Investigation of the E2 and E3 matrix elements in $^{200}$Hg using direct nuclear reactions

ORAL

Abstract

To date, $^{199}$Hg provides the most stringent limit on an atomic electric dipole moment (EDM). The existence of a permanent EDM would be a clear signal of CP violation from new physics beyond the Standard Model. Theoretical nuclear-structure calculations for $^{199}$Hg are challenging, and give varied predictions for the excited-state spectrum. Understanding the E2 and E3 strengths in $^{198,199,200}$Hg will make it possible to develop a nuclear structure model for the Schiff strength based on these matrix elements, and thereby constrain present models that predict the contribution of octupole collectivity to the Schiff moment of the nucleus. This work comprises two experiments using the Q3D magnetic spectrograph at the Maier-Leibnitz Laboratory. These experiments utilized a 22~MeV deuteron beam incident on a target of $^{200}$Hg$^{32}$S. The first experiment accesses the E2 and E3 matrix elements in $^{200}$Hg via inelastic deuteron scattering. The second experiment, $^{200}$Hg$(d,t)^{199}$Hg, yields important information on the single-particle nature of $^{199}$Hg. Preliminary results will be presented.

Authors

  • Evan Rand

    The University of Guelph

  • Vinzenz Bildstein

    University of Guelph, The University of Guelph

  • A. Diaz Varela

    The University of Guelph, University of Guelph

  • Paul Garrett

    University of Guelph, The University of Guelph

  • Baharak Hadinia

    The University of Guelph

  • Drew Jamieson

    The University of Guelph

  • Badamsambuu Jigmeddorj

    The University of Guelph

  • Alex Laffoley

    The University of Guelph

  • Kyle Leach

    The University of Guelph

  • Andrew MacLean

    The University of Guelph

  • Carl Svensson

    The University of Guelph

  • Gordon Ball

    TRIUMF

  • Thomas Faestermann

    Technische Universit\"{a}t M\"{u}nchen

  • Ralf Hertenberger

    Ludwig-Maximilians-Universit\"{a}t M\"{u}nchen

  • Hans-Friedrich Wirth

    Ludwig-Maximilians-Universit\"{a}t M\"{u}nchen