ISBN:
9789813274693
,
9789813274686
,
9789813274693
Language:
English
Pages:
1 Online-Ressource (569 Seiten)
Edition:
4th edition
Keywords:
Particle accelerators Textbooks
;
Particle acceleration Textbooks
;
Particle acceleration
;
Particle accelerators
;
Particle accelerators-Textbooks
;
Electronic books
;
Nuclear physics
;
Teilchenbeschleuniger
Abstract:
Intro -- Contents -- Preface -- Preface to Third Edition -- Preface to Second Edition -- Preface to First Edition -- Acknowledgments -- Symbols and Notations -- List of Tables -- 1 Introduction -- I Historical Developments -- I.1 Natural Accelerators -- I.2 Electrostatic Accelerators -- I.3 Induction Accelerators -- I.4 Radio-Frequency (RF) Accelerators -- I.5 Colliders and Storage Rings -- I.6 Synchrotron Radiation Storage Rings -- II Layout and Components of Accelerators -- II.1 Acceleration Cavities -- II.2 Accelerator Magnets -- II.3 Other Important Components -- III Accelerator Applications -- III.1 High Energy and Nuclear Physics -- III.2 Solid-State and Condensed-Matter Physics -- III.3 Other Applications -- Exercise -- 2 Transverse Motion -- I Hamiltonian for Particle Motion in Accelerators -- I.1 Hamiltonian in Frenet-Serret Coordinate System -- I.2 Magnetic Field in Frenet-Serret Coordinate System -- I.3 Equation of Betatron Motion -- I.4 Particle Motion in Dipole and Quadrupole Magnets -- Exercise -- II Linear Betatron Motion -- II.1 Transfer Matrix and Stability of Betatron Motion -- II.2 Courant-Snyder Parametrization -- II.3 Floquet Transformation -- A. Betatron tune -- B. FODO cell -- C. Doublet cells -- II.4 Action-Angle Variable and Floquet Transformation -- II.5 Courant-Snyder Invariant and Emittance -- A. The emittance of a beam -- B. The σ-matrix -- C. Emittance measurement -- D. The Gaussian distribution function -- E. Adiabatic damping and the normalized emittance -- II.6 Stability of Betatron Motion: A FODO Cell Example -- II.7 Symplectic Condition -- II.8 Effect of Space-Charge Force on Betatron Motion -- A. The Kapchinskij-Vladimirskij distribution -- B. The Coulomb mean-field due to all beam particles -- C. Hamiltonian formalism of the envelope equation -- D. An example of a uniform focusing paraxial system.
Note:
Description based on publisher supplied metadata and other sources
