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タイトル
和文:Performance of the ATLAS track reconstruction algorithms in dense environments in LHC Run 2 
英文:Performance of the ATLAS track reconstruction algorithms in dense environments in LHC Run 2 
著者
和文: M. Aaboud, 陣内 修, 久世 正弘, 山口 洋平, et al..  
英文: M. Aaboud, Osamu Jinnouchi, Masahiro.Kuze, Youhei Yamaguchi, et al..  
言語 English 
掲載誌/書名
和文:European Physical Journal C 
英文:European Physical Journal C 
巻, 号, ページ Vol. 77    No. 10    pp. "673"
出版年月 2017年10月 
出版者
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英文: 
会議名称
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英文: 
開催地
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英文: 
公式リンク https://www.scopus.com/inward/record.uri?eid=2-s2.0-85031414979&doi=10.1140%2fepjc%2fs10052-017-5225-7&partnerID=40&md5=b605b5e602affb1b843cca963aea322c
 
DOI https://doi.org/10.1140/epjc/s10052-017-5225-7
アブストラクト With the increase in energy of the Large Hadron Collider to a centre-of-mass energy of 13? $\text {TeV}$ for Run 2, events with dense environments, such as in the cores of high-energy jets, became a focus for new physics searches as well as measurements of the Standard Model. These environments are characterized by charged-particle separations of the order of the tracking detectors sensor granularity. Basic track quantities are compared between 3.2?fb$^{-1}$ of data collected by the ATLAS experiment and simulation of proton?proton collisions producing high-transverse-momentum jets at a centre-of-mass energy of 13? $\text {TeV}$ . The impact of charged-particle separations and multiplicities on the track reconstruction performance is discussed. The track reconstruction efficiency in the cores of jets with transverse momenta between 200 and 1600 $\text {GeV}$ is quantified using a novel, data-driven, method. The method uses the energy loss, ${\text { d}}{} \textit{E}/d\textit{x}$ , to identify pixel clusters originating from two charged particles. Of the charged particles creating these clusters, the measured fraction that fail to be reconstructed is $0.061 \pm 0.006\ {\text {(stat.)}} \pm 0.014\ {\text {(syst.)}}$ and $0.093 \pm 0.017\ {\text {(stat.)}}\pm 0.021\ {\text {(syst.)}}$ for jet transverse momenta of 200?400? $\text {GeV}$ and 1400?1600? $\text {GeV}$ ,

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