Beschreibung
InhaltsangabeModeling of Electrorheological Fluids: General Balance Laws; Electrorheological Fluids; Linear Models for the Stress Tensor T; Shear Dependent Electrorheological Fluids. Mathematical Framework: Setting of the Problem and Introduction; Function Spaces; Maxwell's Equations. Electrorheological Fluids with Shear Dependent Viscosities - Steady Flows: Introduction; Weak Solutions; Strong Solutions; Existence of Approximate Solutions; Limiting Process A > infinity; Limiting Process epsylon > 0. Electrorheoligical Fluids with Shear Dependent Viscosities - Unsteady Flows: Setting of the Problem and Main Results; Existence of Approximate Solutions; Limiting Process A > infinity; Limiting Process epsylon > 0. Appendix: General Auxiliary Results; Auxiliary Results for the Approximations.
Produktsicherheitsverordnung
Hersteller:
Springer Verlag GmbH
juergen.hartmann@springer.com
Tiergartenstr. 17
DE 69121 Heidelberg
Autorenportrait
InhaltsangabeModeling of electrorheological fluids.- Mathematical framework.- Electrorheological fluids with shear dependent viscosities: Steady flows.- Electrorheological fluids with shear dependent viscosities: Unsteady flows.
Inhalt
Modeling of Electrorheological Fluids: General Balance Laws; Electrorheological Fluids; Linear Models for the Stress Tensor T; Shear Dependent Electrorheological Fluids. Mathematical Framework: Setting of the Problem and Introduction; Function Spaces; Maxwell''s Equations. Electrorheological Fluids with Shear Dependent Viscosities - Steady Flows: Introduction; Weak Solutions; Strong Solutions; Existence of Approximate Solutions; Limiting Process A > infinity; Limiting Process epsylon > 0. Electrorheoligical Fluids with Shear Dependent Viscosities - Unsteady Flows: Setting of the Problem and Main Results; Existence of Approximate Solutions; Limiting Process A > infinity; Limiting Process epsylon > 0. Appendix: General Auxiliary Results; Auxiliary Results for the Approximations.
