Advances in the theory of shock waves

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Veröffentlicht: Boston [u.a.] Birkhäuser 2001
Schriftenreihe:Progress in nonlinear differential equations and their applications 47
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Datensatz im Suchindex

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adam_text Contents Preface vii I. Well Posedness Theory for Hyperbolic Systems of Conservation Laws Tai Ping Liu 1 1. Scalar conservation law 1 2. Glimm scheme 7 3. Wave tracing 15 4. Nonlinear functional 18 II. Stability of Multidimensional Shocks Guy Metivier 25 Introduction 25 1. The uniform stability condition 26 2. The uniform stability estimates 39 3. Well posedness of the linearized shock front equations 59 4. The existence of multidimensional shocks 69 5. Stability of weak shocks 86 III. Shock Wave Solutions of the Einstein Equations: A General Theory with Examples Joel Smoller and Blake Temple 105 1. Introduction 105 2. Solutions of the Einstein equations when the metric is only Lipschitz continuous across an interface 117 3. Matching an FRW to a TOV metric across a shock wave 139 4. A class of exact shock wave solutions of the Einstein equations — blast waves in GR 160 5. Cosmology with a shock wave 176 6. General comments on FRW TOV shock waves 215 7. The Oppenheimer Snyder limit and the solution for k = 0 243 IV. Basic Aspects of Hyperbolic Relaxation Systems Wen An Yong 259 1. Introduction 259 2. Relaxation criterion 262 3. The Chapman Enskog expansion 268 4. Admissible boundary conditions 272 vi Contents 5. Stability conditions 276 6. Typical examples 281 7. Moment closure systems 284 8. Discrete velocity kinetic models 289 9. Relaxation limits for smooth solutions 294 10. Shock structure problems 299 V. Multidimensional Stability of Planar Viscous Shock Waves Kevin Zumbrun 307 1. Introduction 307 2. The Evans function and its low frequency limit 322 3. Necessary conditions for stability 334 4. Sufficient conditions for stability 342 5. Pointwise bounds for scalar equations 402 6. One dimensional stability: the stability index 435 7. Discussion and open problems ¦ • 451 8. Appendices: extensions and auxiliary calculations 454
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physical VIII, 516 S. graph. Darst. : 24 cm
publishDate 2001
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publisher Birkhäuser
record_format marc
series Progress in nonlinear differential equations and their applications
series2 Progress in nonlinear differential equations and their applications
spellingShingle Advances in the theory of shock waves
Progress in nonlinear differential equations and their applications
Shock waves
Stoßwelle (DE-588)4057760-0 gnd
subject_GND (DE-588)4057760-0
(DE-588)4143413-4
title Advances in the theory of shock waves
title_auth Advances in the theory of shock waves
title_exact_search Advances in the theory of shock waves
title_full Advances in the theory of shock waves Tai-Ping Liu ... Heinrich Freistühler ... ed.
title_fullStr Advances in the theory of shock waves Tai-Ping Liu ... Heinrich Freistühler ... ed.
title_full_unstemmed Advances in the theory of shock waves Tai-Ping Liu ... Heinrich Freistühler ... ed.
title_short Advances in the theory of shock waves
title_sort advances in the theory of shock waves
topic Shock waves
Stoßwelle (DE-588)4057760-0 gnd
topic_facet Shock waves
Stoßwelle
Aufsatzsammlung
url http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=009499202&sequence=000002&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA
volume_link (DE-604)BV007934389
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