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Experimental and theoretical studies of the coupled A 1 Σ + and b Π 3 states of NaK
Heather Harker, Patrick Crozet, Amanda J. Ross, Kara Richter, Joshua Jones, Carl Faust, John Huennekens, Andrey Stolyarov, Houssam Salami, Thomas Bergeman

Experimental and theoretical studies of the coupled A 1 Σ + and b Π 3 states of NaK

Science & Mathematics Published 2015 Verification Pending

Overview & Synopsis

We report an extensive series of transitions (including collisional transfer lines) from pure and mixed levels of the NaK A1Σ+ and b3Π states to the X1Σ+ state, observed at the Université Lyon 1 using Fourier-transform spectroscopy. We then combine these data with previously reported data on these states from emission from the B1Π and C1Σ+ states and from mutually perturbed levels of the D1Π and d3Π states. We obtain 2758 distinct term values: the full data set includes 11 624 term values, with many multiple determinations from transitions over a range of vibrational and rotational levels. The data are analyzed by fitting to potentials of the “Hannover” form [C. Samuelis et al., Phys. Rev. A 63, 012710 (2000)] plus spin-orbit (SO) functions in a simple Morse form, yielding an rms residual of approximately 0.029 cm−1. The empirical SO functions agree well with their ab initio counterparts obtained from electronic structure calculations based on nonempirical effective core potentials. From level energies of the A−b complex calculated from the fitted potentials and SO functions, we identify reasonable candidates for transitions between Feshbach resonance states and mixed singlet-triplet gateway levels of the A1Σ+−b3Π manifold, leading either to v=0 levels of the X state or to mixed singlet-triplet levels at higher energies that can be used for perturbation-facilitated double-resonance experiments.

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Document Title Experimental and theoretical studies of the coupled A 1 Σ + and b Π 3 states of NaK
Author / Organization Heather Harker, Patrick Crozet, Amanda J. Ross, Kara Richter, Joshua Jones, Carl Faust, John Huennekens, Andrey Stolyarov, Houssam Salami, Thomas Bergeman
Subject & Discipline Multidisciplinary Academic Open Research
Categories Science & Mathematics
Publication Year 2015
License / Rights Open Access / Creative Commons
Resource Verification Listed PDF (Verification Pending)
Original Host Website HAL Open Science (hal.science)
File Format application/pdf (Portable Document Format)
Language EN
Catalog ID DOC-14051
Original Source Link Visit Source Page on hal.science »