2004
DOI: 10.1016/s0378-4371(04)00851-9
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Effect of exit configuration on evacuation of a room without visibility

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Cited by 17 publications
(9 citation statements)
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“…), the exact number of cells in the neighborhood of a given cell can vary [26]. Lattice gas models are CA models that make use of a discretized version of the Boltzmann transport equation to model motion [27][28][29]. Advances in this modeling area include the Extended Floor Field Model [30] in which agents interact through virtual traces that act like the pheromones in chemotaxis, and the SWARM information model [31] which uses multiple floor fields to model transmission of knowledge between agents.…”
Section: Lattice Gas Modelmentioning
confidence: 99%
See 2 more Smart Citations
“…), the exact number of cells in the neighborhood of a given cell can vary [26]. Lattice gas models are CA models that make use of a discretized version of the Boltzmann transport equation to model motion [27][28][29]. Advances in this modeling area include the Extended Floor Field Model [30] in which agents interact through virtual traces that act like the pheromones in chemotaxis, and the SWARM information model [31] which uses multiple floor fields to model transmission of knowledge between agents.…”
Section: Lattice Gas Modelmentioning
confidence: 99%
“…In this study we use the model by Tajima and Nagatani [32]. In contrast to later CA models with additional features like bi-directional movement [33] and vision impairment during evacuation [29], this original model is simple, and adequate for our model comparison purpose.…”
Section: Lattice Gas Modelmentioning
confidence: 99%
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“…Further, the mean value of the leaving time and students' leaving dynamic patterns were measured and made a comparison with the output of the experimentations. In this study, the exact emphasis was on the leaving time distribution [69].…”
Section: Lattice Gas Modelsmentioning
confidence: 99%
“…Normal free flow to the choking flow, bottleneck width caused to saturated flow rate and transition density scale [70] LGM Emergency Counterflow of people crawling on all fours, speed, jamming transition, and pattern formation [71] LGM Normal/Em ergency Sidle effect, counterflow jamming transition and pattern formation [67] LGM Normal Shifting of the audience between two halls, and Jamming transition [68] LGM emergency Jamming (queuing), and effect on increasing escape time [69] LGM Communication of escape times and the exit configuration, explain blind people feature properties [72] LGM and SFM ture field caused to local jamming and clogging [75] LGM and CAM Selfless and selfish for the pedestrians during evacuation Cellular Automata Model Application [52] CAM and SFM…”
Section: Microscopic Homogenousmentioning
confidence: 99%