Modeling for Facility Location Optimization of Spent Computers' Reverse Logistics
Zhaohua Wang, Jianhua Yin
Abstract
Zhaohua Wang, Jianhua Yin
Abstract
In spent computers reverse logistics, an important planning problem is the location optimization of landfills or treatment facilities for recovering/reusing used products or materials. Combining with the spent computers' taking-back characteristics, after a brief introduction to the basic concepts of reverse logistics, we present a two-level location problem with three types of facility to be located in a specific reverse logistics system. For this problem, we propose a 0-1 mixed integer programming model. Then, an algorithm based on Lagrangian heuristics is developed. Finally, it takes Tai'an city in Shandong Province in China as a case to prove the availability of the model.
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In spent computers reverse logistics, an important planning problem is the location optimization of landfills or treatment facilities for recovering/reusing used products or materials. Combining with the spent computers' taking-back characteristics, after a brief introduction to the basic concepts of reverse logistics, we present a two-level location problem with three types of facility to be located in a specific reverse logistics system. For this problem, we propose a 0-1 mixed integer programming model. Then, an algorithm based on Lagrangian heuristics is developed. Finally, it takes Tai'an city in Shandong Province in China as a case to prove the availability of the model.
Key concepts: Reverse logistics, Facility location problem, Heuristics, Reuse, Computer science, Integer programming, Operations research, Mathematical optimization