Abstract

During 2008 and 2009 dedicated beam experiments with crab cavities were performed in the KEKB. The goal was to measure the impact of crab-cavity radio frequency (rf) noise on the beam quality. These experiments were performed as a validation of the crab-cavity beam dynamics models in view of the possible use of crab cavities in the upgrade of the CERN Large Hadron Collider (LHC). An unexpected strong beam-beam instability was observed during the course of the experiments as a kind of frequency response. Understanding this finding required extensive multiparticle and single particle simulations plus an extra experimental session to consolidate the observations.

Highlights

  • The KEKB is an asymmetric electron-positron collider

  • Unlike the KEKB, the Large Hadron Collider (LHC) features a negligible synchrotron radiation damping. This calls for the use of accurate models of crab-cavity beam dynamics in order to validate an LHC upgrade based on crab cavities

  • Beam experiments at the KEKB were conducted in order to study two critical aspects, the impact of crab-cavity rf noise on the beam quality and techniques to measure the crab dispersion

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Summary

INTRODUCTION

The KEKB is an asymmetric electron-positron collider. The accelerator consists of a 3.5 GeV positron storage ring (LER) and an 8 GeV electron ring (HER) [1]. The KEKB has achieved a new world record luminosity 2:1 Â 1034 cmÀ2 sÀ1 in 2009 after the installation of one crab cavity per ring in 2007. These cavities give a time dependent transverse deflection to the beams that results in head-on collisions at the interaction point (IP). Unlike the KEKB, the LHC features a negligible synchrotron radiation damping This calls for the use of accurate models of crab-cavity beam dynamics in order to validate an LHC upgrade based on crab cavities. The phase noise of the KEKB crab cavities is dominated by a set of discrete frequencies [2]. The beam-beam modes are defined by an eigensystem of the matrix product of revolution and linear beambeam kick,

Number of bunches
Measurement Simulation
Relative luminosity
CONCLUSIONS
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