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The Resource Turbulence in porous media : modeling and applications, Marcelo J.S. de Lemos

Turbulence in porous media : modeling and applications, Marcelo J.S. de Lemos

Label
Turbulence in porous media : modeling and applications
Title
Turbulence in porous media
Title remainder
modeling and applications
Statement of responsibility
Marcelo J.S. de Lemos
Creator
Subject
Language
eng
Member of
Cataloging source
UKMGB
Illustrations
illustrations
Index
no index present
LC call number
TA357.5.T87
LC item number
L45 2012
Literary form
non fiction
Nature of contents
bibliography
Series statement
Elsevier insights
Turbulence in porous media : modeling and applications, Marcelo J.S. de Lemos
Label
Turbulence in porous media : modeling and applications, Marcelo J.S. de Lemos
Link
http://libproxy.rpi.edu/login?url=http://www.sciencedirect.com/science/book/9780080982410
Publication
Related Contributor
Related Location
Related Agents
Related Authorities
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Antecedent source
unknown
Bibliography note
Includes bibliographical references and index
Carrier category
online resource
Carrier category code
cr
Carrier MARC source
rdacarrier
Color
multicolored
Content category
text
Content type code
txt
Content type MARC source
rdacontent
Contents
  • Fundamental Conservation Equations
  • Modelled Macroscopic Energy Equations
  • 5.4.
  • Macroscopic Buoyancy Effects
  • 5.4.1.
  • Mean Flow
  • 5.4.2.
  • Turbulent Field
  • 6.
  • Turbulent Mass Transport
  • 6.1.
  • 1.1.3.
  • Mean Field
  • 6.2.
  • Turbulent Mass Dispersion
  • 6.3.
  • Macroscopic Transport Models
  • 6.4.
  • Mass Dispersion Coefficients
  • 6.4.1.
  • Imposed Mass Fraction Flux at Boundaries
  • 6.4.2.
  • Basic Models for Flow in Porous Media
  • Numerical Results
  • 7.
  • Turbulent Double Diffusion
  • 7.1.
  • Introduction
  • 7.1.1.
  • Macroscopic Equations for Buoyancy-Free Flows
  • 7.2.
  • Macroscopic Double-Diffusion Effects
  • 7.2.1.
  • 1.1.4.
  • Mean Flow
  • 7.2.2.
  • Turbulent Field
  • 7.3.
  • Hydrodynamic Stability
  • 8.
  • Turbulent Combustion
  • 8.1.
  • Porous Combustors
  • 8.2.
  • Extended Models for Flow in Porous Media
  • Macroscopic Flow and Heat Transfer
  • 8.2.1.
  • Macroscopic Continuity Equation
  • 8.2.2.
  • Macroscopic Momentum Equation
  • 8.2.3.
  • Macroscopic Energy Models
  • 8.3.
  • Macroscopic Combustion Modelling
  • 8.3.1.
  • 1.1.5.
  • Mass Transport for Fuel
  • 8.3.2.
  • Simple Chemistry
  • 8.3.3.
  • Double Decomposition of Variables
  • 8.3.4.
  • Macroscopic Fuel Consumption Rates
  • 9.
  • Moving Porous Media
  • 9.1.
  • Models for Petroleum Reservoir Simulation
  • Moving Systems
  • 9.1.1.
  • Macroscopic Model for the Moving Bed
  • 9.2.
  • Basic Definitions
  • 9.3.
  • Macroscopic Equation
  • 9.3.1.
  • Fixed Bed
  • 9.3.2.
  • 1.2.
  • Moving Bed
  • 10.
  • Numerical Modelling and Algorithms
  • 10.1.
  • Introduction
  • 10.2.
  • The Need for Iterative Methods
  • 10.3.
  • Incompressible Versus Compressible Solution Strategies
  • 10.4.
  • Overview of Turbulence Modelling
  • Geometry Modelling
  • 10.4.1.
  • Computational Grids
  • 10.4.2.
  • Structured Grids
  • 10.4.3.
  • Unstructured Grids
  • 10.4.4.
  • Application to Reservoir Simulation
  • 10.5.
  • 1.2.1.
  • Treatment of the Convection Term
  • 10.5.1.
  • The Nature of the Numerical Solution
  • 10.5.2.
  • Interpolating Functions
  • 10.6.
  • Discretized Equations for Transient Three-Dimensional Flows
  • 10.7.
  • Systems of Algebraic Equations
  • 10.7.1.
  • Machine-generated contents note:
  • General Remarks
  • Interlinkage and Coupling Among Variables
  • 10.7.2.
  • Segregated Methods
  • 10.7.3.
  • Coupled Methods
  • 10.8.
  • Treatment of the u,w-T Coupling
  • 10.8.1.
  • Introduction
  • 10.8.2.
  • 1.2.2.
  • Analysis and Numerics
  • 10.8.3.
  • Results and Discussion
  • 10.9.
  • Treatment of the u,w-V Coupling
  • 10.9.1.
  • Introduction
  • 10.9.2.
  • Geometry and Flow Equations
  • 10.9.3.
  • Turbulence Phenomena
  • Discretized Equations and the Numerical Method
  • 10.9.4.
  • Some Numerical Results
  • 10.10.
  • Treatment of the u, w-V-T Coupling
  • 10.10.1.
  • Introduction
  • 10.10.2.
  • Governing Equations and the Numerical Method
  • 10.10.3.
  • 1.2.3.
  • Some Numerical Results
  • 11.
  • Applications in Hybrid Media
  • 11.1.
  • Forced Flows in Composite Channels
  • 11.1.1.
  • Numerical Implementation of Jump Conditions for Laminar Flow
  • 11.1.2.
  • Jump Condition for Mean Turbulent Flows
  • 11.1.3.
  • Traditional Classification of Turbulence Models
  • Jump Condition for Turbulence Kinetic Energy
  • 11.2.
  • Channels with Porous and Solid Baffles
  • 11.2.1.
  • General Remarks
  • 11.2.2.
  • Friction Factor
  • 11.2.3.
  • The Nusselt Number
  • 11.2.4.
  • 1.3.
  • Developing Flow
  • 11.2.5.
  • Fully-Developed Flow
  • 11.2.6.
  • Section Summary
  • 11.3.
  • Turbulent Impinging Jet onto a Porous Layer
  • 11.3.1.
  • Numerical Details
  • 11.3.2.
  • Turbulent Flow in Permeable Structures
  • Clear Media
  • 11.3.3.
  • Porous Media
  • 11.4.
  • Buoyant Flows
  • 11.4.1.
  • Cavities Partially-Filled with Vertical Layers of Porous Material
  • 11.4.2.
  • Cavities Partially-Filled with Horizontal Layers of Porous Material
  • 11.4.3.
  • 2.
  • Fluid-Porous-Solid Systems
  • 11.4.4.
  • Cavities Totally-Filled with a Porous Material
  • 11.4.5.
  • Heterogeneous Versus Homogenous Systems
  • 11.5.
  • Flow and Heat Transfer in a Back-Step
  • 11.5.1.
  • Macroscopic Mean Equations
  • 11.5.2.
  • Governing Equations
  • Macroscopic Non-linear Model
  • 11.5.3.
  • Results and Discussion
  • 11.5.4.
  • Section Summary
  • 11.6.
  • Porous Burners
  • 11.6.1.
  • Cases Investigated
  • 11.6.2.
  • 2.1.
  • Two-Dimensional Flow: The LTE Model
  • 11.6.3.
  • One-Dimensional Flow: The LTNE Model
  • 11.6.4.
  • Section Summary
  • 11.7.
  • Moving Beds
  • 11.7.1.
  • Introduction
  • 11.7.2.
  • 1.
  • Local Instantaneous Governing Equations
  • Laminar Parallel Flows
  • 11.7.3.
  • Laminar Counterflows
  • 11.7.4.
  • Turbulent Kinetic Energy
  • 2.2.
  • The Averaging Operators
  • 2.2.1.
  • Local Volume Averaging
  • 2.2.2.
  • Instantaneous Time Averaging
  • 2.2.3.
  • Commutative Properties
  • 2.3.
  • Introduction
  • Time-Averaged Transport Equations
  • 2.4.
  • Volume-Averaged Transport Equations
  • 3.
  • The Double-Decomposition Concept
  • 3.1.
  • Basic Relationships
  • 3.2.
  • Classification of Macroscopic Turbulence Models
  • 4.
  • 1.1.
  • Turbulent Momentum Transport
  • 4.1.
  • Momentum Equation
  • 4.1.1.
  • Mean Flow
  • 4.1.2.
  • Fluctuating Velocity
  • 4.2.
  • Turbulent Kinetic Energy
  • 4.2.1.
  • Overview of Porous Media Modelling
  • Equation for km=<u'>i·<u'>i/2
  • 4.2.2.
  • Equation for <k>i=<u'>i·<u'>i/2
  • 4.2.3.
  • Comparison of Macroscopic Transport Equations
  • 4.3.
  • Macroscopic Turbulence Model
  • 4.3.1.
  • Numerical Determination of Constant ck
  • 4.3.2.
  • 1.1.1.
  • Microscopic Results and Integrated Values
  • 5.
  • Turbulent Heat Transport
  • 5.1.
  • Macroscopic Energy Equation
  • 5.1.1.
  • Time-Averaging Followed by Volume-Averaging
  • 5.1.2.
  • Volume-Averaging Followed by Time-Averaging
  • 5.1.3.
  • General Remarks
  • Turbulent Thermal Dispersion
  • 5.2.
  • The Thermal Equilibrium Model
  • 5.2.1.
  • The Effective Conductivity Tensor
  • 5.2.2.
  • Determination of the Dispersion Tensor Kdisp
  • 5.2.3.
  • Imposed Boundary Temperature Difference
  • 5.2.4.
  • 1.1.2.
  • Imposed Boundary Heat Flux
  • 5.2.5.
  • Numerical Results
  • 5.3.
  • The Thermal Non-equilibrium Model
  • 5.3.1.
  • Laminar Flow Through Packed Beds
  • 5.3.2.
  • Turbulent Flow Through Packed Beds
  • 5.3.3.
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