Theory of periodic conjugate heat transfer / Yuri B. Zudin.
This book presents the theory of periodic conjugate heat transfer in detail. It offers a simplified description of the interaction between a solid body and a fluid as a boundary value problem of the heat conduction equation for the solid body.
Saved in:
| Main Author: | |
|---|---|
| Format: | Ebook |
| Language: | English |
| Published: |
Berlin, Germany :
Springer,
[2016]
|
| Edition: | Third edition. |
| Series: | Mathematical engineering.
|
| Subjects: | |
| Online Access: | Springer eBooks |
Table of Contents:
- Preface; Contents; Abbreviations; Symbols; 1 Introduction; 1.1 Heat Transfer Processes Containing Periodic Oscillations; 1.1.1 Oscillation Internal Structure of Convective Heat Transfer Processes; 1.1.2 Problem of Correct Averaging the Heat Transfer Coefficients; 1.2 Physical Examples; 1.3 Numerical Modeling of Conjugate Convective-Conductive Heat Transfer; 1.4 Mechanism of Hydrodynamic Oscillations in a Medium Flowing Over a Body; 1.4.1 Van Driest Model; 1.4.2 Periodic Model of the Reynolds Analogy; 1.4.3 Model of Periodical Contacts; 1.5 Hydrodynamic Heat Transfer Coefficient
- 1.6 Previous Investigations of Heat Transfer Processes with Periodic Intensity1.7 Analytical Methods; References; 2 Construction of a General Solution of the Problem; 2.1 Boundary Value Problem for the Heat Conduction Equation; 2.2 Spatial and Temporal Types of Oscillations; 2.3 Interrelation Between the Two Averaged Coefficients of Heat Transfer; 2.3.1 First Form of the Notation of the Boundary Condition; 2.3.2 Second Form of the Notation of the Boundary Condition; 2.4 Dimensionless Parameters; 2.5 Factor of Conjugation. An Analysis of Limiting Variants; References
- 3 Solution of Characteristic Problems3.1 Construction of the General Solution; 3.2 Harmonic Law of Oscillations; 3.3 Inverse Harmonic Law of Oscillations; 3.4 Delta-Like Law of Oscillations; 3.5 Step Law of Oscillations; 3.6 Comparative Analysis of the Conjugation Effects (Smooth and Step Oscillations); 3.7 Particular Exact Solution; 3.8 Asymptotic Solution for Thin Wall; 3.9 The Method of Separation of Variables; References; 4 Efficiency Algorithm of Computation of the Factor of Conjugation; 4.1 Smooth Oscillations (Approximate Solutions); 4.1.1 Harmonic Law of Oscillations
- 4.1.2 Inverse Harmonic Law of Oscillations4.2 Boundary Condition on a Heat Transfer Surface (Series Expansion in a Small Parameter); 4.3 Derivation of a Computational Algorithm; 4.4 Approximate Solution for Smooth Oscillations; 4.5 Phase Shift Between Oscillations; 4.6 Method of Small Parameter; 4.7 Arbitrary Law of Oscillations; 4.8 Filtration Property of the Computational Algorithm; 4.9 Generalized Parameter of the Thermal Effect; 4.10 Advantages of the Computational Algorithm; References; 5 Solution of Special Problems; 5.1 Complex Case of Heating
- 5.1.1 Linear Interrelation of Fluctuations5.1.2 Heat Supply from an Ambien; 5.1.3 Thermal Contact to Another Body; 5.2 Heat Transfer on the Surface of a Cylinder; 5.3 Heat Transfer on the Surface of a Sphere; 5.4 Parameter of Thermal Effect (Different Geometrical Bodies); 5.5 Overall Averaged True Heat Transfer Coefficient; 5.5.1 Overall Experimental Heat Transfer Coefficient; 5.5.2 Issues of the Heat Transfer Intensification; 5.5.3 Bilateral Spatio-Temporal Periodicity of Heat Transfer; 5.6 Step and Non-periodic Oscillations of the Heat Transfer Intensity; 5.6.1 Asymmetric Step Oscillations