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Searching... | 30000010336683 | QC320 F35 2014 | Open Access Book | Book | Searching... |
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Summary
Summary
Written for an advanced undergraduate or first-year graduate course, Intermediate Heat Transfer starts with the basics, and puts emphasis on formulating problems, obtaining solutions, and analyzing results using analytical, and numerical methods with the aid of spreadsheets and CFD software. The text employs nondimensionalization as a tool for simplifying the governing equations, developing additional insights into the physics of the problems, identifying the relevant parameters, and arriving at general solutions. It provides comprehensive coverage of the topics and develops the skills for solving heat transfer problems using numerical methods with the aid of spreadsheets and computational fluid mechanics software.
Presents coverage of convective, conductive, and radiative heat transfer at the graduate level Provides a balance of analytical and numerical approaches to advanced heat transfer Stresses nondimensionalization throughout the book as a tool for simplifying the governing equationsThe author presents detailed numerical solutions to many advanced problems using spreadsheets, although the methods presented for obtaining solutions can be can also be implemented using equation solvers and computing environments, or direct programming using languages such as Fortran or C. The text contains a chapter on CFD to provide the necessary background for obtaining and analyzing CFD solutions. It includes a number of step-by-step tutorials for solving more complicated problems using Fluent, both to show how CFD codes are used as well as a further check of some of the more commonly used assumptions. The text also has extensive coverage of heat exchangers, including being the first text to cover the heat exchanger efficiency for the design and analysis of heat exchangers. This approach eliminates the need for complicated charts or equations. The chapter on mass tr
Author Notes
Dr. Ahmad Fakheri is a professor of mechanical engineering at Bradley University. He received his undergraduate and graduate degrees, all in mechanical engineering, from the University of Illinois in Urbana/Champaign. His teaching and research interests are in the area of thermal sciences. Since 1985, he has taught many different undergraduate and graduate-level courses, developed four new ones--including an intermediate heat transfer course--and published over 50 refereed papers. Dr. Fakheri has served in a number of leadership positions at Bradley University and in the American Society of Mechanical Engineers and is a fellow of the ASME.
Table of Contents
Introduction |
Introduction to Heat Transfer |
Heat Transfer Mechanisms |
Earth's Energy Balance |
Governing Equation |
General Heat Diffusion Equation |
Initial and Boundary Conditions |
One-dimensional conduction |
Composite Radial Systems |
Steady One Dimensional Conduction with heat Generation |
Nondimensionalization |
Introduction |
Nondimensionalization process |
Nondimensionalization of Nonlinear Equations |
Numerical Methods in Fluid Mechanics and Heat Transfer |
Introduction |
Finite Difference Approximation of Derivatives |
Using Spreadsheets Solution |
Solution of the Ordinary Differential Equation |
Computational Fluid Dynamics |
Fluent |
Fins |
FINS |
Quasi-one dimensional heat transfer |
Energy equation |
Nondimensionalization |
Constant Area Fins |
Variable area fins, Analytical Solutions |
Numerical Solution |
Fin Arrays |
Radiation fins |
Multi-Dimensional Conduction |
Steady two-dimensional conduction |
Superposition |
Numerical solution |
Three dimensional fin |
Two Dimensional Conduction in Cylindrical Coordinates |
Conduction Shape Factors |
Transient Conduction |
Introduction |
Lumped Capacitance Method |
General Unsteady Heat Conduction |
Finite Solids (I-Dimensional Unsteady) |
Energy Loss During Coo ling |
Multi-Dimensional System |
Numerical Solution of Transient conduction |
Variable thermal conductivity problem |
Moving boundary problem |
Convection |
Introduction |
Conservation Equation |
Differential Relations for Fluid Flow |
Conservation of momentum |
Conservation of Energy Equation |
Cylindrical Coordinates |
Streamlines and Stream Function |
External Flow |
Introduction |
Boundary Layer Over a Flat Plate |
Other similarity Solutions |
Nonsimilar Boundary Layer Flows |
Fluent Example |
Internal Flow |
Introduction |
Couette Flow |
Duct Flow general considerations |
Heat Transfer Considerations |
Mean temperature Analysis |
Temperature distribution in duct Flow |
Hyrodynamically and thermally developing flow, Fluent Solution |
Flow between two rotating cylinders |
Flow across an orifice plate, Fluent Solution |
Turbulent Flow |
Introduction |
Time averaged Equations |
Turbulence Modeling |
Friction Factor |
Turbulent Boundary layer |
Solution Using Primitive Variables |
One Equation Model |
k-e model |
Turbulent Jet Flow, Fluent Solution |
Convection Correlations |
Natural Convection |
Introdnction |
Natural Convection Boundary layer Flow |
Enclosures |
Mixed convection |
Heat Exchangers |
Introduction |
Heat exchanger Analysis |
Compact Heat exchangers |
Microchannel Heat Exchangers |
Phase Change |
Introduction |
Film condensation and evaporation |
Pool boiling |
Heat Pipes |
Mass Transfer |
Introduction |
Conservation Equations |
Boundary layer combustion |
Radiation Heat Transfer |
Introduction |
Blackbody radiation |
Radiation exchange between surfaces |
Gas phase radiation |
Micro and Nanoscale Heat Transfer |
Overview of Macroscopic Thermal Sciences |
Quantum mechanics and Solid state physics |
Statistical mechanics |
Electron and Phonon Transport |
Nanoscale Thermophysics and Heat transfer |