Introduction to computational fluid dynamics : development, application and analysis / / Dr. Atul Sharma

• Record Nr.: UNINA9910816897503321
• Autore: Sharma Atul
• Pubbl/distr/stampa: West Sussex, [England] : , : Wiley, , 2017; ©2017
• ISBN: 1-119-00303-2; 1-119-36918-5; 1-119-00301-6
• Descrizione fisica: 1 online resource (416 p.)
• Collana: Ane/Athena Books
• Disciplina: 621.40229999999997
• Soggetti: Computational fluid dynamics
• Lingua di pubblicazione: Inglese
• Formato: Materiale a stampa
• Livello bibliografico: Monografia
• Note generali: Description based upon print version of record.
• Nota di bibliografia: Includes bibliographical references and index.
• Nota di contenuto: Cover; Title Page ; Copyright ; Dedication; FOREWORD; PREFACE; Contents; Part I. INTRODUCTION AND ESSENTIALS; 1. Introduction; 1.1 CFD: What is it?; 1.1.1 CFD as a Scientic and Engineering Analysis Tool; 1.1.2 Analogy with a Video-Camera; 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; 2.1.1 Grid Generation: Pre-Processor; 2.1.2 Discretization Method: Algebraic Formulation; 2.1.3 Solution Methodology: Solver; 2.1.4 Computation of Engineering-Parameters: Post-Processor; 2.1.5 Testing; 2.2 CFD Application2.3 CFD Analysis; 2.4 Closure; 3. Essentials of Fluid-Dynamics and Heat-Transfer for CFD; 3.1 Physical Laws; 3.1.1 Fundamental/Conservation Laws; 3.1.2 Subsidiary Laws; 3.2 Momentum and Energy Transport Mechanisms; 3.3 Physical Law based Differential Formulation; 3.3.1 Continuity Equation; 3.3.2 Transport Equation; 3.4 Generalized Volumetric and Flux Terms, and their Differential Formulation; 3.4.1 Volumetric Term; 3.4.2 Flux-Term; 3.4.3 Discussion; 3.5 Mathematical Formulation; 3.5.1 Dimensional Study; 3.5.2 Non-Dimensional Study; 3.6 Closure; 4. Essentials of Numerical-Methods for CFD4.1 Finite Difference Method: A Differential to Algebraic Formulation for Governing PDE and BCs; 4.1.1 Grid Generation; 4.1.2 Finite Difference Method; 4.1.3 ; Applications to CFD; 4.2 Iterative Solution of System of LAEs for a Flow Property; 4.2.1 Iterative Methods; 4.2.2 Applications to CFD; 4.3 Numerical Differentiation for Local Engineering Parameters; 4.3.1 Differentiation Formulas; 4.3.2 Applications to CFD; 4.4 Numerical Integration for the Total value of Engineering-Parameters; 4.4.1 Integration Rules; 4.4.2 Applications to CFD; 4.5 Closure; ProblemsPart II. CFD FOR A CARTESIAN-GEOMETRY; 5. Computational Heat Conduction; 5.1 Physical Law based Finite Volume Method; 5.1.1 Energy Conservation Law for a Control Volume; 5.1.2 Algebraic Formulation; 5.1.3 Approximations; 5.1.4 Approximated Algebraic-Formulation; 5.1.5 Discussion; 5.2 Finite Difference Method for Boundary Conditions; 5.3 Flux based Solution Methodology on a Uniform Grid: Explicit-Method; 5.3.1 One-Dimensional Conduction; 5.3.2 Two-Dimensional Conduction; 5.4 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Explicit and Implicit Method; 5.4.1 One-Dimensional Conduction5.4.2 Two-Dimensional Conduction; Problems; 6. Computational Heat Advection; 6.1 Physical Law based Finite Volume Method; 6.1.1 Energy Conservation Law for a Control Volume; 6.1.2 Algebraic Formulation; 6.1.3 Approximations; 6.1.4 Approximated Algebraic Formulation; 6.1.5 Discussion; 6.2 Flux based Solution Methodology on a Uniform Grid: Explicit-Method; 6.2.1 Explicit-Method; 6.2.2 Implementation Details; 6.2.3 Solution Algorithm; 6.3 Coefficients of LAEs based Solution Methodology on a Non-Uniform Grid: Explicit and Implicit Method; 6.3.1 Advection Scheme on a Non-Uniform Grid