Book description
INTRODUCTION TO CONVECTIVE HEAT TRANSFERA highly practical intro to solving real-world convective heat transfer problems with MATLAB® and MAPLE
In Introduction to Convective Heat Transfer, accomplished professor and mechanical engineer Nevzat Onur delivers an insightful exploration of the physical mechanisms of convective heat transfer and an accessible treatment of how to build mathematical models of these physical processes.
Providing a new perspective on convective heat transfer, the book is comprised of twelve chapters, all of which contain numerous practical examples. The book emphasizes foundational concepts and is integrated with explanations of computational programs like MATLAB® and MAPLE to offer students a practical outlet for the concepts discussed within. The focus throughout is on practical, physical analysis rather than mathematical detail, which helps students learn to use the provided computational tools quickly and accurately.
In addition to a solutions manual for instructors and the aforementioned MAPLE and MATLAB® files, Introduction to Convective Heat Transfer includes:
- A thorough introduction to the foundations of convective heat transfer, including coordinate systems, and continuum and thermodynamic equilibrium concepts
- Practical explorations of the fundamental equations of laminar convective heat transfer, including integral formulation and differential formulation
- Comprehensive discussions of the equations of incompressible external laminar boundary layers, including laminar flow forced convection and the thermal boundary layer concept
- In-depth examinations of dimensional analysis, including the dimensions of physical quantities, dimensional homogeneity, and dimensionless numbers
Ideal for first-year graduates in mechanical, aerospace, and chemical engineering, Introduction to Convective Heat Transfer is also an indispensable resource for practicing engineers in academia and industry in the mechanical, aerospace, and chemical engineering fields.
Table of contents
- Cover
- Title Page
- Copyright
- Dedication
- Preface
- About the Author
- About the Companion Website
-
1 Foundations of Convective Heat Transfer
- 1.1 Fundamental Concepts
- 1.2 Coordinate Systems
- 1.3 The Continuum and Thermodynamic Equilibrium Concepts
- 1.4 Velocity and Acceleration
- 1.5 Description of a Fluid Motion: Eulerian and Lagrangian Coordinates and Substantial Derivative
- 1.6 Substantial Derivative
- 1.7 Conduction Heat Transfer
- 1.8 Fluid Flow and Heat Transfer
- 1.9 External Flow
- 1.10 Internal Flow
- 1.11 Thermal Radiation Heat Transfer
- 1.12 The Reynolds Transport Theorem: Time Rate of Change of an Extensive Property of a System Expressed in Terms of a Fixed Finite Control Volume
- Problems
- References
- 2 Fundamental Equations of Laminar Convective Heat Transfer
- 3 Equations of Incompressible External Laminar Boundary Layers
-
4 Integral Methods in Convective Heat Transfer
- 4.1 Introduction
- 4.2 Conservation of Mass
- 4.3 The Momentum Integral Equation
- 4.4 Alternative Form of the Momentum Integral Equation
- 4.5 Momentum Integral Equation for Two‐Dimensional Flow
- 4.6 Energy Integral Equation
- 4.7 Alternative Form of the Energy Integral Equation
- 4.8 Energy Integral Equation for Two‐Dimensional Flow
- Problems
- References
- 5 Dimensional Analysis
- 6 One‐Dimensional Solutions in Convective Heat Transfer
-
7 Laminar External Boundary Layers: Momentum and Heat Transfer
- 7.1 Introduction
- 7.2 Velocity Boundary Layer over a Semi‐Infinite Flat Plate: Similarity Solution
- 7.3 Momentum Transfer over a Wedge (Falkner–Skan Wedge Flow): Similarity Solution
- 7.4 Application of Integral Methods to Momentum Transfer Problems
- 7.5 Viscous Incompressible Constant Property Parallel Flow over a Semi‐Infinite Flat Plate: Similarity Solution for Uniform Wall Temperature Boundary Condition
- 7.6 Low‐Prandtl‐Number Viscous Incompressible Constant Property Parallel Flow over a Semi‐Infinite Flat Plate: Similarity Solutions for Uniform Wall Temperature Boundary Condition
- 7.7 High‐Prandtl‐Number Viscous Incompressible Constant Property Parallel Flow over a Semi‐Infinite Flat Plate: Similarity Solutions for Uniform Wall Temperature Boundary Condition
- 7.8 Viscous Incompressible Constant Property Parallel Flow over a Semi‐Infinite Flat Plate: Similarity Solution for Uniform Heat Flux Boundary Condition
- 7.9 Viscous Incompressible Constant Property Parallel Flow over a Semi‐Infinite Flat Plate: Similarity Solutions for Variable Wall Temperature Boundary Condition
- 7.10 Viscous Incompressible Constant Property Flow over a Wedge (Falkner–Skan Wedge Flow): Similarity Solution for Uniform Wall Temperature Boundary Condition
- 7.11 Effect of Property Variation
- 7.12 Application of Integral Methods to Heat Transfer Problems
- 7.13 Superposition Principle
- 7.14 Viscous Flow over a Flat Plate with Arbitrary Surface Temperature Distribution
- 7.15 Viscous Flow over a Flat Plate with Arbitrarily Specified Heat Flux
- 7.16 One‐Parameter Integral Method for Incompressible Two‐Dimensional Laminar Flow Heat Transfer: Variable U∞(x) and Constant Tw − T∞ = const
- 7.17 One‐Parameter Integral Method for Incompressible Laminar Flow Heat Transfer over a Constant Temperature of a Body of Revolution
- Problems
- References
-
8 Laminar Momentum and Heat Transfer in Channels
- 8.1 Introduction
- 8.2 Momentum Transfer
- 8.3 Thermal Considerations in Ducts
- 8.4 Heat Transfer in the Entrance Region of Ducts
- 8.5 Fully Developed Heat Transfer
- 8.6 Heat Transfer in the Thermal Entrance Region
- 8.7 Circular Pipe with Variable Surface Temperature Distribution in the Axial Direction
- 8.8 Circular Pipe with Variable Surface Heat Flux Distribution in the Axial Direction
- 8.9 Short Tubes
- 8.10 Effect of Property Variation
- 8.11 Regular Sturm‐Liouville Systems
- Problems
- References
-
9 Foundations of Turbulent Flow
- 9.1 Introduction
- 9.2 The Reynolds Experiment
- 9.3 Nature of Turbulence
- 9.4 Time Averaging and Fluctuations
- 9.5 Isotropic Homogeneous Turbulence
- 9.6 Reynolds Averaging
- 9.7 Governing Equations of Incompressible Steady Mean Turbulent Flow
- 9.8 Turbulent Momentum Boundary Layer Equation
- 9.9 Turbulent Energy Equation
- 9.10 Turbulent Boundary Layer Energy Equation
- 9.11 Closure Problem of Turbulence
- 9.12 Eddy Diffusivity of Momentum
- 9.13 Eddy Diffusivity of Heat
- 9.14 Transport Equations in the Cylindrical Coordinate System
- 9.15 Experimental Work on the Turbulent Mean Flow
- 9.16 Transition to Turbulent Flow
- Problems
- References
-
10 Turbulent External Boundary Layers: Momentum and Heat Transfer
- 10.1 Introduction
- 10.2 Turbulent Momentum Boundary Layer
- 10.3 Turbulence Models
- 10.4 Turbulent Flow over a Flat Plate with Constant Free‐Stream Velocity: Couette Flow Approximation
- 10.5 The Universal Velocity Profile
- 10.6 Approximate Solution by the Integral Method for the Turbulent Momentum Boundary Layer over a Flat Plate
- 10.7 Laminar and Turbulent Boundary Layer
- 10.8 Other Eddy Diffusivity Momentum Models
- 10.9 Turbulent Heat Transfer
- 10.10 Analogy Between Momentum and Heat Transfer
- 10.11 Some Other Correlations for Turbulent Flow over a Flat Plate
- 10.12 Turbulent Flow Along a Semi‐infinite Plate with Unheated Starting Length: Constant Temperature Solution
- 10.13 Flat Plate with Arbitrarily Specified Surface Temperature
- 10.14 Constant Free‐Stream Velocity Flow Along a Flat Plate with Uniform Heat Flux
- 10.15 Turbulent Flow Along a Semi‐Infinite Plate with Arbitrary Heat Flux Distribution
- 10.16 Turbulent Transition and Overall Heat Transfer
- 10.17 Property Variation
- Problems
- References
-
11 Turbulent Internal Flow: Momentum and Heat Transfer
- 11.1 Introduction
- 11.2 Momentum Transfer
- 11.3 Fully Developed Turbulent Heat Transfer
- 11.4 HFD Thermally Developing Turbulent Heat Transfer
- 11.5 Analogies for Internal Flow
- 11.6 Combined Entrance Region
- 11.7 Empirical and Theoretical Correlations for Turbulent Flow in Channels
- 11.8 Heat Transfer in Transitional Flow
- 11.9 Effect of Property Variation
- Problems
- References
-
12 Free Convection Heat Transfer
- 12.1 Introduction
- 12.2 Fundamental Equations and Dimensionless Parameters of Free Convection
- 12.3 Scaling in Natural Convection
- 12.4 Similarity Solution for Laminar Boundary Layer over a Semi‐Infinite Vertical Flat Plate
- 12.5 Integral Method (von Karman–Pohlhausen Method): An Approximate Analysis of Laminar Free Convection on a Vertical Plate
- 12.6 Turbulent Free Convection Heat Transfer on a Vertical Plate
- 12.7 Empirical Correlations for Free Convection
- 12.8 Free Convection Within Parallel Plate Channels
- 12.9 Rectangular Enclosures
- 12.10 Horizontal Concentric Cylinders
- 12.11 Concentric Spheres
- 12.12 Spheres
- Problems
- References
- Index
- End User License Agreement
Product information
- Title: Introduction to Convective Heat Transfer
- Author(s):
- Release date: April 2023
- Publisher(s): Wiley
- ISBN: 9781119766766
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