2020 Virtual AIChE Annual Meeting
(34f) Modeling and Optimization of Supply Chains of Perishable Products with Multiple Time-Varying Quality Attributes
The conventional metric used to assess a perishable productâs quality is the shelf life. This reflects, often inaccurately, the number of days remaining until the product is unfit for sale or consumption. Increasingly stricter safety regulations [3] require developing and tracking more rigorous product quality metrics, that are associated with quantifiable physicochemical attributes of the product (e.g., color, firmness, bacterial content, chemical composition). Accounting for detailed product âquality dynamicsâ based on such measurable variables (which indicate the rate at which a product degrades during its transition through the supply chain), enables a more rational approach to supply chain management. In addition to managing shipments and inventory, this includes optimizing environmental conditions (e.g., temperature, humidity and atmosphere composition) during production, storage and shipment. Integrating such considerations in supply chain optimization frameworks is essential to ensuring that products meet quality and safety standards and in reducing inventory waste.
Capturing the dynamic evolution of the quality variables of highly perishable inventory and embedding the resulting models in operational planning calculations, can be computationally demanding [4,5]. This problem is exacerbated when multiple quality metrics must be simultaneously tracked and/or controlled, and results in extremely large-scale planning problems as the topology of the supply network expands.
Motivated by the above, in this work, we introduce a computationally efficient modeling and optimization approach for supply chain operational planning dealing with products with multiple quality attributes. Specifically, we propose decomposing the supply chain model based on individual quality features, and formulating linking constraints that establish inventory conservation. We analyze several commonly encountered circumstances, including the presence of correlation between the quality variables, and demonstrate the particulars of implementing the proposed approach in such cases. We provide several computational examples in support of these developments.
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