IEEE Access · 2024 · 27 citations · 45 references
PlanningEmergency PlanningEmergency ManagementEvacuation PlanningSpatial ModelingEvacuation SimulationEvacuation TimingAsymmetrical LayoutCellular Automata Evacuation ModelsCellular Automaton ModelingCrowd Evacuation ModelingEvacuationEvacuation ModelingExit LayoutTwo-dimensional Cellular Automata
Evacuation systems are crucial for minimizing casualties and property losses during emergencies. Understanding evacuee behavior in overcrowded situations is essential for developing effective evacuation strategies. However, evacuating large crowds from buildings with multiple exits is a challenging problem, especially when the exits are asymmetrical and the crowds are dense. This paper proposes a novel two-dimensional cellular automaton model for multi-exit evacuation, which simplifies evacuee decision-making in an asymmetrical exit layout within dense crowds. The model introduces the dynamic counting area technique, which dynamically adjusts the size and shape of the counting area around each exit based on the evacuee density level. This technique plays a crucial role in preventing the creation of overlapping counting areas between exits, which often leads to overestimated average evacuation time, unit evacuation time, and travel distance. Comparative analysis with previous dynamic parameter models (DPM) reveals notable results: the model achieved an average evacuation time of 201.20 time steps, a unit evacuation time of 0.50 time steps, and a travel distance of 28204 steps. These findings demonstrate the effectiveness of the improved model in addressing evacuation imbalances caused by asymmetrical exit layouts or evacuee distributions. Moreover, the study highlights the pivotal role of evacuee density around exits in determining exit choices during densely crowded emergency situations. The improved model can be applied to various scenarios and settings where multi-exit evacuation is required, such as stadiums, airports, or shopping malls.
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Simulating dynamical features of escape panic
Dirk Helbing, Illés J. Farkas, Tamás Vicsek · Nature · 2000 · 4.9K citations · Full text
Natural Sciences, Behavioral Sciences, Dynamical Systems +11
Per‐Erik Danielsson · Computer Graphics and Image Processing · 1980 · 2K citations
Self-Organizing Pedestrian Movement
Dirk Helbing, Péter Molnár, Illés J. Farkas et al. · Environment and Planning B Planning and Design · 2001 · 749 citations