Download Particle accelerator physics eBook in DJVU

(By Helmut Wiedemann)



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Format: DJVU

Language: English

Publisher: Springer



This volume continues the discussion of particle accelerator physics beyond the introduction in Vol I. It is specially aimed at the graduate student and scientist planning to work or working in the field of accelerator physics. Basic principles of beam dynamics already discussed in Vol. I, are expanded into the nonlinear regime in order to tackle fundamental problems encountered in present day accelerator design and development. Nonlinear dynamics is discussed both for the transverse phase space to determine chromatic and geometric aberrations which limit the dynamic aperture as well as for the longitude phase space in connection with phase focusing at very small values of the momentum compaction. Whenever possible, effects derived theoretically are compared with observations made at existing accelerators. From the Back Cover Particle Accelerator Physics is an in-depth and comprehensive introduction to the field of high-energy particle acceleration and beam dynamics. Part I gathers the basic tools, recalling the essentials of electrostatics and electrodynamics as well as of particle dynamics in electromagnetic fields. Part II is an extensive primer in beam dynamics, followed in Part III by the introduction and description of the main beam parameters. Part IV is devoted to the treatment of perturbations in beam dynamics. Part V discusses the details of charged particle accleration. Part VI and Part VII introduce the more advanced topics of coupled beam dynamics and the description of very intense beams. Part VIII is an exhaustive treatment of radiation from accelerated charges and introduces important sources of coherent radiation such as synchrotrons and free-electron lasers. Part IX collects the appendices gathering useful mathematical and physical formulae, parameters and units. Solutions to�many end-of-chapter problems are given. This textbook is suitable for an intensive two-semester course starting at the advanced undergraduate level. --This text refers to an alternate edition.



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