectives. Solved with GAMS/CPLEX and practical constraints reflecting real automotive operations. Validated the model on Mercedes-Benz UK's automotive SCND.

Key Features

  • Closed-loop design covering forward and reverse flows
  • Multi-criteria optimisation across cost, environment, and social pillars
  • Pareto-optimal solution set offering fair trade-off choices
  • Scalable framework applicable to other complex industries

Results Achieved

Pareto-optimal
configuration balancing all three sustainability pillars
Cost reduction
without sacrificing environmental or social gains
Real-world
multi-echelon, multi-product, and multi-transportation constraints