Cellular Model of Pedestrian Dynamics with Adaptive Time Span
作者： Marek Bukáček , Pavel Hrabák , Milan Krbálek
DOI: 10.1007/978-3-642-55195-6_63
关键词: Cellular model 、 Queue 、 Phase transition 、 Dynamics (mechanics) 、 Pedestrian 、 Computer science 、 Bottleneck 、 Span (engineering) 、 Topology 、 Chaotic
摘要: A cellular model of pedestrian dynamics based on the Floor Field is presented. Contrary to parallel update in Field, concept adaptive time span introduced. This concept, together with bounds, supports spontaneous line formation and chaotic queue front bottleneck. Model simulations are compared experiment “passing through”, from which a phase transition low high density observed.
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sci-hub.st 参考文章(18)
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