1996
DOI: 10.1016/0965-8564(95)00020-8
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Formulation and solution of a multi-commodity, multi-modal network flow model for disaster relief operations

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Cited by 281 publications
(182 citation statements)
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“…Several authors have modeled the problem of transporting vital first-aid commodities and emergency personnel to disaster-affected areas. Haghani and Oh (1996) used a deterministic multicommodity, multimodal network flow model to plan disaster relief. Barbarosoglu and Arda (2004) extended this approach to include random arc capacity, supply, and demand.…”
Section: Disaster Planning and Responsementioning
confidence: 99%
“…Several authors have modeled the problem of transporting vital first-aid commodities and emergency personnel to disaster-affected areas. Haghani and Oh (1996) used a deterministic multicommodity, multimodal network flow model to plan disaster relief. Barbarosoglu and Arda (2004) extended this approach to include random arc capacity, supply, and demand.…”
Section: Disaster Planning and Responsementioning
confidence: 99%
“…Numerous papers have been published to address Vehicle Routing Problems (VRP) (Carić and Gold 2008), AGVs fleet assignment (Abara 1989;Hall et al 2001), integrated machine scheduling and vehicle routing with time windows (Ullrich 2013) as well as multimodal network flow models (Haghani and Oh 1996). Because of the NP-hard nature of these problems, the proposed solution methods range from dynamic programming (Maneengam et al 2012;Azi et al 2012), through constraint programming (Kao and Chen 2013;Kilby and Urli 2016) to metaheuristic-driven evolutionary programming (Ullrich 2013;Reed et al 2014).…”
Section: Literature Reviewmentioning
confidence: 99%
“…One group of these studies, such as Barbasuglu [18,19] and Haghani and OH [20,21], concentrated on a routing problem and distribution of emergency goods. These studies were to minimize time and cost of transportation and assumed that several relief goods from several depot were shipped by heterogeneous vehicles to the a ected areas.…”
Section: Related Workmentioning
confidence: 99%
“…Constraints (16) and (17) are the capacity limitations of trucks and helicopters. The part considered as sub-tour constraint is represented in Constraints (18) to (23), among which Constraints (18) and (19) are the sub-tour elimination constraints for trucks and helicopters, Constraints (20) and (21) are the sub-tour elimination constraints for axillary variables, U vi and U vf(v;i) , for trucks, and Constraints (22) and (23) (26) where x is the decision variables vector, f 1 (x); :::; f p (x) are the p objective functions, and s is the feasible area. In this method, we optimize one of the objective functions and put the other objective functions in constraints (Eq.…”
Section: Notations and Sets Vmentioning
confidence: 99%