Publicación: NUMERICAL COMPARISON OF NONLOCAL MACROSCOPIC MODELS OF MULTI-POPULATION PEDESTRIAN FLOWS WITH ANISOTROPIC KERNEL
Fecha
2024
Autores
Título de la revista
ISSN de la revista
Título del volumen
Editor
HYPERBOLIC PROBLEMS: THEORY, NUMERICS, APPLICATIONS. VOLUME II
Resumen
THIS PAPER PROPOSES THREE VARIANTS OF A NONLOCAL MACROSCOPIC PEDESTRIAN FLOW MODEL ACCOUNTING FOR ANISOTROPIC INTERACTIONS BETWEEN DIFFERENT GROUPS AND INCLUDING THE PRESENCE OF WALLS OR OTHER OBSTACLES IN THE WALKING DOMAIN. THE SOLUTIONS BEHAVIOUR IN THE CASE OF BI-DIRECTIONAL FLOWS AND OTHOGONALLY CROSSING FLOWS ARE COMPARED BY MEANS OF NUMERICAL SIMULATIONS BASED ON HIGH ORDER FINITE DIFFERENCE SCHEMES.
Descripción
Palabras clave
WENO NUMERICAL SCHEMES, NONLOCAL CONSERVATION LAWS, MACROSCOPIC PEDESTRIAN FLOW MODELS, ANISOTROPIC INTERACTIONS
