Article ID: | iaor20119122 |
Volume: | 45 |
Issue: | 4 |
Start Page Number: | 132 |
End Page Number: | 145 |
Publication Date: | Dec 2011 |
Journal: | Socio-Economic Planning Sciences |
Authors: | Batta Rajan, Blatt Alan, Lin Yen-Hung, Rogerson Peter A, Flanigan Marie |
Keywords: | distribution, programming: integer |
This paper proposes a logistics model for delivery of prioritized items in disaster relief operations. It considers multi‐items, multi‐vehicles, multi‐periods, soft time windows, and a split delivery strategy scenario, and is formulated as a multi‐objective integer programming model. To effectively solve this model we limit the number of available tours. Two heuristic approaches are introduced for this purpose. The first approach is based on a genetic algorithm, while the second approach is developed by decomposing the original problem. We compare these two approaches via a computational study. The multi‐objective problem is converted to a single‐objective problem by the weighted sum method. A case study is presented to illustrate the potential applicability of our model. Also, presented is a comparison of our model with that proposed in a recent paper by Balcik et al. . The results show that our proposed model outperforms theirs in terms of delivering prioritized items over several time periods.