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Nuclear Schiff moment of fluorine isotope $^{19}$F

Kia Boon Ng, Stephan Foster, Lan Cheng, Petr Navratil, Stephan Malbrunot-Ettenauer

Abstract

Nuclear Schiff moments (NSMs) are sensitive probes for physics beyond the Standard Model of particle physics, signaling violations of time-reversal and parity-inversion symmetries in atomic nuclei. In this Letter, we report the first-ever calculation of a NSM in a nuclear ab initio framework, employing the no-core shell model to study the fluorine isotope $^{19}$F. We further perform quantum-chemistry calculations to evaluate the sensitivity of the hafnium monofluoride cation, HfF$^+$, to the NSM of $^{19}$F. Combined with recent high-precision measurements of the molecular electric dipole moment of HfF$^+$, our results enable the first experimental bound on the NSM of $^{19}$F. Although the resulting bounds on the pion-nucleon-nucleon ($π$NN) coupling constants are not yet the most stringent, this work establishes the foundation for constraining $π$NN interactions using nuclear ab initio methods.

Nuclear Schiff moment of fluorine isotope $^{19}$F

Abstract

Nuclear Schiff moments (NSMs) are sensitive probes for physics beyond the Standard Model of particle physics, signaling violations of time-reversal and parity-inversion symmetries in atomic nuclei. In this Letter, we report the first-ever calculation of a NSM in a nuclear ab initio framework, employing the no-core shell model to study the fluorine isotope F. We further perform quantum-chemistry calculations to evaluate the sensitivity of the hafnium monofluoride cation, HfF, to the NSM of F. Combined with recent high-precision measurements of the molecular electric dipole moment of HfF, our results enable the first experimental bound on the NSM of F. Although the resulting bounds on the pion-nucleon-nucleon (NN) coupling constants are not yet the most stringent, this work establishes the foundation for constraining NN interactions using nuclear ab initio methods.

Paper Structure

This paper contains 14 equations, 2 tables.