Analysis of Transport Phenomena 2nd Edition by William M. Deen provides a unified treatment of momentum, heat, and mass transfer, emphasizing the ideas and analytical techniques that apply to these transport processes.
The second edition has been revised to reinforce the development from simple to complicated topics and to better introduce the applied mathematics that's needed both to understand classical results and to mannequin novel systems. A common set of formulation, simplification, and resolution methods is applied first to heat or mass transfer in stationary media and then to fluid mechanics, convective heat or mass transfer, and techniques involving various sorts of coupled fluxes.
Creator explains classical methods and outcomes, making ready college students for engineering practice and extra superior research or research by covering the whole lot from heat and mass transfer in stationary media to fluid mechanics, free convection, and turbulence. This text has improved organization, including the establishment of a more integrative approach.
Author emphasizes concepts and analytical techniques that apply to all transport processes. Mathematical techniques are introduced more gradually to provide students with a better foundation for more complicated topics discussed in later chapters. There is expanded coverage of several topics, including: order-of-magnitude estimation and scaling analysis in model simplification; solution methods for differential equations; simultaneous heat and mass transfer; and electrokinetic phenomena.
There are 30% more problems and worked examples, ranging from traditional chemical engineering topics in reaction engineering, separations, and heat transfer to applications in bioengineering, chemical kinetics, combustion, electrochemistry, materials processing, and membrane science. New Chapter 15, "Transport in Electrolyte Solutions," provides expanded coverage of ion transport in liquids, New Appendix B, "Ordinary Differential Equations and Special Functions," provides a concise review that makes the mathematics more self-contained.
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