Simulation of counter flow pedestrian dynamics in hallways using spheropolygons
arXiv:1310.8482 · doi:10.1103/PhysRevE.90.063305
Abstract
We developed a method for simulating pedestrian dynamics in a large, dense crowd. Our numerical model calculates pedestrian motion from Newton second laws, taking into account visco-elastic contact forces, contact friction, and ground reaction forces. In our computer simulation, non-spherical shapes (spheropolygons) modelled the positions of the chest and arms in the packing arrangement of pedestrian bodies, based on a cross-sectional profile using data from the US National Library of Medicine. Motive torque was taken to arise solely from the pedestrians orientation toward their preferred destination. The objective was to gain insight into a tragic incident at the Madrid Arena Pavilion in Spain, where five girls were crushed to death. The incident took place at a Halloween Celebration in 2012, in a long, densely crowded hallway used as entrance and exit at the same time. Our simulations reconstruct the mechanics of clogging in the hallway. The hypothetical case of a total evacuation order was also investigated. The result highlights the importance of the pedestrians density and the effect of counter flow in the onset of avalanches and clogging, and provides qualitative measures of the number of injuries based on a calculation of the contact force network between the pedestrians.
References in corpus (6)
- The Dynamics of Crowd Disasters: An Empirical Study
- Introduction of Frictional and Turning Function for Pedestrian Outflow with an Obstacle
- Analytical Approach to Continuous and Intermittent Bottleneck Flows
- Mean Field Theory for Pedestrian Outflow through an Exit
- Breaking arches with vibrations: the role of defects
- Bottlenecks in granular flow: When does an obstacle increase the flowrate in an hourglass?
Cited by in corpus (5)
- A geometric condition for robot-swarm cohesion and cluster-flock transition
- Mobile-clogging transition in a Fermi-like model of counterflowing particles
- Numerical study of condensation in a Fermi-like model of conterflowing particles via Gini coefficient
- Aversion of face-to-face situation of pedestrians eases crowding condition
- The Impact of Position Errors on Crowd Simulation