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UA9 experiment

From Wikipedia, the free encyclopedia
Super Proton–Antiproton Synchrotron
(SppS)
Key SppS Experiments
UA1Underground Area 1
UA2Underground Area 2
UA4Underground Area 4
UA5Underground Area 5
SppS pre-accelerators
PSProton Synchrotron
AAAntiproton Accumulator
UA9 bent crystal tested with a laser

The Underground Area 9 (UA9) experiment is a high-energy physics experiment using particle beams from the Super Proton Synchrotron (SPS), at CERN. The purpose of the experiment is to investigate how using tiny bent crystals could allow the collimation of beams in modern hadron colliders to improve.[1] UA9 was approved in 2008, and is in-progress as of 2013.[2]

Purpose

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Charged particles that interact with a bent crystal can be deflected by the planes of the crystal lattice. In modern hadron colliders, high power loss may be seen due to a halo of particles around the core of the beam, which threatens the stability and protection of the operation. Collimators, in a multi-stage setup, can be used to absorb these halos. The use of bent crystals as collimators would improve absorption, as the halo can be deflected at larger angles, and therefore may improve the power loss of modern hadron colliders such as the LHC.[3]

Experimental setup

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The UA9 experiment setup consists of a double crystal layout, with crystals named Crystal1 and Crystal2. The setup also contains linear and angular position actuators which align the crystals with respect to the circulating beam, as well as beam intercepting devices, detectors and beam loss monitors (BLMs). These devices test the collimation produced by the crystal.[4]

The proton beam available in the H8 beamline of the CERN SPS, where the experiment takes place, is a narrow, low-divergence 400 GeV/c beam.[5] The difference of the outgoing and incoming angles of the beam gives the deflection angle for each particle. Five pairs of silicon micro strip detectors were used to measure these angles.[6] The deflected halo is absorbed by a movable tungsten absorber.[7]

Results

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The initial results from the UA9 experiment demonstrate that crystal collimation is an achievable, reproducible technique for proton and lead ion beams. At the time, the experiment had incomplete results with regard to less reduction in the entirety of the SPS ring.[7]

References

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  1. ^ "UA9". CERN. 2023-07-21. Retrieved 2023-08-11.
  2. ^ "Greybook". greybook.cern.ch. Retrieved 2023-08-11.
  3. ^ Del Rosso, Antonella (28 Nov 2012). "Crystals in the LHC". CERN Bulletin. Retrieved 11 Aug 2023.
  4. ^ Scandale, W.; Cerutti, F.; Esposito, L. S.; Garattini, M.; Gilardoni, S.; Mirarchi, D.; Montesano, S.; Redaelli, S.; Rossi, R.; Burmistrov, L.; Natochii, A.; Dubos, S.; Puill, V.; Stocchi, A.; Zhovkovska, V. (2020-09-21). "The UA9 setup for the double-crystal experiment in CERN-SPS". Nuclear Instruments and Methods in Physics Research Section A: Accelerators, Spectrometers, Detectors and Associated Equipment. 975: 164175. Bibcode:2020NIMPA.97564175S. doi:10.1016/j.nima.2020.164175. ISSN 0168-9002.
  5. ^ Pesaresi, M; Ferguson, W; Fulcher, J; Hall, G; Raymond, M; Ryan, M; Zorba, O (2011-04-12). "Design and performance of a high rate, high angular resolution beam telescope used for crystal channeling studies". Journal of Instrumentation. 6 (4): P04006. Bibcode:2011JInst...6.4006P. doi:10.1088/1748-0221/6/04/P04006. ISSN 1748-0221.
  6. ^ Scandale, W.; Arduini, G.; Cerutti, F.; Garattini, M.; Gilardoni, S.; Losito, R.; Masi, A.; Mirarchi, D.; Montesano, S.; Redaelli, S.; Rossi, R.; Smirnov, G.; Breton, D.; Burmistrov, L.; Chaumat, V. (May 2020). "Observation of strong reduction of multiple scattering for channeled particles in bent crystals". Physics Letters B. 804: 135396. Bibcode:2020PhLB..80435396S. doi:10.1016/j.physletb.2020.135396. hdl:11392/2495642.
  7. ^ a b International Committee for Future Accelerators; Zhong guo ke xue yuan; JACoW, eds. (2014). 52nd ICFA Advanced Beam Dynamics Workshop on High-Intensity and High-Brightness Hadron Beams: (HB 2012) ; Beijing, China, 17 - 21 September 2012. Red Hook, NY: Curran. pp. 245–249. ISBN 978-3-95450-118-2.