William M. Deen – författare

Analysis of Transport Phenomena, Second Edition, provides a unified treatment of momentum, heat, and mass transfer, emphasizing the concepts and analytical techniques that apply to these transport processes. The second edition has been revised to reinforce the progression from simple to complex topics and to better introduce the applied mathematics that is needed both to understand classical results and to model novel systems. A common set of formulation, simplification, and solution methods is applied first to heat or mass transfer in stationary media and then to fluid mechanics, convective heat or mass transfer, and systems involving various kinds of coupled fluxes.FEATURES: * Explains classical methods and results, preparing students for engineering practice and more advanced study or research* Covers everything from heat and mass transfer in stationary media to fluid mechanics, free convection, and turbulence* Improved organization, including the establishment of a more integrative approach* 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 chaptersNEW TO THIS EDITION: New chapters and sections clarify and expand upon the first edition · Based largely on teaching experience with the first edition, the entire text has been reviewed in detail, and innumerable minor revisions made to improve clarity. · There is a larger set of introductory examples (Chapter 3) · The presentation of similarity and perturbation methods is now a separate chapter (Chapter 4). · The discussion of fluid kinematics and constitutive equations has been reorganized (Chapter 6). · The discussion of simultaneous heat and mass transfer has been expanded (Chapter 14). A new appendix section provides a review of essential maths · The solution of ordinary differential equations is reviewed in a new appendix (Appendix B), which also summarizes the properties of commonly encountered special functions. BL New worked examples and end-of-chapter problems · Overall, there are 34 new worked examples in the text and approximately 50 (exact number TBD) new end-of-chapter problems.

Designed for introductory undergraduate courses in fluid mechanics for chemical engineers, this stand-alone textbook illustrates the fundamental concepts and analytical strategies in a rigorous and systematic, yet mathematically accessible manner. Using both traditional and novel applications, it examines key topics such as viscous stresses, surface tension, and the microscopic analysis of incompressible flows which enables students to understand what is important physically in a novel situation and how to use such insights in modeling. The many modern worked examples and end-of-chapter problems provide calculation practice, build confidence in analyzing physical systems, and help develop engineering judgment. The book also features a self-contained summary of the mathematics needed to understand vectors and tensors, and explains solution methods for partial differential equations. Including a full solutions manual for instructors available at www.cambridge.org/deen, this balanced textbook is the ideal resource for a one-semester course.

Designed for introductory undergraduate courses in fluid mechanics for chemical engineers, this stand-alone textbook illustrates the fundamental concepts and analytical strategies in a rigorous and systematic, yet mathematically accessible manner. Using both traditional and novel applications, it examines key topics such as viscous stresses, surface tension, and the microscopic analysis of incompressible flows which enables students to understand what is important physically in a novel situation and how to use such insights in modeling. The many modern worked examples and end-of-chapter problems provide calculation practice, build confidence in analyzing physical systems, and help develop engineering judgment. The book also features a self-contained summary of the mathematics needed to understand vectors and tensors, and explains solution methods for partial differential equations. Including a full solutions manual for instructors available at www.cambridge.org/deen, this balanced textbook is the ideal resource for a one-semester course.