2003
DOI: 10.1063/1.1638313
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Beam Collimation at Hadron Colliders

Abstract: Operational and accidental beam losses in hadron colliders can have a serious impact on machine and detector performance, resulting in effects ranging from minor to catastrophic. Principles and realization are described for a reliable beam collimation system required to sustain favorable background conditions in the collider detectors, provide quench stability of superconducting magnets, minimize irradiation of accelerator equipment, maintain operational reliability over the life of the machine, and reduce the… Show more

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Cited by 10 publications
(14 citation statements)
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“…Suppressing the out-scattered particles can be quite difficult. A more sophisticated way to handle the out-scattered particles is to go to a two-stage collimation system 1 . A thin primary target is used to scatter the beam out by increasing the amplitude of the betatron oscillations of the halo particles and thereby increasing the impact parameters on to secondary collimators during the next turns without influencing the unscattered beam.…”
Section: The Challenge Of Collider Collimationmentioning
confidence: 99%
“…Suppressing the out-scattered particles can be quite difficult. A more sophisticated way to handle the out-scattered particles is to go to a two-stage collimation system 1 . A thin primary target is used to scatter the beam out by increasing the amplitude of the betatron oscillations of the halo particles and thereby increasing the impact parameters on to secondary collimators during the next turns without influencing the unscattered beam.…”
Section: The Challenge Of Collider Collimationmentioning
confidence: 99%
“…Halo transverse diffusion velocities in Colliders are typically in the range of 1.5 micron/sec [2] which is on the order of 10 6 smaller than due to motion of an un-captured particle. The small transverse diffusion velocity in Colliders give rise to impact parameters of .1 to .15 micron.…”
Section: Imapct Parametermentioning
confidence: 99%
“…This difference in momentum between the un-captured beam and the change in momentum of the captured beam due to the ramp is given by (2) where p u is the momentum of the un-captured particle and p c is the momentum of the synchronous particle during the ramp. The time dependence of this momentum deviation is determined by the MI ramp structure.…”
Section: Uncaptured Beammentioning
confidence: 99%
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