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Research Article

Polarization observables in elastic lepton-deuteron scattering and their sensitivity to realistic NN potentials

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Pages 89-97 | Received 11 Nov 2021, Accepted 16 Jan 2022, Published online: 07 Feb 2022

References

  • Abbott D, Ahmidouch A, Anklin H, et al. Phenomenology of the deuteron electromagnetic form factors. Eur Phys J A. 2000;7:421–427.
  • Garcon M, Van Orden JW. The deuteron: structure and form factors. Adv Nucl Phys. 2001;26:293–378.
  • Kohl M. Elastic form factors of the proton, neutron and deuteron. Nucl Phys A. 2008;805:361c–368c.
  • Holt RJ, Gilman R. Transition between nuclear and quark-gluon descriptions of hadrons and light nuclei. Rep Prog Phys. 2012;75:086301.
  • Gilman R. Studying the proton “radius” puzzle with μp elastic scattering. arXiv:1303.2160; 2013.
  • Gilman R. Studying the proton “radius” puzzle with μp elastic scattering. AIP Conf Proc. 2013;1563:167–170.
  • Tomalak O. Two-photon exchange corrections in elastic lepton-proton scattering [PhD thesis]. Germany: Johannes Gutenberg-Universität Mainz; 2016.
  • Tomalak O. Two-photon exchange correction in elastic lepton-proton scattering. Few-Body Syst. 2018;59:87.
  • Naghdi M. Nucleon-nucleon interaction: a typical/concise review. Phys Part Nucl. 2014;45:924–971.
  • Machleidt R. Historical perspective and future prospects for nuclear interactions. Int J Mod Phys E. 2017;26:1730005.
  • Maximon LC, Parke WC. Radiative corrections to elastic electron-proton scattering for polarized electrons. Phys Rev C. 2000;61:045502.
  • Rekalo MP, Tomasi-Gustafsson E. Radiative corrections to polarization observables for elastic e + A-scattering. Part I: virtual compton scattering. arXiv:nucl-th/0105002; 2001.
  • Gakh GI, Merenkov NP. Radiative corrections to polarization observables in elastic electron-deuteron scattering in hadronic variables. J Exp Theor Phys. 2004;98:853–869.
  • Fukugita M, Kubota T. Radiative corrections to the neutrino-deuteron reactions. Phys Rev D. 2005;72:071301; Phys Rev D. 2006;74:039906. (Erratum).
  • Kubota T. Radiative corrections to low-energy neutrino-deuteron reactions revisited. AIP Conf Proc. 2006;842:886–888.
  • Kubota T. Radiative corrections to neutrino-deuteron scattering revisted. Nucl Phys B. 2006;157:111–114.
  • Gakh GI, Konchatnij MI, Merenkov NP. Radiative corrections to polarization observables in elastic electron-deuteron scattering in leptonic variables. J Exp Theor Phys. 2012;115:212–236.
  • Gross F. Relativistic calculation of the deuteron electromagnetic form factor. II. Phys Rev. 1965;136:B140–B161.
  • Gross F. Relativistic corrections to the impulse approximation in elastic electron-deuteron scattering. Phys Rev. 1966;142:1025–1034.
  • Gross F. Relativistic corrections to the impulse approximation in elastic electron-deuteron scattering. Phys Rev. 1966;152:E1517.
  • Gari M, Hyuga H. Mesonic degrees of freedom in nuclei and the definition of meson-exchange currents. Z Phys A. 1976;277:291–297.
  • Gari M, Hyuga H. Isoscalar electromagnetic form factors and the structure of the deuteron at high momentum transfer. Nucl Phys A. 1976;264:409–444.
  • Gari M, Hyuga H. Mesonic degrees of freedom in nuclei and retardation effects in meson-exchange currents. Nucl Phys A. 1977;278:372–380.
  • Burov VV, Goi AA, Dostovalov VN. Retardation effects in meson exchange currents and elastic eD scattering. Sov J Nucl Phys. 1987;45:616.
  • Arenhövel H, Ritz F, Wilbois T. Elastic electron deuteron scattering with consistent meson exchange and relativistic contributions of leading order. Phys Rev C. 2000;61:034002.
  • Arenhövel H, Singh SK. Polarization observables in elastic electron deuteron scattering including parity- and time-reversal-violating contributions. Eur Phys J A. 2001;10:183.
  • Gakh GI, Tomasi-Gustafsson E. Model independent analysis of polarization effects in elastic electron-deuteron scattering in presence of two-photon exchange. Nucl Phys A. 2008;799:127–150.
  • Kobushkin AP, Krivenko-Emetov YaD, Dubnicka S. Elastic electron-deuteron scattering beyond one-photon exchange. Phys Rev C. 2010;81:054001.
  • Lin KY. Elastic scattering of leptons on deuterons and T-non-invariance. Nucl Phys B. 1970;18:162–172.
  • Tomasi-Gustafsson E, Osipenko M, Kuraev EA, et al. Compilation and analysis of charge asymmetry measurements from electron and positron scattering on nucleon and nuclei. Phys Atom Nucl. 2013;76:937–946.
  • Gakh GI, Gakh AG, Tomasi-Gustafsson E. Polarization observables in lepton-deuteron elastic scattering including the lepton mass. Phys Rev C. 2014;90:064901.
  • Gakh GI, Konchatnyi M, Dbeyssi A, et al. Model independent study of massive lepton elastic scattering on the proton, beyond the Born approximation. Nucl Phys A. 2015;934:52–72.
  • Zhaba VI. Deuteron wave function for Reid93 potential and polarization observables in elastic lepton-deuteron scattering. Int J Mod Phys E. 2019;28:1950080.
  • Darwish EM, Mahmoud ZMM, Al-Thoyaib SS. Submitted for publication; 2021. (Submitted to Mod. Phys. Lett. A).
  • Stoks VGJ, Klomp RAM, Terheggen CPF, et al. Construction of high-quality NN potential models. Phys Rev C. 1994;49:2950.
  • Levinger JS. How can we determine the two-bodyt-matrix? Act Phys. 1973;33:135–150.
  • Brady TJ, Tomusiak EL, Levinger JS. Polarization in elastic electron-deuteron scattering. Bull Am Phys Soc. 1972;17:438.
  • Moravcsik MJ, Ghosh P. Deuteron wave function at small distances. Phys Rev Lett. 1974;32:321.
  • Wiringa RB, Stoks VGJ, Schiavilla R. Accurate nucleon-nucleon potential with charge-independence breaking. Phys Rev C. 1995;51:38.
  • Machleidt R. High-precision, charge-dependent Bonn nucleon-nucleon potential. Phys Rev C. 2001;63:024001.
  • Machleidt R, Holinde K, Elster Ch. The bonn meson-exchange model for the nucleon-nucleon interaction. Phys Rep. 1987;149:1–89.
  • Gilman R, Gross F. Electromagnetic structure of the deuteron. J Phys G. 2002;28:R37–R116.
  • Haftel MI, Mathelitsch L, Zingl HFK. Electron-deuteron tensor polarization and the two-nucleon force. Phys Rev C. 1980;22:1285.
  • Arrington J, Roberts CD, Zanotti JM. Nucleon electromagnetic form factors. J Phys G. 2007;34:S23.
  • Galster S, Klein H, Moritz J, et al. Elastic electron-deuteron scattering and the electric neutron form factor at four-momentum transfers 5fm−2<q2<14fm−2. Nucl Phys B. 1971;32:221–237.
  • Iachello F, Jackson AD, Lande A. Semi-phenomenological fits to nucleon electromagnetic form factors. Phys Lett B. 1973;43:191–196.
  • Höhler G, Pietarinen E, Sabba-Stefanescu I, et al. Analysis of electromagnetic nucleon form factors. Nucl Phys B. 1976;114:505–534.
  • Lomon E. Determining nucleon forces and meson exchange current effects from elastic ed scattering. Ann Phys. 1980;125:309–345.
  • Gari M, Krümpelmann W. Generalized vector-meson dominance and the electromagnetic structure of the nucleon. Phys Lett B. 1984;141:295–300.
  • Gari M, Krümpelmann W. Semiphenomenological synthesis of meson and quark dynamics and the E.M. structure of the nucleon. Z Phys A. 1985;322:689–693.
  • Gari M, Krümpelmann W. The electromagnetic form factor of the neutron. Phys Lett B. 1986;173:10–14.
  • Gari M, Krümpelmann W. The electric neutron form factor and the strange quark content of the nucleon. Phys Lett B. 1992;274:159–162.
  • Tomasi-Gustafsson E, Rekalo MP. Neutron electric form factor at large momentum transfer. Europhys Lett. 2001;55:188.
  • Egiyan KS, Asryan G, Gevorgyan N, et al. Experimental study of exclusive 2H(e,e′p)n reaction mechanisms at high q2. Phys Rev Lett. 2007;98:262502.
  • Bondarenko SG, Burov VV, Rogochaya EP. Covariant relativistic separable kernel approach for electrodisintegration of the deuteron at high momentum transfer. Few-Body Syst. 2011;49:121.
  • Bekzhanov A, Bondarenko S, Burov V. Elastic electron-deuteron scattering with modified dipole fit. Nucl Phys B. 2013;245:65–68.
  • Bekzhanov AV, Bondarenko SG, Burov VV. Nucleon form factors for elastic electron-deuteron scattering at high momentum transfer. J Exp Theor Phys Lett. 2014;99:613–618.
  • Day BD. Nuclear saturation from two-nucleon potentials. Phys Rev Lett. 1981;47:226.
  • Hjorth-Jensen M, Kuo TTS, Osnes E. Realistic effective interactions for nuclear systems. Phys Rep. 1995;261:125–270.
  • Kamalov SS, Tiator L, Bennhold C. Coherent π0 and η photoproduction on the deuteron. Phys Rev C. 1997;55:98.
  • Darwish EM, Abou-Elsebaa HM, Mahrous EM, et al. Sensitivity of tensor and vector analyzing powers in elastic e-d scattering to modern local and nonlocal NN potentials. Ind J Phys. 2020;94:1025–1040.
  • Belias A. FAIR status and the PANDA experiment. J Instrum. 2020;15:C10001.
  • Dbeyssi A, Tomasi-Gustafsson E, Gakh GI, et al. Proton-antiproton annihilation into massive leptons and polarization phenomena. Nucl Phys A. 2012;894:20–40.