Department of Industrial Engineering, Science and Research Branch, Islamic Azad University, Tehran, Iran.
Institute for Management and Planning Studies (IMPS), Tehran, Iran.
Environ Sci Pollut Res Int. 2022 Aug;29(37):56323-56340. doi: 10.1007/s11356-022-18699-w. Epub 2022 Mar 25.
Today, according to the occurrence of numerous disasters in allover over the world, designing the proper and comprehensive plan for relief logistics has received a lot of attention from crisis managers and people. Besides, considering resilience capability along with operational and disruption risks leads to the robustness of the humanitarian relief chain (HRC), and this comprehensive framework ensures the essential supplies delivery to the beneficiaries and is close to real-world problems. The resilience parameters used for the second objective are obtained by a strong Best Worst Method (BWM). Another supposition of the model is the consideration of uncertainty in all stages of the proposed problem. Moreover, the multiple disasters (sub-sequent minor post disasters) which can increase the initial demand are considered. Furthermore, the proposed model is solved using three well-known metaheuristic algorithms includes non-dominated sorting genetic algorithm (NSGA-II), network reconfiguration genetic algorithm (NRGA), and multi-objective particle swarm optimization (MOPSO), and their performance is compared by several standard multi-objective measure metrics. Finally, the obtained results show the robustness of the proposed approaches, and some directions for future researches are provided.
如今,鉴于世界各地频繁发生的灾害,适当且全面的救灾物流规划受到了危机管理者和相关人员的广泛关注。此外,考虑弹性能力以及运营和中断风险会提高人道主义救援链(HRC)的稳健性,而这个全面的框架可确保将基本物资交付给受益人,并且接近现实世界的问题。第二个目标中使用的弹性参数是通过强大的最佳最差法(Best Worst Method,BWM)获得的。该模型的另一个假设是考虑到所提出问题的所有阶段的不确定性。此外,还考虑了可能会增加初始需求的多种灾害(后续的较小次生灾害)。此外,使用三种著名的元启发式算法(包括非支配排序遗传算法(NSGA-II)、网络重构遗传算法(NRGA)和多目标粒子群优化(MOPSO))来解决所提出的模型,并通过几种标准的多目标度量指标来比较它们的性能。最后,所得结果表明了所提出方法的稳健性,并提供了一些未来研究的方向。