Quasielastic electron scattering from<mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" display="inline"><mml:mrow><mml:msup><mml:mrow /><mml:mrow><mml:mn>40</mml:mn></mml:mrow></mml:msup></mml:mrow></mml:math>Ca

Williamson, C. F.; Yates, T. C.; Schmitt, W.; Osborn, M.; Deady, M.; Zimmerman, Peter D.; Blatchley, Charles C.; Seth, K. K.; Sarmiento, M.; Parker, B.; Jin, Yanhe; Wright, L. E.; Onley, D.S.

doi:10.1103/physrevc.56.3152

Cited by 85 publications

(120 citation statements)

References 70 publications

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“…6 the cross sections obtained using the FG model (p F = 249 MeV, ǫ B = 33 MeV [20]; represented by the dotted line), the GSF (solid line), and the calculations of Butkevich and Mikheyev [6] (dashed line) to the sample of electron scattering data collected at scattering angle 45.5 • and various 40 18 Ar beam energies [23]. Only our model includes FSI effects.…”

Section: Calciummentioning

confidence: 99%

“…[23], containing data at the lowest scattering angle, namely 45.5 • , in conjunction with the highest values of beam energy-up to 841 MeV. We have checked that all the measurements at 45.5 • correspond to our region of interest in the (ω, |q|) plane.…”

Section: Points Inmentioning

confidence: 99%

“…Among a few papers reporting results of electron scattering experiments with a calcium target [20,21,22,23], the most suitable for testing of our model is Ref. [23], containing data at the lowest scattering angle, namely 45.5 • , in conjunction with the highest values of beam energy-up to 841 MeV.…”

Section: Points Inmentioning

confidence: 99%

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Construction of spectral functions for medium-mass nuclei

2008

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This article is aimed at improving the description of lepton-nucleus interactions in the sub-GeV energy range. Approximate spectral functions for oxygen, calcium, and argon are constructed and used to obtain the electron cross sections in a given scattering angle. Comparison with a sample of available experimental data shows satisfactory agreement. Discrepancy between the presented model and the systematic computations available for oxygen [O. Benhar et al., Phys. Rev. D 72, 053005 (2005)] is also found to be very small. Analysis of appropriate kinematical regions leads to the conclusion that the obtained argon spectral function should describe well neutrino scattering in the 800-MeV energy region. Several approximations used in the model are critically reviewed. All the details needed to implement the presented approach in Monte Carlo simulations are given.

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Section: Calciummentioning

confidence: 99%

Section: Points Inmentioning

confidence: 99%

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Construction of spectral functions for medium-mass nuclei

2008

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“…(6,7,8) we can now evaluate the particle-hole matrix elements. Carrying out explicitly the sums over the spin, s k , and isospin, t k , variables and after some laborious, but straightforward, algebra we finally get…”

Section: Particle-hole Matrix Elementsmentioning

confidence: 99%

Relativistic pionic effects in quasielastic electron scattering

Amaro¹,

Bárbaro²,

Caballero³

et al. 2002

Nuclear Physics A

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The impact of relativistic pionic correlations and meson-exchange currents on the response functions for electromagnetic quasielastic electron scattering from nuclei is studied in detail. Results in first-order perturbation theory are obtained for one-particle emission electronuclear reactions within the context of the relativistic Fermi gas model. Improving upon previous analyses where non-relativistic reductions of the currents were performed, here a fully relativistic analysis in which both forces and currents are treated consistently is presented. Lorentz covariance is shown to play a crucial role in enforcing the gauge invariance of the theory. Effects stemming uniquely from relativity in the pionic correlations are identified and, in particular, a comprehensive study of the self-energy contributions and of the currents associated with the pion is presented. First-and second-kind scaling for high momentum transfer is investigated.

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“…Even though the total cross section is well reproduced by a Fermi gas, this simple model overestimate data in the longitudinal channel, while it does the opposite in the transverse one. More recently Williamson et al [3] have presented new measurements with an increase (decrease) of the longitudinal (transverse) nuclear response. Still, the discrepancy remains.…”

Section: Introductionmentioning

confidence: 99%

The role of the Δ(1232) on the longitudinal response in the inclusive electron scattering reaction

Bauer

2003

Nuclear Physics A

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We have performed a many-body calculation of the longitudinal nuclear (e, e ′ ) reaction employing a Second RPA (SRPA) formalism which contains the ∆(1232). More explicitly, our scheme contains RPA correlations as well as Hartree-Fock and second order self-energies, where an accurate evaluation of exchange terms is achieved. Using this formalism we have evaluated the longitudinal response function for 40 Ca. We give final results at momentum transfers ranging from 300 up to 500 MeV/c, obtaining a good agreement with data.PACS number: 21.65+f, 25.30.Fj, 21.60.Jz.

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Quasielastic electron scattering from40Ca

Cited by 85 publications

References 70 publications

Construction of spectral functions for medium-mass nuclei

Construction of spectral functions for medium-mass nuclei

Relativistic pionic effects in quasielastic electron scattering

The role of the Δ(1232) on the longitudinal response in the inclusive electron scattering reaction

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