1998
DOI: 10.1109/17.669768
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Comparison of traffic assignments in evacuation modeling

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Cited by 130 publications
(44 citation statements)
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“…In many of the early studies, evacuation is recognized as an exceptional event regarding different travel demand patterns, driver behaviour, traffic management, etc., resulting in new traffic models being developed specifically for evacuation studies. A few examples are NETVAC (Sheffi et al 1980), DYNEV (KLD 1984), MASSVAC (Hobeika and Jamei 1985;Hobeika and Kim 1998), TEDSS (Sherali et al 1991), IMDAS (Franzese and Han 2001), OREMS (Rathi and Solanki 1993), and CEMPS (Pidd et al 1993). Some basic model characteristics and applications of these models are listed in Table 1.…”
Section: Past and Current Evacuation Traffic Simulation Modelsmentioning
confidence: 99%
“…In many of the early studies, evacuation is recognized as an exceptional event regarding different travel demand patterns, driver behaviour, traffic management, etc., resulting in new traffic models being developed specifically for evacuation studies. A few examples are NETVAC (Sheffi et al 1980), DYNEV (KLD 1984), MASSVAC (Hobeika and Jamei 1985;Hobeika and Kim 1998), TEDSS (Sherali et al 1991), IMDAS (Franzese and Han 2001), OREMS (Rathi and Solanki 1993), and CEMPS (Pidd et al 1993). Some basic model characteristics and applications of these models are listed in Table 1.…”
Section: Past and Current Evacuation Traffic Simulation Modelsmentioning
confidence: 99%
“…Hence, if the total number of stages is three (i.e., T D 3), both stages 2 and 3 are assumed to last for 36 h, and the ı k t 's are determined accordingly. Furthermore, in the literature the number of evacuees E. Angün : Unit holding cost of commodity k at stage T due to spoilage accumulated in time is usually modeled through an S-shaped curve (see [27]). Hence, we assume a normal distribution-whose cumulative distribution function is an S-shaped curve-and a lognormal distribution-whose right tail is thicker than the one of a normal distribution-for Q & t;j .…”
Section: Disaster Preparedness and Short-term Relief Distribution Promentioning
confidence: 99%
“…For example, Cova and Church (1997) employed an integer programming model to assess vulnerability of evacuation in communities. Hobeika and Kim (1998) proposed a mass evacuation computer program (MASSVAC 4.0) to simulate traffic movements within an evacuation process based on a user equilibrium assignment algorithm. Jha et al (2004) formulated a microscopic simulation model (MITSIMLab) to model traffic operations, and presented a laboratory-like setup to evaluate a large range of evacuation scenarios.…”
Section: Introductionmentioning
confidence: 99%