Discrete Simulation of Pedestrian Dynamics on a Triangulated Ring Structure
M Chen, G Bärwolff, H Schwandt - … and Its Applications--ICCSA 2015: 15th …, 2015 - Springer
M Chen, G Bärwolff, H Schwandt
Computational Science and Its Applications--ICCSA 2015: 15th International …, 2015•SpringerWe propose a new modelling method for the simulation of pedestrian dynamics when the
walking direction of the pedestrians cannot be represented by straight lines. The geometry of
the simulation is approximated on a special triangular grid. We also study the pedestrians'
step execution for the general case of multi-position velocities and the possible interaction
among them. We discuss the model on a ring-formed environment with periodic boundary.
walking direction of the pedestrians cannot be represented by straight lines. The geometry of
the simulation is approximated on a special triangular grid. We also study the pedestrians'
step execution for the general case of multi-position velocities and the possible interaction
among them. We discuss the model on a ring-formed environment with periodic boundary.
Abstract
We propose a new modelling method for the simulation of pedestrian dynamics when the walking direction of the pedestrians cannot be represented by straight lines. The geometry of the simulation is approximated on a special triangular grid. We also study the pedestrians’ step execution for the general case of multi-position velocities and the possible interaction among them. We discuss the model on a ring-formed environment with periodic boundary.
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