Numerical Modeling of Flows and Falls
Détails
ID Serval
serval:BIB_57B114775542
Type
Partie de livre
Collection
Publications
Institution
Titre
Numerical Modeling of Flows and Falls
Titre du livre
Treatise on Geomorphology
Editeur
Elsevier
ISBN
978-0-08-088522-3
Statut éditorial
Publié
Date de publication
2013
Editeur⸱rice scientifique
Schroder J.F.
Volume
7
Numéro de chapitre
28
Pages
273-283
Langue
anglais
Notes
Worni2013
Résumé
A wide range of programs used to model mass movements currently exist.
In this chapter, we provide an overview by presenting a selection
of approaches used for modeling flows (e.g., debris flows and hyperconcentrated
flows) and falls (e.g., rockfall). Mass-movement models support the
study of geomorphic landscape changes, and, probably more importantly,
they are commonly used for natural hazard assessments in mountain
areas. As a first approach, the energy-line principle is widely applied,
but not all flow and fall processes can be simulated with this rather
simple method. Therefore, dynamic, process-based models have been
developed, each one adapted to specific mass-movement problems. The
energy-line principle is explained and models based thereon as well
as modeling problems presented. Then, models and modeling approaches
are introduced, which are used to describe mass flows with equations
of motion and continuity. Rockfall is commonly modeled by trajectory
models, which are explained theoretically and illustrated with an
applied example. This state-of-the-art chapter on numerical modeling
of flows and falls is followed by a discussion on future challenges
in mass-movement modeling.
In this chapter, we provide an overview by presenting a selection
of approaches used for modeling flows (e.g., debris flows and hyperconcentrated
flows) and falls (e.g., rockfall). Mass-movement models support the
study of geomorphic landscape changes, and, probably more importantly,
they are commonly used for natural hazard assessments in mountain
areas. As a first approach, the energy-line principle is widely applied,
but not all flow and fall processes can be simulated with this rather
simple method. Therefore, dynamic, process-based models have been
developed, each one adapted to specific mass-movement problems. The
energy-line principle is explained and models based thereon as well
as modeling problems presented. Then, models and modeling approaches
are introduced, which are used to describe mass flows with equations
of motion and continuity. Rockfall is commonly modeled by trajectory
models, which are explained theoretically and illustrated with an
applied example. This state-of-the-art chapter on numerical modeling
of flows and falls is followed by a discussion on future challenges
in mass-movement modeling.
Mots-clé
Energy-line principle, Flows, Flow algorithm, GIS, Lake outburst floods, Numerical model, Natural hazards, Rockfalls
Création de la notice
25/11/2013 16:30
Dernière modification de la notice
21/08/2019 5:12