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Impedance and Instabilities in the MAX IV 3 GeV Ring

Author

  • Galina Skripka

Summary, in English

To ensure the beam with an ultralow emittance and high current the possible effects deteriorating the beam stability must be investigated. When ultrarelativistic particles travel in the vacuum chamber they induce electromagnetic fields which can act back on them and the following particles. The interaction of the beam with the surrounding environment can be described by wakefields in time domain and impedance in frequency domain.

In this work the geometric and resistive wall impedance effects on the beam stability in the MAX IV 3 GeV ring are studied. The geometric impedance of different recurrent elements of the storage ring was numerically calculated using an electromagnetic field solver, and a possibility to use a semi-analytical method was investigated as well. To quantitatively evaluate the effect of geometric impedance on the beam stability the total machine impedance budget of the MAX IV 3 GeV ring was built and introduced into the beam dynamics simulation.

The particle tracking code was developed to account for different possible effects impacting the beam, namely, geometric and resistive wall impedance and passive harmonic cavities that lengthen bunches and increase the synchrotron tune spread. The former helps to make the beam less influenced by the intrabeam scattering processes and the machine impedance, and the latter introduces the Landau damping of instabilities. The results of the particle tracking are discussed in this work. The presence of harmonic cavities in the MAX IV storage ring turned out to significantly improve the beam stability and to be the key in achieving the design parameters.

Department/s

Publishing year

2015

Language

English

Document type

Dissertation

Publisher

MAX IV Laboratory, Lund University

Topic

  • Accelerator Physics and Instrumentation

Keywords

  • Collective effects
  • geometric impedance
  • resistive wall impedance
  • wakefields
  • particle tracking
  • harmonic cavity

Status

Published

ISBN/ISSN/Other

  • ISBN: 978-91-7623-429-7
  • ISBN: 978-91-7623-428-0

Defence date

3 December 2015

Defence time

13:15

Defence place

Lundmarksalen

Opponent

  • Peter Kuske (Dr.)