Beam Dynamics

By: Etienne Forest

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Paperback | 7 July 1998 | Edition Number 1

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496 Pages

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22.86 x 15.24 x 2.54

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In this volume, the author lays down the foundations of a theory of rings based on finite maps. The purpose and goals of the ring are discussed entirely in terms of the global properties of the one-turn map. Since 1987, the author and his associates have been proposing a theory of rings based on such maps. This work, the first introduction to this theoretical method, offers a modern and unique perspective on storage ring theory, which should be of interest to engineers and graduate and research level physicists in the international accelerator physics community, as well as to applied mathematicians. Interactive exercises for use with this book are available via the World Wide Web.

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Non-Fiction Engineering & Technology Civil Engineering Science Physics Particle & High-Energy Physics Mathematics Algebra Optical Physics Nuclear Physics

About the Series
List of Figures and Tables
List of Exercises
Preface: the Power of Metaphors
Introduction	p. 1
A Pictorial View in One Degree of Freedom	p. 13
From the Map to the Hamiltonian	p. 15
From the Hamiltonian to the Map	p. 65
Global Description: Purpose	p. 105
Classification of One-Turn Maps	p. 107
From Linear to Nonlinear Maps	p. 137
Vector Fields and Canonical Transformations	p. 165
The Ring	p. 197
Power Series and Analytic/Symbolic Calculations	p. 223
Examples of the Analytical Normalization	p. 263
Local Description: Means	p. 287
The Layout in the Laboratory Frame	p. 289
Symplectic Integration	p. 327
"Small" Rings: Using the Correct Hamiltonian	p. 351
Fringe Effects in Ring Dynamics	p. 379
Large Ring Approximations and the Rest!	p. 399
Inclusion of Radiation	p. 413
Conclusion	p. 435
Bibliography	p. 443
Index	p. 449
Table of Contents provided by Blackwell. All Rights Reserved.

Beam Dynamics

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