Cover image for Macro- to Microscale Heat Transfer : The Lagging Behavior.
Macro- to Microscale Heat Transfer : The Lagging Behavior.
Title:
Macro- to Microscale Heat Transfer : The Lagging Behavior.
Author:
Tzou, D. Y.
ISBN:
9781118818268
Personal Author:
Edition:
2nd ed.
Physical Description:
1 online resource (858 pages)
Contents:
Cover -- Title page -- Copyright page -- Preface -- Nomenclature -- 1 Heat Transport by Phonons and Electrons -- 1.1 Challenges in Microscale Heat Conduction -- 1.2 Phonon-Electron Interaction Model -- 1.3 Phonon-Scattering Model -- 1.4 Phonon Radiative Transfer Model -- 1.5 Relaxation Behavior in Thermal Waves -- 1.6 Micro/Nanoscale Thermal Properties -- 1.7 Size Effect -- 1.8 Phase Lags -- References -- 2 Lagging Behavior -- 2.1 Phase-Lag Concept -- 2.2 Internal Mechanisms -- 2.3 Temperature Formulation -- 2.4 Heat Flux Formulation -- 2.5 Methods of Solutions -- 2.6 Precedence Switching in Fast-Transient Processes -- 2.7 Rate Effect -- 2.8 Problems Involving Heat Fluxes and Finite Boundaries -- 2.9 Characteristic Times -- 2.10 Alternating Sequence -- 2.11 Determination of Phase Lags -- 2.12 Depth of Thermal Penetration -- Appendix 2.1 FORTRAN Code for the Riemann-Sum Approximation of Laplace Inversion -- Appendix 2.2 Mathematica Code for Calculating the Depth of Thermal Penetration -- References -- 3 Thermodynamic and Kinetic Foundation -- 3.1 Classical Thermodynamics -- 3.2 Extended Irreversible Thermodynamics -- 3.3 Lagging Behavior -- 3.4 Thermomechanical Coupling -- 3.5 Dynamic and Nonequilibrium Temperatures -- 3.6 Conductive and Thermodynamic Temperatures -- 3.7 Kinetic Theory -- References -- 4 Temperature Pulses in Superfluid Liquid Helium -- 4.1 Second Sound in Liquid Helium -- 4.2 Experimental Observations -- 4.3 Lagging Behavior -- 4.4 Heating Pulse in Terms of Fluxes -- 4.5 Overshooting Phenomenon of Temperature -- 4.6 Longitudinal and Transverse Pulses -- References -- 5 Ultrafast Pulse-Laser Heating on Metal Films -- 5.1 Experimental Observations -- 5.2 Laser Light Intensity -- 5.3 Microscopic Phonon-Electron Interaction Model -- 5.4 Characteristic Times - The Lagging Behavior -- 5.5 Phase Lags in Metal Films.

5.6 Effect of Temperature-Dependent Thermal Properties -- 5.7 Cumulative Phase Lags -- 5.8 Conduction in the Metal Lattice -- 5.9 Multiple-Layered Films -- References -- 6 Nonhomogeneous Lagging Response in Porous Media -- 6.1 Experimental Observations -- 6.2 Mathematical Formulation -- 6.3 Short-Time Responses in the Near Field -- 6.4 Two-Step Process of Energy Exchange -- 6.5 Lagging Behavior -- 6.6 Nonhomogeneous Phase Lags -- 6.7 Precedence Switching in the Fast-Transient Process -- References -- 7 Thermal Lagging in Amorphous Media -- 7.1 Experimental Observations -- 7.2 Fourier Diffusion: The t-1/2 Behavior -- 7.3 Fractal Behavior in Space -- 7.4 Lagging Behavior in Time -- 7.5 Thermal Control -- References -- 8 Material Defects in Thermal Processing -- 8.1 Localization of Heat Flux -- 8.2 Energy Transport around a Suddenly Formed Crack -- 8.3 Thermal Shock Formation - Fast-Transient Effect -- 8.4 Diminution of Damage - Microscale Interaction Effect -- 8.5 High Heat Flux around a Microvoid -- References -- 9 Lagging Behavior in other Transport Processes -- 9.1 Film Growth -- 9.2 Thermoelectricity -- 9.3 Visco/Thermoelastic Response -- 9.4 Nanofluids -- References -- 10 Lagging Behavior in Biological Systems -- 10.1 Bioheat Equations -- 10.2 Mass Interdiffusion -- 10.3 Lagging Behavior -- References -- 11 Thermomechanical Coupling -- 11.1 Thermal Expansion -- 11.2 Thermoelastic Deformation -- 11.3 Mechanically Driven Cooling Waves -- 11.4 Thermal Stresses in Rapid Heating -- 11.5 Hot-Electron Blast -- References -- 12 High-Order Effect and Nonlocal Behavior -- 12.1 Intrinsic Structures of T Waves -- 12.2 Multiple Carriers -- 12.3 Thermal Resonance -- 12.4 Heat Transport in Deformable Conductors -- 12.5 Nonlocal Behavior -- References -- 13 Numerical Methods -- 13.1 Neumann Stability -- 13.2 Finite-Difference Differential Formulation.

13.3 Hot-Electron Blast -- 13.4 Thermoelectric Coupling -- Appendix 13.1 Mathematica Code for the Finite-Difference Differential Method: Equations (13.23)-(13.26) -- Appendix 13.2 Mathematica Code for the Finite-Difference Differential Method: Equations (13.35), (13.37), and (13.38) -- Appendix 13.3 Mathematica Code (V5.0) for the Finite-Difference Differential Method: Equations (13.51) and (13.52). ListSurfacePlot3D needs to be modified for newer versions of Mathematica than V5.0 -- Appendix 13.4 Mathematica Code (V5.0) for the Finite-Difference Differential Method: Equations (13.62), (13.63) and (13.52). ListSurfacePlot3D needs to be modified for newer versions of Mathematica than V5.0 -- Appendix 13.5 Mathematica Code (V5.0) for the Finite-Difference Differential Method: Equations (13.68) and (13.66). ListSurfacePlot3D needs to be modified for newer versions of Mathematica than V5.0 -- Appendix 13.6 Mathematica Code (V5.0) for the Finite-Difference Differential Method: Equations (13.69) and (13.66). ListSurfacePlot3D needs to be modified for newer versions of Mathematica than V5.0 -- References -- Index -- End User License Agreement.
Abstract:
Physical processes taking place in micro/nanoscale strongly depend on the material types and can be very complicated. Known approaches include kinetic theory and quantum mechanics, non-equilibrium and irreversible thermodynamics, molecular dynamics, and/or fractal theory and fraction model. Due to innately different physical bases employed, different approaches may involve different physical properties in describing micro/nanoscale heat transport. In addition, the parameters involved in different approaches, may not be mutually inclusive. Macro- to Microscale Heat Transfer: The Lagging Behavior, Second Edition continues the well-received concept of thermal lagging through the revolutionary approach that focuses on the finite times required to complete the various physical processes in micro/nanoscale. Different physical processes in heat/mass transport imply different delay times, which are common regardless of the material type. The delay times, termed phase lags, are characteristics of materials. Therefore the dual-phase-lag model developed is able to describe eleven heat transfer models from macro to nanoscale in the same framework of thermal lagging. Recent extensions included are the lagging behavior in mass transport, as well as the nonlocal behavior in space, bearing the same merit of thermal lagging in time, in shrinking the ultrafast response down to the nanoscale. Key features: Takes a unified approach describing heat and mass transport from macro, micro to nanoscale Compares experimental results for model validation Includes easy to follow mathematical formulation Accompanied by a website hosting supporting material  Macro- to Microscale Heat Transfer: The Lagging Behavior, Second Edition is a comprehensive reference for researchers and practitioners, and graduate students in mechanical, aerospace, biological and chemical engineering.
Local Note:
Electronic reproduction. Ann Arbor, Michigan : ProQuest Ebook Central, 2017. Available via World Wide Web. Access may be limited to ProQuest Ebook Central affiliated libraries.
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