Relativistic models for quasielastic $(e,e^{\prime })$\ at large momentum transfers

Abstract

Inclusive quasielastic response functions are calculated for electron scattering in a relativistic model including momentum dependent scalar and vector mean fields. The momentum dependence of the mean fields is taken from Dirac optical fits to proton nucleus scattering and is important in describing data at momentum transfers of 1 GeV/c or larger. Our simple model is applicable for quasielastic scattering over a large range of momentum transfers.

12 pages (revtex), 5 figures (available on request), Indiana Univ. preprint IU/NTC 94-11, Univ. of Washington preprint DOE/ER/40561-152-INT94-00-64

Cited by in corpus (12)

• The Role of Color Neutrality in Nuclear Physics--Modifications of Nucleonic Wave Functions
• Relativistic y-scaling and the Coulomb sum rule in nuclei
• General study of superscaling in quasielastic $(e,e^{\prime })$ and $(\nu ,\mu )$ reactions using the relativistic impulse approximation
• Light Front Quantization--A Technique for Relativistic and Realistic Nuclear Physics
• Relativistic nuclear structure effects in quasielastic neutrino scattering
• Delta Excitations in Neutrino-Nucleus Scattering
• Antisymmetrized random phase approximation for quasielastic scattering in nuclear matter: Non-relativistic potentials
• Light-Front Nuclear Physics: Mean Field Theory for Finite Nuclei
• y-scaling in Quasielastic Electron Scattering from Nuclei
• A new Fermi smearing approach for scattering of multi-GeV electrons by nuclei
• Analysis of quasielastic $(e,e^{\prime })$ electromagnetic responses and scaling for nuclear matter in the relativistic mean field model
• The Role of Final State Interactions in Quasielastic ${}^{56}$Fe$(e,e^{\prime })$ Reactions at large $|\vec{q}|$