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Hadronic and electromagnetic fragmentation of ultrarelativistic heavy ions at LHC

机译:大型强子对撞机超相对论重离子的强子和电磁破碎

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Reliable predictions of yields of nuclear fragments produced in electromagnetic dissociation and hadronic fragmentation of ion beams are of great practical importance in analyzing beam losses and interactions with the beam environment at the Large Hadron Collider (LHC) at CERN as well as for estimating radiation effects of galactic cosmic rays on the spacecraft crew and electronic equipment. The model for predicting the fragmentation of relativistic heavy ions is briefly described, and then applied to problems of relevance for LHC. The results are based on the fluka code, which includes electromagnetic dissociation physics and dpmjet-iii as hadronic event generator. We consider the interaction of fully stripped lead ions with nuclei in the energy range from about one hundred MeV to ultrarelativistic energies. The yields of fragments close in the mass and charge to initial ions are calculated. The approach under discussion provides a good overall description of Pb fragmentation data at 30 and $158Aext{ }ext{ }mathrm{GeV}$ as well as recent LHC data for $sqrt{{s}_{mathrm{NN}}}=2.76ext{ }ext{ }mathrm{TeV}$ Pb-Pb interactions. Good agreement with the calculations in the framework of different models is found. This justifies application of the developed simulation technique both at the LHC injection energy of $177Aext{ }ext{ }mathrm{GeV}$ and at its collision energies of 1.38, 1.58, and $2.75Aext{ }ext{ }mathrm{TeV}$, and gives confidence in the results obtained.
机译:可靠地预测在离子束的电磁解离和强子分裂中产生的核碎片的产量,对于分析CERN大型强子对撞机(LHC)的电子束损耗和与电子束环境的相互作用,以及估算电子束的辐射效应,具有重要的现实意义。银河系宇宙射线对航天器乘员和电子设备的影响。简要描述了预测相对论重离子碎片的模型,然后将其应用于与LHC相关的问题。结果基于fluka代码,其中包括电磁解离物理学和作为强子事件发生器的dpmjet-iii。我们考虑完全剥离的铅离子与原子核之间的相互作用,其能量范围从大约100 MeV到超相对论能量。碎片的产率接近于质量,并计算出与初始离子的电荷。所讨论的方法对30和$ 158A text {} text {} mathrm {GeV} $处的Pb碎片数据以及$ sqrt {{s} _ {{mathrm {NN}}} = 2.76 text {} text {} mathrm {TeV} $ Pb-Pb相互作用。发现与不同模型的框架中的计算具有良好的一致性。这证明了在LHC注入能量为$ 177A text {} text {} mathrm {GeV} $以及其碰撞能量为1.38、1.58和$ 2.75A text {} text的情况下应用开发的仿真技术是合理的{} mathrm {TeV} $,并且对获得的结果充满信心。

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