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Small Viscosity and Boundary Layer Methods Book

Small Viscosity and Boundary Layer Methods
Small Viscosity and Boundary Layer Methods, This book is an introduction to the stability analysis of noncharacteristic boundary layers, emphasizing selected topics and developing mathematical tools relevant to the study of multidimensional problems. Boundary layers are present in problems from phy, Small Viscosity and Boundary Layer Methods has a rating of 3 stars
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Small Viscosity and Boundary Layer Methods, This book is an introduction to the stability analysis of noncharacteristic boundary layers, emphasizing selected topics and developing mathematical tools relevant to the study of multidimensional problems. Boundary layers are present in problems from phy, Small Viscosity and Boundary Layer Methods
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  • Small Viscosity and Boundary Layer Methods
  • Written by author Guy M tivier
  • Published by Springer-Verlag New York, LLC, November 2007
  • This book is an introduction to the stability analysis of noncharacteristic boundary layers, emphasizing selected topics and developing mathematical tools relevant to the study of multidimensional problems. Boundary layers are present in problems from phy
  • This book is an introduction to the stability analysis of noncharacteristic boundary layers, emphasizing selected topics and developing mathematical tools relevant to the study of multidimensional problems. Boundary layers are present in problems from phy
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Book Categories

Authors

Preface
List of Symbols
Pt. ISemilinear Layers
1Introduction and Example3
2Hyperbolic Mixed Problems21
3Hyperbolic-Parabolic Problems51
4Semilinear Boundary Layers79
Pt. IIQuasilinear Layers
5Quasilinear Boundary Layers: The Inner Layer ODE97
6Plane Wave Stability113
7Stability Estimates131
8Kreiss Symmetrizers for Hyperbolic-Parabolic Systems149
9Linear and Nonlinear Stability of Quasilinear Boundary Layers179
References189
Index193


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Small Viscosity and Boundary Layer Methods, This book is an introduction to the stability analysis of noncharacteristic boundary layers, emphasizing selected topics and developing mathematical tools relevant to the study of multidimensional problems. Boundary layers are present in problems from phy, Small Viscosity and Boundary Layer Methods

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