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LiK B<sup>1</sup>Π potential: combining short and long range data

POSTER

Abstract

We present spectroscopic measurements of the long range states of the 6Li40K molecule near its Li(42S1/2) + K(42P3/2) asymptote which in combination with existing data in the short range lead to the full characterization of the B1Π potential with high spectroscopic resolution. Starting from weakly bound ultracold Feshbach molecules, we performed one-photon loss spectroscopy of the high-lying levels of the B1Π potential. A total of twenty-five vibrational lines were observed close to the asymptote which were combined with existing data from photo association spectroscopy [1]. Extrapolation of the latter led to the assignment of our observed lines to vibrational levels in the spin-orbit coupled potentials near the dissociation threshold. For our Hund’s case (c) molecules, a complete set of data is presented for the Ω=1up state, by combining the long range measurements with data from the short range states of the B1Π from heat-pipe spectroscopy of the 7Li39K molecule [2]. Using mass scaling, we modelled the short range and the long range part of the potential simultaneously and produced the Rydberg-Klein-Rees (RKR) curve for the complete potential. The vibrational energies and the rotational constants were defined in terms of Dunham representation and compared with a mixed near-dissociation / Dunham expansion. We present the improved empirical curve for the long range part of the Ω=1up state. [1] A. Ridinger, et. al., EPL, 96, 33001, (2011); [2] A. Pashov, et. al., Chem. Phys. Lett. 292, 615-620 (1998)

Presenters

  • Sofia Botsi

    Centre for Quantum Technologies, National University of Singapore

Authors

  • Sofia Botsi

    Centre for Quantum Technologies, National University of Singapore

  • Anbang Yang

    Centre for Quantum Technologies, National University of Singapore

  • Sunil Kumar

    Centre for Quantum Technologies, National University of Singapore

  • Sambit B Pal

  • Mark Lam

    Centre for Quantum Technologies, National University of Singapore

  • Kai Dieckmann

    Centre for Quantum Technologies, National University of Singapore