Introduction to Fluid Mechanics – Fox and McDonald’s – 5th Edition

Fox & provide a balanced and comprehensive approach to fluid that arms readers with proven problem-solving methodology! The authors show how to develop an orderly plan to solve problems: starting from basic equations, then clearly stating assumptions, and finally, relating results to expected physical behavior. This new simplifies many of the steps involved in analysis by using the computer Excel.

This successful presents the fundamentals of fluid mechanics clearly and succinctly. Knowledge of fluid flow is essential to industries involving heat transfer, chemical processes, and aerodynamics. The makes use of a problem-solving methodology and includes outstanding example problems. Topics covered are flow fields; potential theory and boundary layer theory; Bernoulli’s Equation, Dimensional Analysis.

The text emphasizes the physical concepts of fluid mechanics and methods of analysis, beginning from first . In helping readers develop a more orderly approach to problem solving, the book starts from basic equations, states all assumptions clearly, and relates results to expected physical behavior with the aid of 103 example problems. The third edition features the use of SI units in approximately 70% of the more than 1,100 problems, 500 of which are new.

1. Fundamental Concepts.
2. Fluid .
3. Basic Equations in Integral Form for a Control Volume.
4. Introduction to Differential Analysis of Fluid Motion.
5. Inviscid Flow.
6. Dimensional Analysis and Similitude.
7. Internal Incompressible Viscous Flow.
8. Incompressible Viscous Flow.
9. .
10. Introduction to Compressible Flow.
11. Steady One–Dimensional Compressible Flow.

Title: Introduction to Fluid Mechanics- 5th Editio
Author: Robert W. Fox / Alan T. McDonald/ Philip J. Pritchard
Edition: 5th Edition
ISBN: 0471124648 | 9780471124641
Type: Solution Manual
Language: English
Fluid Mechanics
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1 Comment

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Michael John B. Magistrado
Michael John B. Magistrado Reply

Will you please provide a link of G. H. Hardy’s book on pure mathematics. Thanks.


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