Introduction to computational fluid dynamics: development, application and analysis
Gespeichert in:
| 1. Verfasser: | |
|---|---|
| Format: | Elektronisch E-Book |
| Sprache: | English |
| Veröffentlicht: |
Chichester, West Sussex, United Kingdom
Wiley
[2017]
London, United Kingdom Athena Academic |
| Schriftenreihe: | Ane/Athena Books
|
| Schlagworte: | |
| Online-Zugang: | FRO01 UBG01 UBY01 Volltext |
| Beschreibung: | 1 Online-Ressource (xvii, 393 Seiten) Illustrationen, Diagramme |
| ISBN: | 9781119369189 1119369185 9781119003014 1119003016 |
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| 245 | 1 | 0 | |a Introduction to computational fluid dynamics |b development, application and analysis |c Dr. Atul Sharma (Professor, Deptt. of Mech. Engineering, IIT Bombay) |
| 264 | 1 | |a Chichester, West Sussex, United Kingdom |b Wiley |c [2017] | |
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| 505 | 8 | |a Table of Contents; Title; Copyright; Dedication; FOREWORD; PREFACE; Part I: Introduction and Essentials; 1 Introduction; 1.1 CFD: What is it?; 1.2 CFD: Why to study?; 1.3 Novelty, Scope, and Purpose of this Book; 2 Introduction to CFD: Development, Application, and Analysis; 2.1 CFD Development; 2.2 CFD Application; 2.3 CFD Analysis; 2.4 Closure; 3 Essentials of Fluid-Dynamics and Heat-Transfer for CFD; 3.1 Physical Laws; 3.2 Momentum and Energy Transport Mechanisms; 3.3 Physical Law based Differential Formulation; 3.4 Generalized Volumetric and Flux Terms, and their Differential Formulation | |
| 505 | 8 | |a 3.5 Mathematical Formulation3.6 Closure; 4 Essentials of Numerical-Methods for CFD; 4.1 Finite Difference Method: A Differential to Algebraic Formulation for Governing PDE and BCs; 4.2 Iterative Solution of System of LAEs for a Flow Property; 4.3 Numerical Differentiation for Local Engineering-Parameters; 4.4 Numerical Integration for the Total value of Engineering-Parameters; 4.5 Closure; Problems; Part II: CFD for a Cartesian-Geometry; 5 Computational Heat Conduction; 5.1 Physical Law based Finite Volume Method; 5.2 Finite Difference Method for Boundary Conditions | |
| 505 | 8 | |a 5.3 Flux based Solution Methodology on a Uniform Grid: Explicit-Method5.4 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Explicit and Implicit Method; Problems; 6 Computational Heat Advection; 6.1 Physical Law based Finite Volume Method; 6.2 Flux based Solution Methodology on a Uniform Grid: Explicit-Method; 6.3 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Explicit and Implicit Method; Problems; 7 Computational Heat Convection; 7.1 Physical Law based Finite Volume Method; 7.2 Flux based Solution Methodology on a Uniform Grid: Explicit-Method | |
| 505 | 8 | |a 7.3 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Explicit and Implicit MethodProblems; 8 Computational Fluid Dynamics: Physical Law based Finite Volume Method; 8.1 Generalized Variables for the Combined Heat and Fluid Flow; 8.2 Conservation Laws for a Control Volume; 8.3 Algebraic Formulation; 8.4 Approximations; 8.5 Approximated Algebraic Formulation; 8.6 Closure; 9 Computational Fluid Dynamics on a Staggered Grid; 9.1 Challenges in the CFD Development; 9.2 A Staggered Grid: One of the First Strategy to avoid the Pressure-Velocity Decoupling | |
| 505 | 8 | |a 9.3 Physical Law based FVM for a Staggered Grid9.4 Flux based Solution Methodology on a Uniform Grid: Semi-Explicit Method; 9.5 Initial and Boundary Conditions; Problems; 10 Computational Fluid Dynamics on a Co-located Grid; 10.1 Momentum-Interpolation Method: Strategy to avoid the Pressure-Velocity Decoupling on a Colocated Grid; 10.2 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Semi-Explicit and Semi-Implicit Method; Problems; Part III: CFD for a Complex-Geometry; 11 Computational Heat Conduction on a Curvilinear Grid; 11.1 Curvilinear Grid Generation. - 11.2 Physical Law based Finite Volume Method | |
| 650 | 4 | |a Computational fluid dynamics | |
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| author | Sharma, Atul |
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| contents | Table of Contents; Title; Copyright; Dedication; FOREWORD; PREFACE; Part I: Introduction and Essentials; 1 Introduction; 1.1 CFD: What is it?; 1.2 CFD: Why to study?; 1.3 Novelty, Scope, and Purpose of this Book; 2 Introduction to CFD: Development, Application, and Analysis; 2.1 CFD Development; 2.2 CFD Application; 2.3 CFD Analysis; 2.4 Closure; 3 Essentials of Fluid-Dynamics and Heat-Transfer for CFD; 3.1 Physical Laws; 3.2 Momentum and Energy Transport Mechanisms; 3.3 Physical Law based Differential Formulation; 3.4 Generalized Volumetric and Flux Terms, and their Differential Formulation 3.5 Mathematical Formulation3.6 Closure; 4 Essentials of Numerical-Methods for CFD; 4.1 Finite Difference Method: A Differential to Algebraic Formulation for Governing PDE and BCs; 4.2 Iterative Solution of System of LAEs for a Flow Property; 4.3 Numerical Differentiation for Local Engineering-Parameters; 4.4 Numerical Integration for the Total value of Engineering-Parameters; 4.5 Closure; Problems; Part II: CFD for a Cartesian-Geometry; 5 Computational Heat Conduction; 5.1 Physical Law based Finite Volume Method; 5.2 Finite Difference Method for Boundary Conditions 5.3 Flux based Solution Methodology on a Uniform Grid: Explicit-Method5.4 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Explicit and Implicit Method; Problems; 6 Computational Heat Advection; 6.1 Physical Law based Finite Volume Method; 6.2 Flux based Solution Methodology on a Uniform Grid: Explicit-Method; 6.3 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Explicit and Implicit Method; Problems; 7 Computational Heat Convection; 7.1 Physical Law based Finite Volume Method; 7.2 Flux based Solution Methodology on a Uniform Grid: Explicit-Method 7.3 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Explicit and Implicit MethodProblems; 8 Computational Fluid Dynamics: Physical Law based Finite Volume Method; 8.1 Generalized Variables for the Combined Heat and Fluid Flow; 8.2 Conservation Laws for a Control Volume; 8.3 Algebraic Formulation; 8.4 Approximations; 8.5 Approximated Algebraic Formulation; 8.6 Closure; 9 Computational Fluid Dynamics on a Staggered Grid; 9.1 Challenges in the CFD Development; 9.2 A Staggered Grid: One of the First Strategy to avoid the Pressure-Velocity Decoupling 9.3 Physical Law based FVM for a Staggered Grid9.4 Flux based Solution Methodology on a Uniform Grid: Semi-Explicit Method; 9.5 Initial and Boundary Conditions; Problems; 10 Computational Fluid Dynamics on a Co-located Grid; 10.1 Momentum-Interpolation Method: Strategy to avoid the Pressure-Velocity Decoupling on a Colocated Grid; 10.2 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Semi-Explicit and Semi-Implicit Method; Problems; Part III: CFD for a Complex-Geometry; 11 Computational Heat Conduction on a Curvilinear Grid; 11.1 Curvilinear Grid Generation. - 11.2 Physical Law based Finite Volume Method |
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| dewey-full | 620.1/064 |
| dewey-hundreds | 600 - Technology (Applied sciences) |
| dewey-ones | 620 - Engineering and allied operations |
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| discipline | Physik |
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| id | DE-604.BV043841691 |
| illustrated | Not Illustrated |
| indexdate | 2024-07-10T07:36:31Z |
| institution | BVB |
| isbn | 9781119369189 1119369185 9781119003014 1119003016 |
| language | English |
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| physical | 1 Online-Ressource (xvii, 393 Seiten) Illustrationen, Diagramme |
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| publishDate | 2017 |
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| publisher | Wiley Athena Academic |
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| series2 | Ane/Athena Books |
| spelling | Sharma, Atul Verfasser (DE-588)1074163729 aut Introduction to computational fluid dynamics development, application and analysis Dr. Atul Sharma (Professor, Deptt. of Mech. Engineering, IIT Bombay) Chichester, West Sussex, United Kingdom Wiley [2017] London, United Kingdom Athena Academic 1 Online-Ressource (xvii, 393 Seiten) Illustrationen, Diagramme txt rdacontent c rdamedia cr rdacarrier Ane/Athena Books Table of Contents; Title; Copyright; Dedication; FOREWORD; PREFACE; Part I: Introduction and Essentials; 1 Introduction; 1.1 CFD: What is it?; 1.2 CFD: Why to study?; 1.3 Novelty, Scope, and Purpose of this Book; 2 Introduction to CFD: Development, Application, and Analysis; 2.1 CFD Development; 2.2 CFD Application; 2.3 CFD Analysis; 2.4 Closure; 3 Essentials of Fluid-Dynamics and Heat-Transfer for CFD; 3.1 Physical Laws; 3.2 Momentum and Energy Transport Mechanisms; 3.3 Physical Law based Differential Formulation; 3.4 Generalized Volumetric and Flux Terms, and their Differential Formulation 3.5 Mathematical Formulation3.6 Closure; 4 Essentials of Numerical-Methods for CFD; 4.1 Finite Difference Method: A Differential to Algebraic Formulation for Governing PDE and BCs; 4.2 Iterative Solution of System of LAEs for a Flow Property; 4.3 Numerical Differentiation for Local Engineering-Parameters; 4.4 Numerical Integration for the Total value of Engineering-Parameters; 4.5 Closure; Problems; Part II: CFD for a Cartesian-Geometry; 5 Computational Heat Conduction; 5.1 Physical Law based Finite Volume Method; 5.2 Finite Difference Method for Boundary Conditions 5.3 Flux based Solution Methodology on a Uniform Grid: Explicit-Method5.4 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Explicit and Implicit Method; Problems; 6 Computational Heat Advection; 6.1 Physical Law based Finite Volume Method; 6.2 Flux based Solution Methodology on a Uniform Grid: Explicit-Method; 6.3 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Explicit and Implicit Method; Problems; 7 Computational Heat Convection; 7.1 Physical Law based Finite Volume Method; 7.2 Flux based Solution Methodology on a Uniform Grid: Explicit-Method 7.3 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Explicit and Implicit MethodProblems; 8 Computational Fluid Dynamics: Physical Law based Finite Volume Method; 8.1 Generalized Variables for the Combined Heat and Fluid Flow; 8.2 Conservation Laws for a Control Volume; 8.3 Algebraic Formulation; 8.4 Approximations; 8.5 Approximated Algebraic Formulation; 8.6 Closure; 9 Computational Fluid Dynamics on a Staggered Grid; 9.1 Challenges in the CFD Development; 9.2 A Staggered Grid: One of the First Strategy to avoid the Pressure-Velocity Decoupling 9.3 Physical Law based FVM for a Staggered Grid9.4 Flux based Solution Methodology on a Uniform Grid: Semi-Explicit Method; 9.5 Initial and Boundary Conditions; Problems; 10 Computational Fluid Dynamics on a Co-located Grid; 10.1 Momentum-Interpolation Method: Strategy to avoid the Pressure-Velocity Decoupling on a Colocated Grid; 10.2 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Semi-Explicit and Semi-Implicit Method; Problems; Part III: CFD for a Complex-Geometry; 11 Computational Heat Conduction on a Curvilinear Grid; 11.1 Curvilinear Grid Generation. - 11.2 Physical Law based Finite Volume Method Computational fluid dynamics Numerische Strömungssimulation (DE-588)4690080-9 gnd rswk-swf Numerische Strömungssimulation (DE-588)4690080-9 s DE-604 Erscheint auch als Druck-Ausgabe 978-1-119-00299-4 https://onlinelibrary.wiley.com/doi/book/10.1002/9781119369189 Verlag URL des Erstveröffentlichers Volltext |
| spellingShingle | Sharma, Atul Introduction to computational fluid dynamics development, application and analysis Table of Contents; Title; Copyright; Dedication; FOREWORD; PREFACE; Part I: Introduction and Essentials; 1 Introduction; 1.1 CFD: What is it?; 1.2 CFD: Why to study?; 1.3 Novelty, Scope, and Purpose of this Book; 2 Introduction to CFD: Development, Application, and Analysis; 2.1 CFD Development; 2.2 CFD Application; 2.3 CFD Analysis; 2.4 Closure; 3 Essentials of Fluid-Dynamics and Heat-Transfer for CFD; 3.1 Physical Laws; 3.2 Momentum and Energy Transport Mechanisms; 3.3 Physical Law based Differential Formulation; 3.4 Generalized Volumetric and Flux Terms, and their Differential Formulation 3.5 Mathematical Formulation3.6 Closure; 4 Essentials of Numerical-Methods for CFD; 4.1 Finite Difference Method: A Differential to Algebraic Formulation for Governing PDE and BCs; 4.2 Iterative Solution of System of LAEs for a Flow Property; 4.3 Numerical Differentiation for Local Engineering-Parameters; 4.4 Numerical Integration for the Total value of Engineering-Parameters; 4.5 Closure; Problems; Part II: CFD for a Cartesian-Geometry; 5 Computational Heat Conduction; 5.1 Physical Law based Finite Volume Method; 5.2 Finite Difference Method for Boundary Conditions 5.3 Flux based Solution Methodology on a Uniform Grid: Explicit-Method5.4 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Explicit and Implicit Method; Problems; 6 Computational Heat Advection; 6.1 Physical Law based Finite Volume Method; 6.2 Flux based Solution Methodology on a Uniform Grid: Explicit-Method; 6.3 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Explicit and Implicit Method; Problems; 7 Computational Heat Convection; 7.1 Physical Law based Finite Volume Method; 7.2 Flux based Solution Methodology on a Uniform Grid: Explicit-Method 7.3 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Explicit and Implicit MethodProblems; 8 Computational Fluid Dynamics: Physical Law based Finite Volume Method; 8.1 Generalized Variables for the Combined Heat and Fluid Flow; 8.2 Conservation Laws for a Control Volume; 8.3 Algebraic Formulation; 8.4 Approximations; 8.5 Approximated Algebraic Formulation; 8.6 Closure; 9 Computational Fluid Dynamics on a Staggered Grid; 9.1 Challenges in the CFD Development; 9.2 A Staggered Grid: One of the First Strategy to avoid the Pressure-Velocity Decoupling 9.3 Physical Law based FVM for a Staggered Grid9.4 Flux based Solution Methodology on a Uniform Grid: Semi-Explicit Method; 9.5 Initial and Boundary Conditions; Problems; 10 Computational Fluid Dynamics on a Co-located Grid; 10.1 Momentum-Interpolation Method: Strategy to avoid the Pressure-Velocity Decoupling on a Colocated Grid; 10.2 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Semi-Explicit and Semi-Implicit Method; Problems; Part III: CFD for a Complex-Geometry; 11 Computational Heat Conduction on a Curvilinear Grid; 11.1 Curvilinear Grid Generation. - 11.2 Physical Law based Finite Volume Method Computational fluid dynamics Numerische Strömungssimulation (DE-588)4690080-9 gnd |
| subject_GND | (DE-588)4690080-9 |
| title | Introduction to computational fluid dynamics development, application and analysis |
| title_auth | Introduction to computational fluid dynamics development, application and analysis |
| title_exact_search | Introduction to computational fluid dynamics development, application and analysis |
| title_full | Introduction to computational fluid dynamics development, application and analysis Dr. Atul Sharma (Professor, Deptt. of Mech. Engineering, IIT Bombay) |
| title_fullStr | Introduction to computational fluid dynamics development, application and analysis Dr. Atul Sharma (Professor, Deptt. of Mech. Engineering, IIT Bombay) |
| title_full_unstemmed | Introduction to computational fluid dynamics development, application and analysis Dr. Atul Sharma (Professor, Deptt. of Mech. Engineering, IIT Bombay) |
| title_short | Introduction to computational fluid dynamics |
| title_sort | introduction to computational fluid dynamics development application and analysis |
| title_sub | development, application and analysis |
| topic | Computational fluid dynamics Numerische Strömungssimulation (DE-588)4690080-9 gnd |
| topic_facet | Computational fluid dynamics Numerische Strömungssimulation |
| url | https://onlinelibrary.wiley.com/doi/book/10.1002/9781119369189 |
| work_keys_str_mv | AT sharmaatul introductiontocomputationalfluiddynamicsdevelopmentapplicationandanalysis |