Theory, Numerics and Applications of Hyperbolic Problems I : Aachen, Germany, August 2016 / edited by Christian Klingenberg, Michael Westdickenberg.
 Edition:
 1st ed. 2018.
 Publication:
 Cham : Springer International Publishing : Imprint: Springer, 2018.
 Series:
 Mathematics and Statistics (Springer11649)
Springer proceedings in mathematics & statistics 21941009 ; 236
Springer Proceedings in Mathematics & Statistics, 21941009 ; 236  Format/Description:
 Book
1 online resource (XV, 706 pages) : 174 illustrations, 135 illustrations in color.  Subjects:
 Differential equations, Partial.
Fluid mechanics.  Local subjects:
 Partial Differential Equations. (search)
Engineering Fluid Dynamics. (search)  System Details:
 text file PDF
 Summary:
 The first of two volumes, this edited proceedings book features research presented at the XVI International Conference on Hyperbolic Problems held in Aachen, Germany in summer 2016. It focuses on the theoretical, applied, and computational aspects of hyperbolic partial differential equations (systems of hyperbolic conservation laws, wave equations, et cetera) and of related mathematical models (PDEs of mixed type, kinetic equations, nonlocal or/and discrete models) found in the field of applied sciences.
 Contents:
 Abels, H., Daube, J., Kraus, C. and Kröner, D: The SharpInterface Limit for the NavierStokesKorteweg Equations
Abreu, E., Bustos, A. and Lambert, W. J: Asymptotic Behavior of a Solution of Relaxation System for Flow in Porous Media
Alessandri, A., Bagnerini, P., Cianci, R. and Gaggeroi, M: Optimal Control of Level Sets Generated by the Normal Flow Equation
Amadori, D. and Park, J: Emergent Dynamics for the Kinetic Kuramoto Equation
Ancellin, M., Brosset, L. and Ghidaglia, JM: A Hyperbolic Model of NonEquilibrium Phase Change at a Sharp LiquidVapor Interface
Antonelli, P., D'Amico, M. and Marcati, P: The Cauchy Problem for the MaxwellSchrodinger System with a PowerType Nonlinearity
AregbaDriollet, D. and Brull, S: Construction and Approximation of the Polyatomic Bitemperature Euler System
Arun, K. R., Das Gupta, A. J. and Samantaray, S: An ImplicitExplicit Scheme Accurate at Low Mach Numbers for the Wave Equation System
Ballew, J: BoseEinstein Condensation and Global Dynamics of Solutions to a Hyperbolic Kompaneets Equation
Barth, A. and Kroker, I: Finite Volume Methods for Hyperbolic Partial Differential Equations with Spatial Noise
Baty, H. and Nishikawa, H: A Hyperbolic Approach for Dissipative Magnetohydrodynamics
Berberich, J., Chandrashekar, P. and Klingenberg, C: A General WellBalanced Finite Volume Scheme for Euler Equations with Gravity
Berthon, C., Loubre, R. and MichelDansac, V: A SecondOrder WellBalanced Scheme for the ShallowWater Equations with Topography
Bianchini, S. and Marconi, E: A Lagrangian Approach to Scalar Conservation Laws
Bonicatto, P: On Uniqueness of Weak Solutions to Transport Equation with NonSmooth Velocity Field
Boyaval, S: JohnsonSegalman  SaintVenant Equations for a 1D Viscoelastic Shallow Flow in Pure Elastic Limit
Bragin, M. D. and Rogov, B. V: On the Exact Dimensional Splitting for a Scalar Quasilinear Hyperbolic Conservation Law
Brenier, Y: On the Derivation of the Newtonian Gravitation from the Brownian Agrigation of a Regular Lattice
Bressan, A: Trafﬁc Flow Models on a Network of Roads
Brunk, A., Kolbe, N. and Sfakianakis, N: Chemotaxis and Haptotaxis on Cellular Level
Buchmuller, P., Dreher, J. and Helzel, C: Improved Accuracy of HighOrder WENO Finite Volume Methods on Cartesian Grids with Adaptive Mesh Reﬁnement
Castaneda, P: Explicit Construction of Effective Flux Functions for Riemann Solutions
Castelli, P., Jabin, PE. and Junca, S: Fractional Spaces and Conservation Laws
Castro, M. J., Gallardo, J. M. and Marquina, A: JacobianFree Incomplete Riemann Solvers
Chalons, C., Magiera, J., Rohde, C. and Wiebe, M: A FiniteVolume Tracking Scheme for TwoPhase Compressible Flow
Chandrashekar, P. and Badwaik, J: Arbitrary LagrangianEulerian Discontinuous Galerkin Method for 1D Euler Equations
Chandrashekar, P., GallegoValencia, J. P. and Klingenberg, C: A RungeKutta Discontinuous Galerkin Scheme for the Ideal Magnetohydrodynamical Model
Chertock, A., Herty, M. and NurOzcan, S: WellBalanced CentralUpwind Schemes for 2 × 2 Systems of Balance Laws
Christoforou, C. and Tzavaras, A: On the Relative Entropy Method for HyperbolicParabolic Systems
Colombo, R. M., Klingenberg, C. and Meltzer, MC: A Multispecies Traffic Model Based on the LighthillWhithamRichards Model
Cottet, GH: SemiLagrangian Particle Methods for Hyperbolic Equations
Courtes, C: Convergence for PDEs with an Arbitrary Odd Order Spatial Derivative Term
Dai, Z: A CellCentered Lagrangian Method for 2D Ideal MHD Equations
Dal Santo, E., Rosini, M. D. and Dymski, N: The Riemann Problem for a General
Dedner, A. and Giesselmann, J: Residual Error Indicators for dG Schemes for Discontinuous Solutions to Systems of Conservation Laws
Deolmi, G., Dahmen, W., Müller, S., Albers, M., Meysonnat, P. S. and Schroder, W: Effective Boundary Conditions for Turbulent Compressible Flows Over a Riblet Surface
Francesco, M. D., Fagioli, S., Rosini, M. D. and Russo, G: A Deterministic Particle Approximation for NonLinear Conservation Laws
Iorio, E. D., Marcati, P. and Spirito, S: Splash Singularity for a FreeBoundary Incompressible Viscoelastic Fluid Model
Egger, H. and Kugler, T: An Asymptotic Preserving Mixed Finite Element Method for Wave Propagation in Pipelines
Elling, V: Nonexistence of Irrotational Flow Around Solids with Protruding Corners
Flohr, R. and RottmannMatthes, J: A Splitting Approach for Freezing Waves
Folino, R: Metastability for Hyperbolic Variations of AllenCahn Equation
Fridrich, D., Liska, R. and Wendroff, B: CellCentered Lagrangian LaxWendroﬀ HLL Hybrid Schemes in Cylindrical Geometry
Galstian, A: Semilinear Shifted Wave Equation in the de Sitter Spacetime with Hyperbolic Spatial Part
Galtung, ST: Convergence Rates of a Fully Discrete Galerkin Scheme for the BenjaminOno Equation
Gerhard, N. and Müller, S: The Simulation of a Tsunami Runup Using MultiwaveletBased Grid Adaptation
Gersbacher, C. and Nolte, M: Constrained Reconstruction in MUSCLtype Finite Volume Schemes
Giesselmann, J. and Zacharenakis, D: A Posteriori Analysis for the EulerKorteweg Model
Gomes, D., Nurbekyan, L. and Sedjro, M: Concervations Laws Arising in the Study of ForwardForward MeanField Games
Gugat, M., Herty, M. and Yu, H: On the Relaxation Approximation for 2 × 2 Hyperbolic Balance Laws
Hantke, M., Matern, C. and Warnecke, G: Numerical Solutions for a Weakly Hyperbolic Dispersed Twophase Flow Model
Hawerkamp, M., Kröner, D. and Moenius, H: Optimal Controls in Flux, Source and Initial Terms for Weakly Coupled Hyperbolic Systems
Herty, M., Kurganov, A., and Kurochkin, D: On Convergence of Numerical Methods for Optimization Problems Governed by Scalar Hyperbolic Conservation Laws.  Contributor:
 Klingenberg, Christian. editor., Editor,
Westdickenberg, Michael, editor., Editor,
SpringerLink (Online service)  Contained In:
 Springer eBooks
 Other format:
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Printed edition:
Printed edition:  ISBN:
 9783319915456
9783319915456  Publisher Number:
 10.1007/9783319915456 doi
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