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Solving the waste bin location problem with uncertain waste generation rate: A bi-objective robust optimization
1Department of Engineering, INMABB, Universidad Nacional del Sur (UNS)-CONICET, Bahía Blanca, Argentina.
This study introduces a robust optimization model for designing municipal solid waste (MSW) collection networks. The model effectively minimizes costs and collection frequency, enhancing urban sustainability despite waste generation uncertainties.
Area of Science:
- Operations Research
- Environmental Engineering
- Urban Planning
Background:
- Efficient municipal solid waste (MSW) systems are vital for urban sustainability and liveability.
- Planning MSW systems faces challenges due to uncertainties in key parameters like waste generation rates.
- The initial contact points in an MSW system, collection points, require careful network design.
Purpose of the Study:
- To develop a robust optimization model for designing municipal solid waste (MSW) collection point networks.
- To simultaneously minimize network costs and waste collection frequency.
- To address uncertainties in waste generation rates for improved MSW system planning.
Main Methods:
- A robust optimization model was developed for MSW collection point network design.
- The model incorporates a bi-objective function to balance network costs and collection frequency.
- Solutions were compared against a deterministic model using realistic scenarios with varying waste generation rates.
Main Results:
- The robust optimization model provides competitive solutions compared to deterministic approaches across various scenarios.
- The model successfully minimizes both collection point network costs and required collection frequency.
- The developed model allows for exploration of trade-offs between cost minimization and collection frequency.
Conclusions:
- Robust optimization is effective for designing MSW collection networks under uncertainty.
- The model enhances the planning of sustainable and liveable urban environments.
- Decision-makers can utilize this model to optimize MSW collection infrastructure and operations.
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