Transport Analysis -

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Résumé :
It has been my experience in teaching graduate and undergraduate courses that if the students are conversant with the pertinent mathematical proce? dures, and can think mathematically, there is almost no limit to their comprehension. Most courses that are considered difficult by students are either poorly taught or require a degree of mathematical sophistication that the students do not possess. In Transport Analysis, I have culled some basic momentum transport (fluid flow) and mass transport phenomena and explicitly revealed the derivation of the governing equations. There is no mystery, no omitted steps or it can be shown phrases that are usually the bane of the student. There are chapters that review basic calculus, vector and matrix concepts, Laplace transform operations, and finite difference calculus. Ordinary dif? ferential and partial differential equations are derived and solved. This book is intended for undergraduates and graduate students in engineering, chemistry, physics, and even biology and medicine. It is also intended for my non-engineering colleagues with whom I have collaborated during our cooperative research in the life sciences. If they knew what is contained in Transport Analysis, they probably wouldn't need me. v Acknowledgments To Barbara and Michael, who helped keep me alert, happy, and ful? filled. To Barbara, who deserves belated thanks for doing the drawings in Everyday Science. To Anne Hagedorn, thanks for doing some of the typing. To Gerry DenterIein, thanks for keeping tabs on the drawings.

Sommaire:
I. Introduction.- 1. Some Mathematical Concepts.- 2. Laplace Transforms.- II. Transport Analysis in Continuous Processes.- 3. Derivation of the Momentum Transport Equations.- 4. Transport Analysis in Fluid Flow Phenomena.- 5. Derivation of the Mass Transport Equations.- 6. Transport Analysis in Mass Transport Phenomena.- III. Transport Analysis in Discrete Processes.- 7. Finite Difference Calculus.- 8. Transport Analysis in Cascaded Systems.