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      The Rabbi frequency on the \(H^3\Delta_1\) to \(C^1\Pi\) transition of ThO: influence of interaction with electric and magnetic fields

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          Abstract

          Calculations of correlations of the Rabbi frequency on the \(H^3\Delta_1\) to \(C^1\Pi\) transition of ThO molecule with experimentally switched parameters in the electron electric dipole moment (eEDM) search experiment are performed. Calculations are required for estimations of systematic errors in the experiment due to imperfections in the laser beams used to prepare the molecule and read out the eEDM signal.

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          Disorder-induced Purcell enhancement in nanoparticle chains

          Mihail Petrov (2015)
          Article 0 comments Cited 11 times – based on 0 reviews     Review now
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            THE BASIC CONCEPTS OF QUANTUM MECHANICS

            L.D. Landau, E.M. Lifshitz (1977)
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              Hyperfine and Zeeman interactions of the \(a(1)[^3\Sigma^+_1]\) state of PbO

              A. N. Petrov (2010)
              The role of the interaction with the nearest electronic state \(^3\Sigma^+_{0^-}\) on the hyperfine structure and magnetic properties of the \(a(1)[^3\Sigma^+_1]\) state of PbO is assessed. The accounting for this contribution leads to difference between \(g\)-factors of the \(J=1\) \(\Omega\)-doublet levels, \( \Delta g = 37\times10^{-4}\), that is in a good agreement with the experimental datum \( \Delta g = 30(8)\times10^{-4}\). The contribution of this interaction rapidly grows with \(J\). For \(J=30\) the difference of \(g\)-factors of \(\Omega\)-doublet states reaches 100%; for hyperfine constants it is 18%. These differences also depend on the electric field and for \(E=11\) V/cm for \(^{207}\)PbO the difference in \(g\)-factors turn to zero. The latter is important for suppressing systematic effects in the electron electric dipole moment search experiment.
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                Author and article information

                Journal
                Publication date Created: 2017-04-09
                Article
                ArXiV ID: 1704.02670
                SO-VID: 25fe289c-35cf-488a-9ee4-abe085369567
                License:

                http://arxiv.org/licenses/nonexclusive-distrib/1.0/

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                Categories physics.atom-ph

                ScienceOpen disciplines: Atomic & Molecular physics
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                ScienceOpen disciplines: Atomic & Molecular physics

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