Aerodynamics for Engineering Students

Aerodynamics for Engineering Students

by E. L. Houghton (Author), Daniel T. Valentine (Contributor), P. W. Carpenter (Contributor), Steven H. Collicott (Contributor)

Synopsis

Aerodynamics for Engineering Students, Seventh Edition, is one of the world's leading course texts on aerodynamics. It provides concise explanations of basic concepts, combined with an excellent introduction to aerodynamic theory. This updated edition has been revised with improved pedagogy and reorganized content to facilitate student learning, and includes new or expanded coverage in several important areas, such as hypersonic flow, UAV's, and computational fluid dynamics.

$124.10

Quantity

10 in stock

More Information

Format: paperback
Publisher: Butterworth-Heinemann
Published:

ISBN 10: 0081001940
ISBN 13: 9780081001943
Book Overview: A complete textbook for undergraduate aerodynamics courses, featuring contemporary applications, computational exercises, and expanded coverage of compressible and incompressible flow and other interesting topics surrounding aerodynamic theory

Author Bio
Daniel Valentine is a Professor of Mechanical and Aeronautical Engineering at Clarkson University and Affiliate Director of the Clarkson Space Grant Program which is part of the New York NASA Space Grant Consortium. This program has provided support for undergraduate research appointments, and for graduate students. He is currently investigating the nonlinear dynamics of two-dimensional, Navier-Stokes flows as part of his work on the development of computational methods to solve fluid dynamics problems. He is also working on the flow-structure interaction of long-span bridges, unsteady hydrodynamics and offshore renewable energy. Other activities include investigations to develop a computational method to predict the effect of a marine propulsor on wave resistance of ships, to examine the effect of density stratification on rotating flows, to develop computational tools to predict the time-averaged properties of high-Reynolds number flows among other fluid mechanics problems.