Description
Bennett’s Transport by Advection and Diffusion provides analytical and numerical tools to aid problem solving in every topic area of the text. These tools foster use of generalized methods in the exercises, and enrich understanding. The book helps to develop the math skills necessary to combine with the conceptual understanding needed to succeed in research and education. The text also improves upon an integrated approach to teaching transport phenomena, but widens this to include topics such as transport in compressible flows and in open channel flows. Chapter 1: Thermodynamic Preliminaries Chapter 2: Fundamentals of Transport Chapter 3: Index Notation Chapter 4: Transport by Advection and Diffusion Chapter 5: Transport with Source Terms Chapter 6: Specification of Transport Problems Chapter 7: Transient One-Dimensional Diffusion Chapter 8: Steady Two-Dimensional Diffusion Chapter 9: Eigenfunction Expansion Chapter 10: Similarity Solution Chapter 11: Superposition of Solutions Chapter 12: Diffusion-Driven Boundaries Chapter 13: Lubrication Theory Chapter 14: Inviscid Flow Chapter 15: Catalog of Ideal Plane Flows Chapter 16: Complex Variable Methods Chapter 17: MacCormack Integration Chapter 18: Open Channel Flow Chapter 19: Open Channel Flow with Friction Chapter 20: Compressible Flow Chapter 21: Quasi-One-Dimensional Compressible Flows Chapter 22: Two-Dimensional Compressible Flows Chapter 23: Runge-Kutta Integration Chapter 24: Boundary Layer Convection Chapter 25: Convection into Developing Laminar Flows Chapter 26: Natural Convection Chapter 27: Internal Flow Chapter 28: Fully Developed Transport in Internal Flows Chapter 29: Influence of Temperature-Dependent Properties Chapter 30: Turbulence Chapter 31: Fully Developed Turbulent Flow Chapter 32: Turbulent Heat and Species Transfer Chapter 33: Fully Developed Transport in Turbulent Flows Chapter 34: Turbulence over Rough Surfaces Chapter 35: Turbulent Boundary Layer Chapter 36: The K-Epsilon Model of Turbulence Chapter 37: The K-Epsilon Model Applied to Fully Developed Flows
