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131205s2014 nyu ob 001 0 eng |
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|a UAMI
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|a Combustion :
|b types of reactions, fundamental processes and advanced technologies /
|c Joseph M. Grier, editor.
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|a New York :
|b Nova Publishers, Incorporated,
|c [2014]
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|a 1 online resource
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|a text
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|a Includes bibliographical references and index.
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|a Print version record and cip data provided by publisher.
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|a COMBUSTION: TYPES OF REACTIONS, FUNDAMENTAL PROCESSES AND ADVANCED TECHNOLOGIES; Library of Congress Cataloging-in-Publication Data; Contents; Preface; Chapter 1: Lagrangian Formulation to Treating the Turbulent Reacting Flows; Abstract; 1. Introduction; 2. The Advection-Reaction Equation; 3. Lagrangian Frame; 3.1. Instantaneous Lagrangian Equations; 3.2. Expected Lagrangian and Mixed Lagrangian-; Eulerian Quantities; 4. Eulerian Frame; 4.1. Instantaneous Eulerian Quantities; 4.2. Expected Eulerian Quantities; 5. Governing Equations for Mean Mixed Lagrangian-Eulerian Quantities.
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|a 6. Application of Taylor Theory of the Turbulent Diffusion7. The Turbulent Premixed Flame in BML Approximation; 7.1 Equations for Mean Lagrangian, Eulerian and Mixed Lagrangian-Ealerian Quantities; 7.2. Derivation of the Equation for the Hitting Time Probability Function from G-Equation; 8. Approximate Expression and Equation for the Mean Progress Variable; 8.1. Approximate Expression for the Mean Progress Variable; 8.2. Approximate Equation for the Expected Progress Variable; 9. Discussion and the Relation to What Was Previously Published; Conclusion; Acknowledgments.
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|a Annex A. The Case of StochasticAnnex B. The Source Does Not Depend on the Reactive Scalar; Annex C. Diffusion of the Products After the Flame Extinction; Annex D. Derivation of Eq. (191); References; Chapter 2: G-Equation in White Noise in a Time Turbulent Velocity Field: The Derivation of the Probability Density Function Equation; Abstract; 1. Introduction; 2. Derivation of the Equation for the Extended Indicator Function; 3. Derivation of the Equation for the Probability Density Function in White-noise Velocity Field; 4. Special Case: Random Shear flow; Conclusion; Acknowledgments.
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|a Annex A. Derivation of Equation for the Probability Density function of the ScalarAnnex B. Derivation of the Equation for the Probability Density Function; References; Chapter 3: Deposition of Thin Functional Coatings at Atmospheric Pressure Using Combustion Chemical Vapour Deposition; Abstract; 1. Introduction; 2. The CCVD Process; 2.1. Fundamentals of the Combustion; 2.2. Technical Implementation; 2.3. Coating Morphology in CCVD; 3. Selected Examples; 3.1. Transmission Enhancement (On Glass, Plastics); 3.2. Activation of Plastics; 3.3. Adhesion Promoter; 3.4. Matrix Films.
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|a 3.5. Barrier Films on Float Glass3.6. Photocatalytic Films; 3.7. Electrically Conductive Films; 3.7.1. Zinc Oxide; 3.7.2. Tungsten Oxide; 3.7.3. Silver Films; Conclusion and Outlook; References; Chapter 4: Fundamentals of Oxy-Fuel Carbon Capture Technology for Pulverized fuel Boilers; Abstract; 1. Introduction; 1.1. Carbon capture Technologies for Coal-fired Power Plants; 1.2. Historical Development of Oxy-fuel Combustion; 2. Oxy-fuel Combustion Fundamental Research; 2.1. Heat Transfer; 2.1.1. Radiative Heat Transfer; 2.1.2. Convective Heat Transfer; 2.1.3. Matching Temperature of Combustion.
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|i Print version:
|t Combustion.
|d New York : Nova Publishers, Inc., [2014]
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