Fluid Mechanics - E.Krause.pdf

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270101092 UNPDF
Egon Krause
Fluid Mechanics
Egon Krause
Fluid Mechanics
With Problems and Solutions,
and an Aerodynamic Laboratory
With 607 Figures
270101092.001.png
Prof. Dr. Egon Krause
RWTH Aachen
Aerodynamisches Institut
Wullnerstr.5-7
52062 Aachen
Germany
ISBN 3-540-22981-7 Springer Berlin Heidelberg New York
Library of Congress Control Number: 2004117071
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Preface
During the past 40 years numerical and experimental methods of fluid mechanics were sub-
stantially improved. Nowadays time-dependent three-dimensional flows can be simulated on
high-performance computers, and velocity and pressure distributions and aerodynamic forces
and moments can be measured in modern wind tunnels for flight regimes, until recently not
accessible for research investigations. Despite of this impressive development during the recent
past and even 100 years after Prandtl introduced the boundary-layer theory, the fundamentals
are still the starting point for the solution of flow problems. In the present book the important
branches of fluid mechanics of incompressible and compressible media and the basic laws de-
scribing their characteristic flow behavior will be introduced. Applications of these laws will be
discussed in a way suitable for engineering requirements.
The book is divided into the six chapters: Fluid mechanics I and II, exercises in fluid mechan-
ics, gas dynamics, exercises in gasdynamics, and aerodynamics laboratory. This arrangement
follows the structure of the teaching material in the field, generally accepted and approved for
a long time at German and foreign universities. In fluid mechanics I, after some introductory
statements, incompressible fluid flow is described essentially with the aid of the momentum
and the moment of momentum theorem. In fluid mechanics II the equations of motion of fluid
mechanics, the Navier-Stokes equations, with some of their important asymptotic solutions are
introduced. It is demonstrated, how flows can be classified with the aid of similarity param-
eters, and how specific problems can be identified, formulated and solved. In the chapter on
gasdynamics the influence of variable density on the behavior of subsonic and supersonic flows
is described.
In the exercises on fluid mechanics I and II and on gasdynamics the material described in the
previous chapters is elaborated in over 200 problems, with the solutions presented separately.
It is demonstrated how the fundamental equations of fluid mechanics and gasdynamics can be
simplified for the various problem formulations and how solutions can be constructed. Numer-
ical methods are not employed. It is intended here, to describe the fundamental relationships
in closed form as far as possible, in order to elucidate the intimate connection between the
engineering formulation of fluid-mechanical problems and their solution with the methods of
applied mathematics. In the selection of the problems it was also intended, to exhibit the many
different forms of flows, observed in nature and technical applications.
Because of the special importance of experiments in fluid mechanics, in the last chapter, aero-
dynami cs laboratory, experimental techniques are introduced. It is not intended to give a com-
prehensive and complete description of experimental methods, but rather to explain with the
description of experiments, how in wind tunnels and other test facilities experimental data can
be obtained.
A course under the same title has been taught for a long time at the Aerodymisches Institut
of the RWTH Aachen. In the various lectures and exercises the functioning of low-speed and
supersonic wind tunnels and the measuring techniques are explained in experiments, carried
out in the facilities of the laboratory. The experiments comprise measurements of pressure
distributions on a half body and a wing section, of the drag of a sphere in incompressible and
compressible flow, of the aerodynmic forces and their moments acting on a wing section, of
velocity profiles in a flat-plate boundary layer, and of losses in compressible pipe flow. Another
important aspect of the laboratory course is to explain flow analogies, as for example the
VI Preface
so-called water analogy, according to which a pressure disturbance in a pipe, filled with a
compressible gas, propagates analogously to the pressure disturbance in supercritical shallow
water flow.
This book was stimulated by the friendly encouragement of Dr. M. Feuchte of B.G. Teubner-
Verlag. My thanks go also to Dr. D. Merkle of the Springer-Verlag, who agreed to publish
the English translation of the German text. Grateful acknowledgement is due to my successor
Professor Dr.-Ing. W. Schroder, who provided personal and material support by the Aerody-
namisches Institut in the preparation of the manuscript. I am indebted to Dr.-Ing. O. Thomer
who was responsible for the preparatory work during the initial phase of the project until he
left the institute. The final manuscript was prepared by cand.-Ing. O. Yilmaz, whom I grate-
fully acknowledge. Dr.-Ing. M. Meinke offered valuable advice in the preparation of some of the
diagrams.
Aachen, July 2004
E. Krause
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