66 Infos zu Raul Borsche

2 Aktuelle Nachrichten

Dr. Raul Borsche (TU Kaiserslautern) Numerische Verfahren für gekoppelte hyperbolische partielle Differentialgleichungen. 10:00-11:15 Uhr Dr. Mira Schedensack (Universität Bonn) Neue Finite-Elemente-Methoden zur zuverlässigen Approximation von Lösungen partieller Differentialgleichungen.

Event calendar- Faculty of Mathematics - University of Kaiserslautern

3 Profile in Sozialen Netzwerken

Contribute to aedoran/mathgene development by creating an account on GitHub.

Dr. Habil. Raul Borsche. Office: Phone: +49 (0) E-mail: borsche(at)mathematik.uni-kl.de ...

2 Persönliche Webseiten

. Bengard, Alexandra, . Borsche, Raul, . Brecht, Christian, christianbrecht@onlinehome.

Homepage: Technomathematics Group at University Kaiserslautern ... Dr. Raul Borsche . Technische Universität Kaiserslautern. Fachbereich Mathematik

1 Angaben zur Herkunft

Name School Year Descendants; Mapundi Banda: Technische Universität Darmstadt: 2004: 1: Raul Borsche: Technische Universität Kaiserslautern: 2011: Martin Frank

4 Bücher zum Namen

von Raul Borsche, Dr. Hut, 2011, Taschenbuch

Pris: 699 kr. Häftad, Skickas inom 3-6 vardagar. Köp Solving Hyperbolic Equations with Finite Volume Methods av M Elena Vazquez-Cendon på Bokus.com.

Title, Modeling and Simulation of Sewer Networks and coupled Surface Flow. Author, Raul Borsche. Publisher, Verlag Dr. Hut, ISBNLength, 112 pages. Export Citation, BiBTeX EndNote RefMan ...

. Raul Borsche. 1Fachbereich Mathematik, Technische ...

1 Songs & Musik

KINETIC DERIVATION OF A HAMILTON-JACOBI TRAFFIC FLOW MODEL * RAUL BORSCHE t, MARC KIMATHI*, AND AXEL KLAR§ Abstract. Kinetic models ...

11 Dokumente

From: Raul Borsche [view email] [v1] Wed, 22 Aug :24:24 GMT (1286kb,D). Which authors of this paper are endorsers? | Disable ...

Raul Borsche Technische Universität Kaiserslautern. Abstract: In urban areas car traffic and pedestrian motion interact in many different situations. For both dynamics separately various models exist. The description of road traffic has a long history and many different models are available e.g. [1, 3]. For road networks these ...

From: Raul Borsche [view email] [v1] Tue, 18 Feb :14:41 GMT (1609kb,D). Which authors of this paper are endorsers? | Disable MathJax (What is ...

gas ow raul borsche abstract in gas ows the high speed of pressure waves is a challenging task for numerical methods.implications of the choice of predictors for ...

16 Wissenschaftliche Publikationen

Dr. Raul Borsche, Arbeitsgruppe Technomathematik, Postfach 3049, Kaiserslautern. Missing: Hut"

List of computer science publications by Raul Borsche

In this paper we construct a numerical solver for the Saint Venant equations. Special attention is given to the balancing of the source terms, including the...

1 Allgemeine Veröffentlichungen

A class of multi-phase traffic theories for microscopic, kinetic and continuum traffic models. Raul Borsche, Mark Kimathi, Axel Klar. A class of multi-phase traffic ...

25 Webfunde aus dem Netz

Kinetic derivation of a Hamilton-Jacobi traffic flow model - Raul Borsche Kinetic models for vehicular traffic are reviewed and considered from the point of view of ...

Publications by 'Raul Borsche'. Publications; Advised · About · Contact · Credits · Help · Web Service API · Blog · FAQ · Feedback. runs on WebDSL.

Raul Borsche: Modeling and Simulation of Sewer Networks and coupled Surface Flow

Nonlocal conservation laws are used to describe various realistic instances of crowd behaviors. First, a basic analytic framework is established through an "ad ...

Alle Bücher der Reihe Mathematik

Nonlocal conservation laws are used to describe various realistic instances of crowd behaviors. First, a basic analytic framework is established through an ad...

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In the present paper a review and numerical comparison of a special class of multi-phase traffic theories based on microscopic, kinetic and macroscopic traffic...

Raul Borsche. Publisher/Institution: Abstract: In this paper we construct a numerical solver for the Saint Venant equations. Special attention is ...

This is a joint work with Raul Borsche (Technische Universität Kaiserslautern). Christophe Berthon (Nantes) Numerical convergence rate for a diffusive limit of hyperbolic systems: p-system with damping. Christophe Chalons (Versailles) On all regime Lagrangian-remap numerical schemes for compressible ...

Raul Borsche, Rinaldo M Colombo and Mauro Garavello. Journal: Nonlinearity, 2010, Volume 23, Number 11, Page DOI:

Joint work with: Raul Borsche, (TU Kaiserslautern), Simone Göttlich (U Mannheim), T.N.Ha Pham (TU Kaiserslautern), P.Schillen (U Mannheim). References [1] R. Borsche, A. Klar, and T.N.H. Pham, ar, T.N.H. Pham, Kinetic and re- lated macroscopic models for chemotaxis on networks, to appear in M3AS, (2016).

We consider kinetic and associated macroscopic equations on networks. The general approach will be explained in this paper for a linear kinetic BGK model and...

In the present paper we discuss the coupling of traffic flow with pedestrian motion. First we review the coupling of the Lighthill-Whitham model for road...

Preprints. Numerical Approximation of Hyperbolic Systems Containing an Interface with Raul Borsche. arXiv: ; A Non-dissipative Reconstruction Scheme for the Compressible Euler Equations hal or arXiv:

... Raul Borsche, Marc Kimathi, and Axel Klar Subgrid-scale closure for the inviscid Burgers-Hopf equation, Ulrich Achatz, Stamen I. Dolaptchiev ...

Title: On the coupling of systems of hyperbolic conservation laws with ordinary differential equations. Nationallizenz. Author / Creator: Raul Borsche ; Rinaldo M ...

Raul Borsche (U. Kaiserslautern): “Pedestrians crossing the streets” slides; Maya Briani (IAC – CNR): “An easy-to-use numerical approach for simulating traffic flow on networks” slides; Julien Cividini (U. Paris Sud): “BML model with open boundary conditions” slides; Guillaume Costeseque (CERMICS – ENPC): “Road ...

On the interactions between a solid body and a compressible inviscid fluid. Raul Borsche, Rinaldo M. Colombo and Mauro Garavello. (1) Fachbereich ...

Authors: Raul Borsche, Axel Klar. (Submitted on 17 Oct 2017). Abstract: We derive a nonlinear 2-equation discrete-velocity model for traffic flow from a continuous kinetic model. The model converges to scalar Lighthill-Whitham type equations in the relaxation limit for all ranges of traffic data. Moreover, the model has an ...