Article ID: | iaor20126713 |
Volume: | 41 |
Issue: | 3 |
Start Page Number: | 598 |
End Page Number: | 620 |
Publication Date: | Jun 2013 |
Journal: | Omega |
Authors: | Jonrinaldi , Zhang D Z |
Keywords: | production, decision |
This paper proposes a model and solution method for coordinating integrated production and inventory cycles in a whole manufacturing supply chain involving reverse logistics for multiple items with finite horizon period. A whole manufacturing supply chain involving reverse logistic consists of tier‐2 suppliers supplying raw materials to tier‐1 suppliers, tier‐1 suppliers producing parts, a manufacturer which manufactures and assembles parts from tier‐1 suppliers into finished products, distributors distributing finished products to retailers, retailers selling products to end customers and a third party which collects the used finished products from end customers, dissembles collected products into parts, and feed the parts back to the supply chain. In this system, we consider a finite horizon period. A mathematical model for representing the behaviors of the system is developed. Solution methods based on decentralized and a combination of decentralized and centralized decision making process, referred to as the semi‐centralized decision making process, are proposed to solve the model while the centralized decision making process is solved by a mixed integer nonlinear programming method. A numerical example is used to demonstrate the model and the solutions based on the three types of the coordination.