نوع مقاله : پژوهشی
تازه های تحقیق
عنوان مقاله English
نویسنده English
Disaster relief operations face demand uncertainty and time-varying accessibility of transportation networks. This study proposes a bi-objective mixed-integer linear programming model for integrated decision-making on depot location, vehicle allocation, inventory, delivery, and multi-period routing. Demand is represented using triangular fuzzy numbers and defuzzified through the expected value method. Route conditions are modeled based on exogenous, scenario-based network recovery using continuous performance levels and binary traversability. The first objective minimizes a normalized combination of effective travel time and cumulative shortage, while the second minimizes depot, transportation, and shortage costs. To solve the problem, a problem-specific variant of NSGA-II is developed, incorporating route-based encoding, a repair procedure, and a linear programming subproblem. Results from 20 independent runs on 10 benchmark instances demonstrate the method’s ability to generate non-dominated solutions. Sensitivity analyses further confirm the effects of network recovery speed and demand uncertainty. Compared with the baseline NSGA-II across five selected instances spanning small, intermediate, and large scales, the proposed method achieved higher mean HV and lower mean IGD+ in every instance; the differences in both indicators were statistically significant.
کلیدواژهها English
Copyright © Habibeh Nazif
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