2005
DOI: 10.1103/physrevc.72.025501
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Test of Fermi gas model and plane-wave impulse approximation against electron-nucleus scattering data

Abstract: A widely used relativistic Fermi gas model and plane-wave impulse approximation approach are tested against electron-nucleus scattering data. Inclusive quasi-elastic cross section are calculated and compared with high-precision data for 12 C, 16 O, and 40 Ca. A dependence of agreement between calculated cross section and data on a momentum transfer is shown. Results for the 12 C(νµ, µ − ) reaction are presented and compared with experimental data of the LSND collaboration.

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Cited by 20 publications
(28 citation statements)
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“…Despite the fact that the approach of Butkevich and Mikheyev [6] is based on the SF, it yields results very similar to these for the FG model when ω is near the value corresponding to the QE peak or higher. The reason of this behavior lies in too simple treatment of the MF part in their SF: the energy distribution was limited to a single δ function.…”
Section: Calciummentioning
confidence: 76%
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“…Despite the fact that the approach of Butkevich and Mikheyev [6] is based on the SF, it yields results very similar to these for the FG model when ω is near the value corresponding to the QE peak or higher. The reason of this behavior lies in too simple treatment of the MF part in their SF: the energy distribution was limited to a single δ function.…”
Section: Calciummentioning
confidence: 76%
“…Oxygen was selected because of additional opportunity to compare results with a more systematic theoretical approach to modeling of the SF [5], whereas the calcium nucleus is most similar to argon's, for which precise measurements have been performed. Our description of 40 20 Ca is confronted also with the theoretical results of Butkevich and Mikheyev [6]. Finally, a comparison with the few known data for electron scattering off argon [7] is done as well.…”
Section: Introductionmentioning
confidence: 97%
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“…The low Q 2 physics is usually controlled by nuclear model, so we want to tune the nuclear model, especially the strength of Pauli blocking, to fix region (1). This is justified because electron scattering data has not provided precise information for Pauli blocking in the low Q 2 region in terms of the RFG model [5]. For (2), we need to increase axial mass M A to increase the cross section at high Q 2 .…”
Section: Miniboone Ccqe Eventsmentioning
confidence: 99%