Home > Publications database > Entropy Production and Emittance Growth Due to the Imperfection in Long Periodical Acceleration Chains |
Contribution to a conference proceedings | GSI-2024-01059 |
; ; ;
2022
JACoW Publishing, Geneva, Switzerland
Please use a persistent id in citations: doi:10.18429/JACOW-IPAC2022-WEPOMS021 doi:10.15120/GSI-2024-01059
Abstract: Contemporary design of efficient linear accelerator is based on ideal periodical structures with an optimi-sation for perfect periodicity. However, practical reali-sation involves random errors in the structure (e.g. position of elements, off-sets, non-linearity of the fields etc.) which make prediction of emittance growth difficult. Error studies helps to understand critical points, but they are normally used at the end of the design process. The concept of beam entropy in very simple approximation (assumption of Ornstein-Uhlenbeck model) is used to evaluate emittance growth in perfect periodical chains. The analysis will be performed and differences in modern designs on some examples discussed. Focus will be laid on linac designs with short acceleration structures (RF-phase settings versus position error) and external transversal focusing magnets.
Keyword(s): Accelerator Physics ; MC5: Beam Dynamics and EM Fields
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