
Nonlinear Systems in Heat Transfer
Mathematical Modeling and Analytical Methods
Description
Key Features
- Demonstrates applied mathematical techniques in the engineering applications, especially in nonlinear phenomena
- Exhibits a complete understanding of analytical methods and nonlinear differential equations in heat transfer
- Provides the tools to model and interpret applicable methods in heat transfer processes or systems to solve related complexities
Readership
Engineers and researchers in nonlinear differential equations and analytical methods in nonlinear engineering problems. Design and research engineers, PhD students, and researchers in engineering and applied sciences
Table of Contents
Chapter 1: An introduction to analytical methods for solving nonlinear problems
• Perturbation Method (PM)
• Homotopy-Perturbation Method (HPM)
• Variational-Iteration Method (VIM)
• Parameterized Perturbation Method (PPM)
Chapter 2 : Convection in Heat Transfer
• Lumped System
• Boundary Layer Flow
• Unsteady Nonlinear Equations
Chapter 3 : Heat Diffusion
• Nonlinear equations
Chapter 4 : Heat Radiation
• Epidemic Model
• Porous Media Equations
Chapter 5 : Heat Conduction
• Cubic Nonlinearity
• Unsteady Nonlinear Equations
Chapter 6 : Review of Fin problems
• Fin Radiation
• Rectangular Fin
• Temperature Distribution
• Efficiency of Fins
Chapter 7 : Non-Newtonian Fluids
• Axisymmetric Channel
Product details
- No. of pages: 288
- Language: English
- Copyright: © Elsevier Science 2017
- Published: September 15, 2017
- Imprint: Elsevier Science
- eBook ISBN: 9780128120200
- Paperback ISBN: 9780128120248
About the Authors
Davood Ganji
Affiliations and Expertise
Yaser Sabzehmeidani
Amin Sedighiamiri
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