- Gebundenes Buch
- Merkliste
- Auf die Merkliste
- Bewerten Bewerten
- Teilen
- Produkt teilen
- Produkterinnerung
- Produkterinnerung
Thermal Convection - Patterns, Stages of Evolution and Stability Behavior provides the reader with an ensemble picture of the subject, illustrating the state-of-the-art and providing the researchers from universities and industry with a basis on which they are able to estimate the possible impact of a variety of parameters.
Andere Kunden interessierten sich auch für
- Carson J BrunsThe Nature of the Mechanical Bond257,99 €
- Molecular Modeling of Corrosion Processes155,99 €
- Tatsuko HatakeyamaThermal Properties of Green Polymers and Biocomposites147,99 €
- C N R RaoAdvances in Chemistry: A Selection of C N R Rao's Publications (1994-2003)249,99 €
- Michael DornbuschCorrosion Analysis259,99 €
- New Frontiers in Nanochemistry: Concepts, Theories, and Trends191,99 €
- Guy-Marie CômeGas-Phase Thermal Reactions110,99 €
-
-
-
Thermal Convection - Patterns, Stages of Evolution and Stability Behavior provides the reader with an ensemble picture of the subject, illustrating the state-of-the-art and providing the researchers from universities and industry with a basis on which they are able to estimate the possible impact of a variety of parameters.
Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Produktdetails
- Produktdetails
- Verlag: Wiley
- Seitenzahl: 690
- Erscheinungstermin: 1. März 2010
- Englisch
- Abmessung: 249mm x 175mm x 43mm
- Gewicht: 1315g
- ISBN-13: 9780470699942
- ISBN-10: 0470699949
- Artikelnr.: 29920700
- Herstellerkennzeichnung
- Libri GmbH
- Europaallee 1
- 36244 Bad Hersfeld
- 06621 890
- Verlag: Wiley
- Seitenzahl: 690
- Erscheinungstermin: 1. März 2010
- Englisch
- Abmessung: 249mm x 175mm x 43mm
- Gewicht: 1315g
- ISBN-13: 9780470699942
- ISBN-10: 0470699949
- Artikelnr.: 29920700
- Herstellerkennzeichnung
- Libri GmbH
- Europaallee 1
- 36244 Bad Hersfeld
- 06621 890
Dr. Marcello Lappa is Senior Researcher at the Microgravity Advanced Research and Support Center. He has approximately 100 publications (the majority as a single author) in the fields of fluid motion and stability behavior (thermogravitational, thermocapillary, thermovibrational and magnetic convection), organic and inorganic materials sciences and crystal growth, multiphase flows, solidification, biotechnology and biomechanics, methods of numerical analysis in computational fluid dynamics and heat/mass transfer, high performance computing (parallel machines). He is founder and Editor-in-Chief of the scientific journal Fluid Dynamics and Materials Processing (ISSN 1555-256X). He has worked as a visiting scientist and professor at the Institute for Materials Chemistry and Engineering - Division of Advanced Device Materials in Japan (Kyushu University). Over recent years he has been involved in many industrial projects and, in particular, in the preparation of the ground and flight operations for the Fluid Science Laboratory (FSL) that will operate on-orbit within the Columbus Module of the International Space Station by the half of 2008.
Preface.
Acknowledgements.
1 Equations, General Concepts and Methods of Analysis.
1.1 Pattern Formation and Nonlinear Dynamics.
1.2 The Navier-Stokes Equations.
1.3 Energy Equality and Dissipative Structures.
1.4 Flow Stability, Bifurcations and Transition to Chaos.
1.5 Linear Stability Analysis: Principles and Methods.
1.6 Energy Stability Theory.
1.7 Numerical Integration of the Navier-Stokes Equations.
1.8 Some Universal Properties of Chaotic States.
1.9 The Maxwell Equations.
2 Classical Models, Characteristic Numbers and Scaling Arguments.
2.1 Buoyancy Convection and the Boussinesq Model.
2.2 Convection in Space.
2.3 Marangoni Flow.
2.4 Exact Solutions of the Navier-Stokes Equations for Thermal Problems.
2.5 Conductive, Transition and Boundary-layer Regimes.
3 Examples of Thermal Fluid Convection and Pattern Formation in Nature and
Technology.
3.1 Technological Processes: Small-scale Laboratory and Industrial Setups.
3.2 Examples of Thermal Fluid Convection and Pattern Formation at the
Mesoscale.
3.3 Planetary Structure and Dynamics: Convective Phenomena.
3.4 Atmospheric and Oceanic Phenomena.
4 Thermogravitational Convection: The Rayleigh-Bénard Problem.
4.1 Nonconfined Fluid Layers and Ideal Straight Rolls.
4.2 The Busse Balloon.
4.3 Some Considerations About the Role of Dislocation Dynamics.
4.4 Tertiary and Quaternary Modes of Convection.
4.5 Spoke Pattern Convection.
4.6 Spiral Defect Chaos, Hexagons and Squares.
4.7 Convection with Lateral Walls.
4.8 Two-dimensional Models.
4.9 Three-dimensional Parallelepipedic Enclosures: Classification of
Solutions and Possible Symmetries.
4.10 The Circular Cylindrical Problem.
4.11 Spirals: Genesis, Properties and Dynamics.
4.12 From Spirals to SDC: The Extensive Chaos Problem.
4.13 Three-dimensional Convection in a Spherical Shell.
5 The Dynamics of Thermal Plumes and Related Regimes of Motion.
5.1 Introduction.
5.2 Free Plume Regimes.
5.3 The Flywheel Mechanism: The 'Wind' of Turbulence.
5.4 Multiplume Configurations Originated from Discrete Sources of Buoyancy.
6 Systems Heated from the Side: The Hadley Flow.
6.1 The Infinite Horizontal Layer.
6.2 Two-dimensional Horizontal Enclosures.
6.3 The Infinite Vertical Layer: Cats-eye Patterns and Temperature Waves.
6.4 Three-dimensional Parallelepipedic Enclosures.
6.5 Cylindrical Geometries under Various Heating Conditions.
7 Thermogravitational Convection in Inclined Systems.
7.1 Inclined Layer Convection.
7.2 Inclined Side-heated Slots.
8 Thermovibrational Convection.
8.1 Equations and Relevant Parameters.
8.2 Fields Decomposition.
8.3 The TFD Distortions.
8.4 High Frequencies and the Thermovibrational Theory.
8.5 States of Quasi-equilibrium and Related Stability.
8.6 Primary and Secondary Patterns of Symmetry.
8.7 Medium and Low Frequencies: Possible Regimes and Flow Patterns.
9 Marangoni-Bénard Convection.
9.1 Introduction.
9.2 High Prandtl Number Liquids: Patterns with Hexagons, Squares and
Triangles.
9.3 Liquid Metals: Inverted Hexagons and High-order Solutions.
9.4 Effects of Lateral Confinement.
9.5 Temperature Gradient Inclination.
10 Thermocapillary Convection.
10.1 Basic Features of Steady Marangoni Convection.
10.2 Stationary Multicellular Flow and Hydrothermal Waves.
10.3 Annular Configurations.
10.4 The Liquid Bridge.
11 Mixed Buoyancy-Marangoni Convection.
11.1 The Canonical Problem: The Infinite Horizontal Layer.
11.2 Finite-sized Systems Filled with Liquid Metals.
11.3 Typical Terrestrial Laboratory Experiments with Transparent Liquids.
11.4 The Rectangular Liquid Layer.
11.5 Effects Originating from the Walls.
11.6 The Open Vertical Cavity.
11.7 The Annular Pool.
11.8 The Liquid Bridge on the Ground.
12 Hybrid Regimes with Vibrations.
12.1 RB Convection with Vertical Shaking.
12.2 Complex Order, Quasi-periodic Crystals and Superlattices.
12.3 RB Convection with Horizontal or Oblique Shaking.
12.4 Laterally Heated Systems and Parametric Resonances.
12.5 Control of Thermogravitational Convection.
12.6 Mixed Marangoni-Thermovibrational Convection.
12.7 Modulation of Marangoni-Bénard Convection.
13 Flow Control by Magnetic Fields.
13.1 Static and Uniform Magnetic Fields.
13.2 Historical Developments and Current Status.
13.3 Rotating Magnetic Fields.
13.4 Gradients of Magnetic Fields and Virtual Microgravity.
References.
Index.
Acknowledgements.
1 Equations, General Concepts and Methods of Analysis.
1.1 Pattern Formation and Nonlinear Dynamics.
1.2 The Navier-Stokes Equations.
1.3 Energy Equality and Dissipative Structures.
1.4 Flow Stability, Bifurcations and Transition to Chaos.
1.5 Linear Stability Analysis: Principles and Methods.
1.6 Energy Stability Theory.
1.7 Numerical Integration of the Navier-Stokes Equations.
1.8 Some Universal Properties of Chaotic States.
1.9 The Maxwell Equations.
2 Classical Models, Characteristic Numbers and Scaling Arguments.
2.1 Buoyancy Convection and the Boussinesq Model.
2.2 Convection in Space.
2.3 Marangoni Flow.
2.4 Exact Solutions of the Navier-Stokes Equations for Thermal Problems.
2.5 Conductive, Transition and Boundary-layer Regimes.
3 Examples of Thermal Fluid Convection and Pattern Formation in Nature and
Technology.
3.1 Technological Processes: Small-scale Laboratory and Industrial Setups.
3.2 Examples of Thermal Fluid Convection and Pattern Formation at the
Mesoscale.
3.3 Planetary Structure and Dynamics: Convective Phenomena.
3.4 Atmospheric and Oceanic Phenomena.
4 Thermogravitational Convection: The Rayleigh-Bénard Problem.
4.1 Nonconfined Fluid Layers and Ideal Straight Rolls.
4.2 The Busse Balloon.
4.3 Some Considerations About the Role of Dislocation Dynamics.
4.4 Tertiary and Quaternary Modes of Convection.
4.5 Spoke Pattern Convection.
4.6 Spiral Defect Chaos, Hexagons and Squares.
4.7 Convection with Lateral Walls.
4.8 Two-dimensional Models.
4.9 Three-dimensional Parallelepipedic Enclosures: Classification of
Solutions and Possible Symmetries.
4.10 The Circular Cylindrical Problem.
4.11 Spirals: Genesis, Properties and Dynamics.
4.12 From Spirals to SDC: The Extensive Chaos Problem.
4.13 Three-dimensional Convection in a Spherical Shell.
5 The Dynamics of Thermal Plumes and Related Regimes of Motion.
5.1 Introduction.
5.2 Free Plume Regimes.
5.3 The Flywheel Mechanism: The 'Wind' of Turbulence.
5.4 Multiplume Configurations Originated from Discrete Sources of Buoyancy.
6 Systems Heated from the Side: The Hadley Flow.
6.1 The Infinite Horizontal Layer.
6.2 Two-dimensional Horizontal Enclosures.
6.3 The Infinite Vertical Layer: Cats-eye Patterns and Temperature Waves.
6.4 Three-dimensional Parallelepipedic Enclosures.
6.5 Cylindrical Geometries under Various Heating Conditions.
7 Thermogravitational Convection in Inclined Systems.
7.1 Inclined Layer Convection.
7.2 Inclined Side-heated Slots.
8 Thermovibrational Convection.
8.1 Equations and Relevant Parameters.
8.2 Fields Decomposition.
8.3 The TFD Distortions.
8.4 High Frequencies and the Thermovibrational Theory.
8.5 States of Quasi-equilibrium and Related Stability.
8.6 Primary and Secondary Patterns of Symmetry.
8.7 Medium and Low Frequencies: Possible Regimes and Flow Patterns.
9 Marangoni-Bénard Convection.
9.1 Introduction.
9.2 High Prandtl Number Liquids: Patterns with Hexagons, Squares and
Triangles.
9.3 Liquid Metals: Inverted Hexagons and High-order Solutions.
9.4 Effects of Lateral Confinement.
9.5 Temperature Gradient Inclination.
10 Thermocapillary Convection.
10.1 Basic Features of Steady Marangoni Convection.
10.2 Stationary Multicellular Flow and Hydrothermal Waves.
10.3 Annular Configurations.
10.4 The Liquid Bridge.
11 Mixed Buoyancy-Marangoni Convection.
11.1 The Canonical Problem: The Infinite Horizontal Layer.
11.2 Finite-sized Systems Filled with Liquid Metals.
11.3 Typical Terrestrial Laboratory Experiments with Transparent Liquids.
11.4 The Rectangular Liquid Layer.
11.5 Effects Originating from the Walls.
11.6 The Open Vertical Cavity.
11.7 The Annular Pool.
11.8 The Liquid Bridge on the Ground.
12 Hybrid Regimes with Vibrations.
12.1 RB Convection with Vertical Shaking.
12.2 Complex Order, Quasi-periodic Crystals and Superlattices.
12.3 RB Convection with Horizontal or Oblique Shaking.
12.4 Laterally Heated Systems and Parametric Resonances.
12.5 Control of Thermogravitational Convection.
12.6 Mixed Marangoni-Thermovibrational Convection.
12.7 Modulation of Marangoni-Bénard Convection.
13 Flow Control by Magnetic Fields.
13.1 Static and Uniform Magnetic Fields.
13.2 Historical Developments and Current Status.
13.3 Rotating Magnetic Fields.
13.4 Gradients of Magnetic Fields and Virtual Microgravity.
References.
Index.
Preface.
Acknowledgements.
1 Equations, General Concepts and Methods of Analysis.
1.1 Pattern Formation and Nonlinear Dynamics.
1.2 The Navier-Stokes Equations.
1.3 Energy Equality and Dissipative Structures.
1.4 Flow Stability, Bifurcations and Transition to Chaos.
1.5 Linear Stability Analysis: Principles and Methods.
1.6 Energy Stability Theory.
1.7 Numerical Integration of the Navier-Stokes Equations.
1.8 Some Universal Properties of Chaotic States.
1.9 The Maxwell Equations.
2 Classical Models, Characteristic Numbers and Scaling Arguments.
2.1 Buoyancy Convection and the Boussinesq Model.
2.2 Convection in Space.
2.3 Marangoni Flow.
2.4 Exact Solutions of the Navier-Stokes Equations for Thermal Problems.
2.5 Conductive, Transition and Boundary-layer Regimes.
3 Examples of Thermal Fluid Convection and Pattern Formation in Nature and
Technology.
3.1 Technological Processes: Small-scale Laboratory and Industrial Setups.
3.2 Examples of Thermal Fluid Convection and Pattern Formation at the
Mesoscale.
3.3 Planetary Structure and Dynamics: Convective Phenomena.
3.4 Atmospheric and Oceanic Phenomena.
4 Thermogravitational Convection: The Rayleigh-Bénard Problem.
4.1 Nonconfined Fluid Layers and Ideal Straight Rolls.
4.2 The Busse Balloon.
4.3 Some Considerations About the Role of Dislocation Dynamics.
4.4 Tertiary and Quaternary Modes of Convection.
4.5 Spoke Pattern Convection.
4.6 Spiral Defect Chaos, Hexagons and Squares.
4.7 Convection with Lateral Walls.
4.8 Two-dimensional Models.
4.9 Three-dimensional Parallelepipedic Enclosures: Classification of
Solutions and Possible Symmetries.
4.10 The Circular Cylindrical Problem.
4.11 Spirals: Genesis, Properties and Dynamics.
4.12 From Spirals to SDC: The Extensive Chaos Problem.
4.13 Three-dimensional Convection in a Spherical Shell.
5 The Dynamics of Thermal Plumes and Related Regimes of Motion.
5.1 Introduction.
5.2 Free Plume Regimes.
5.3 The Flywheel Mechanism: The 'Wind' of Turbulence.
5.4 Multiplume Configurations Originated from Discrete Sources of Buoyancy.
6 Systems Heated from the Side: The Hadley Flow.
6.1 The Infinite Horizontal Layer.
6.2 Two-dimensional Horizontal Enclosures.
6.3 The Infinite Vertical Layer: Cats-eye Patterns and Temperature Waves.
6.4 Three-dimensional Parallelepipedic Enclosures.
6.5 Cylindrical Geometries under Various Heating Conditions.
7 Thermogravitational Convection in Inclined Systems.
7.1 Inclined Layer Convection.
7.2 Inclined Side-heated Slots.
8 Thermovibrational Convection.
8.1 Equations and Relevant Parameters.
8.2 Fields Decomposition.
8.3 The TFD Distortions.
8.4 High Frequencies and the Thermovibrational Theory.
8.5 States of Quasi-equilibrium and Related Stability.
8.6 Primary and Secondary Patterns of Symmetry.
8.7 Medium and Low Frequencies: Possible Regimes and Flow Patterns.
9 Marangoni-Bénard Convection.
9.1 Introduction.
9.2 High Prandtl Number Liquids: Patterns with Hexagons, Squares and
Triangles.
9.3 Liquid Metals: Inverted Hexagons and High-order Solutions.
9.4 Effects of Lateral Confinement.
9.5 Temperature Gradient Inclination.
10 Thermocapillary Convection.
10.1 Basic Features of Steady Marangoni Convection.
10.2 Stationary Multicellular Flow and Hydrothermal Waves.
10.3 Annular Configurations.
10.4 The Liquid Bridge.
11 Mixed Buoyancy-Marangoni Convection.
11.1 The Canonical Problem: The Infinite Horizontal Layer.
11.2 Finite-sized Systems Filled with Liquid Metals.
11.3 Typical Terrestrial Laboratory Experiments with Transparent Liquids.
11.4 The Rectangular Liquid Layer.
11.5 Effects Originating from the Walls.
11.6 The Open Vertical Cavity.
11.7 The Annular Pool.
11.8 The Liquid Bridge on the Ground.
12 Hybrid Regimes with Vibrations.
12.1 RB Convection with Vertical Shaking.
12.2 Complex Order, Quasi-periodic Crystals and Superlattices.
12.3 RB Convection with Horizontal or Oblique Shaking.
12.4 Laterally Heated Systems and Parametric Resonances.
12.5 Control of Thermogravitational Convection.
12.6 Mixed Marangoni-Thermovibrational Convection.
12.7 Modulation of Marangoni-Bénard Convection.
13 Flow Control by Magnetic Fields.
13.1 Static and Uniform Magnetic Fields.
13.2 Historical Developments and Current Status.
13.3 Rotating Magnetic Fields.
13.4 Gradients of Magnetic Fields and Virtual Microgravity.
References.
Index.
Acknowledgements.
1 Equations, General Concepts and Methods of Analysis.
1.1 Pattern Formation and Nonlinear Dynamics.
1.2 The Navier-Stokes Equations.
1.3 Energy Equality and Dissipative Structures.
1.4 Flow Stability, Bifurcations and Transition to Chaos.
1.5 Linear Stability Analysis: Principles and Methods.
1.6 Energy Stability Theory.
1.7 Numerical Integration of the Navier-Stokes Equations.
1.8 Some Universal Properties of Chaotic States.
1.9 The Maxwell Equations.
2 Classical Models, Characteristic Numbers and Scaling Arguments.
2.1 Buoyancy Convection and the Boussinesq Model.
2.2 Convection in Space.
2.3 Marangoni Flow.
2.4 Exact Solutions of the Navier-Stokes Equations for Thermal Problems.
2.5 Conductive, Transition and Boundary-layer Regimes.
3 Examples of Thermal Fluid Convection and Pattern Formation in Nature and
Technology.
3.1 Technological Processes: Small-scale Laboratory and Industrial Setups.
3.2 Examples of Thermal Fluid Convection and Pattern Formation at the
Mesoscale.
3.3 Planetary Structure and Dynamics: Convective Phenomena.
3.4 Atmospheric and Oceanic Phenomena.
4 Thermogravitational Convection: The Rayleigh-Bénard Problem.
4.1 Nonconfined Fluid Layers and Ideal Straight Rolls.
4.2 The Busse Balloon.
4.3 Some Considerations About the Role of Dislocation Dynamics.
4.4 Tertiary and Quaternary Modes of Convection.
4.5 Spoke Pattern Convection.
4.6 Spiral Defect Chaos, Hexagons and Squares.
4.7 Convection with Lateral Walls.
4.8 Two-dimensional Models.
4.9 Three-dimensional Parallelepipedic Enclosures: Classification of
Solutions and Possible Symmetries.
4.10 The Circular Cylindrical Problem.
4.11 Spirals: Genesis, Properties and Dynamics.
4.12 From Spirals to SDC: The Extensive Chaos Problem.
4.13 Three-dimensional Convection in a Spherical Shell.
5 The Dynamics of Thermal Plumes and Related Regimes of Motion.
5.1 Introduction.
5.2 Free Plume Regimes.
5.3 The Flywheel Mechanism: The 'Wind' of Turbulence.
5.4 Multiplume Configurations Originated from Discrete Sources of Buoyancy.
6 Systems Heated from the Side: The Hadley Flow.
6.1 The Infinite Horizontal Layer.
6.2 Two-dimensional Horizontal Enclosures.
6.3 The Infinite Vertical Layer: Cats-eye Patterns and Temperature Waves.
6.4 Three-dimensional Parallelepipedic Enclosures.
6.5 Cylindrical Geometries under Various Heating Conditions.
7 Thermogravitational Convection in Inclined Systems.
7.1 Inclined Layer Convection.
7.2 Inclined Side-heated Slots.
8 Thermovibrational Convection.
8.1 Equations and Relevant Parameters.
8.2 Fields Decomposition.
8.3 The TFD Distortions.
8.4 High Frequencies and the Thermovibrational Theory.
8.5 States of Quasi-equilibrium and Related Stability.
8.6 Primary and Secondary Patterns of Symmetry.
8.7 Medium and Low Frequencies: Possible Regimes and Flow Patterns.
9 Marangoni-Bénard Convection.
9.1 Introduction.
9.2 High Prandtl Number Liquids: Patterns with Hexagons, Squares and
Triangles.
9.3 Liquid Metals: Inverted Hexagons and High-order Solutions.
9.4 Effects of Lateral Confinement.
9.5 Temperature Gradient Inclination.
10 Thermocapillary Convection.
10.1 Basic Features of Steady Marangoni Convection.
10.2 Stationary Multicellular Flow and Hydrothermal Waves.
10.3 Annular Configurations.
10.4 The Liquid Bridge.
11 Mixed Buoyancy-Marangoni Convection.
11.1 The Canonical Problem: The Infinite Horizontal Layer.
11.2 Finite-sized Systems Filled with Liquid Metals.
11.3 Typical Terrestrial Laboratory Experiments with Transparent Liquids.
11.4 The Rectangular Liquid Layer.
11.5 Effects Originating from the Walls.
11.6 The Open Vertical Cavity.
11.7 The Annular Pool.
11.8 The Liquid Bridge on the Ground.
12 Hybrid Regimes with Vibrations.
12.1 RB Convection with Vertical Shaking.
12.2 Complex Order, Quasi-periodic Crystals and Superlattices.
12.3 RB Convection with Horizontal or Oblique Shaking.
12.4 Laterally Heated Systems and Parametric Resonances.
12.5 Control of Thermogravitational Convection.
12.6 Mixed Marangoni-Thermovibrational Convection.
12.7 Modulation of Marangoni-Bénard Convection.
13 Flow Control by Magnetic Fields.
13.1 Static and Uniform Magnetic Fields.
13.2 Historical Developments and Current Status.
13.3 Rotating Magnetic Fields.
13.4 Gradients of Magnetic Fields and Virtual Microgravity.
References.
Index.