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Cfd simulations of particle laden flows : particle transport and separation /

This study presents the basic models for discrete and continuous particle laden flow simulation. An overview of the two main approaches, the Lagrangian discrete particle model and the Eulerian granular phase model is given. Moreover these two approaches are combined to a hybrid model to use the bene...

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Detalles Bibliográficos
Clasificación:Libro Electrónico
Autor principal: Schellander, David (Autor)
Formato: Electrónico eBook
Idioma:Inglés
Publicado: Hamburg, Germany : Anchor Academic Publishing, 2014.
Temas:
Acceso en línea:Texto completo
Tabla de Contenidos:
  • CFD simulations of particle laden flows; Preface; Abstract; Contents; Abbreviations; Chapter 1: Introduction and motivation; 1.1 Numerical simulation of particle-laden flow; 1.2 Aim of this work; 1.3 Organization of this book; Chapter 2: Eulerian granular phase modelling; 2.1 Continuity equation; 2.2 Moment balance; 2.3 Granular temperature; 2.4 Radial distribution function; 2.5 Drag coefficient and interphase momentum exchange; 2.6 Solids Stresses; 2.7 Turbulence modelling; 2.8 Boundary Conditions; Chapter 3: Lagrangian discrete phase modelling; 3.1 Force balance and torque balance.
  • 3.2 Forces on a particle3.3 Torque; 3.4 Turbulent fluctuations; 3.5 Particle wall collisions; Chapter 4: The hybrid model EUgran+Poly; 4.1 Motivation and overview; 4.2 Coupling and exchange forces; 4.3 Coupling forces on the Eulerian granular phase; 4.4 Coupling forces on the Lagrangian tracer particles; 4.5 Simulation sequence and implementation; Chapter: Agglomeration; 5.1 Simple models; 5.2 Particle population balance equation; 5.3 Bus stop model; 5.4 Volume population balance model; Chapter 6: Validation by lab-scale experiments; 6.1 Dilute poly-dispersed flow in a duct.
  • 6.2 Mono-dispersed flow in a medium laden duct6.3 Agglomeration of poly-dispersed particulate flow in a vertical pipe; Chapter 7: Application to cyclone seperation; 7.2 Hybrid Model; 7.2 Agglomeration; Chapter 8: Conclusion and Outlook; A: Restitution coefficients are no constants; B: Computation of Lagrangian particle-wall collision; C: UDF Structure of hybrid model; D: Cyclone dimensions based on Muschelknautz theory; E: Nomenclature; List of Figures; List of Tables; Bibliography.