2017
DOI: 10.1088/1361-6455/aa977d
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Spectroscopic and electric dipole properties of Sr+Ar and SrAr systems including high excited states

Abstract: The spectroscopic properties of the fundamental and several excited states of Sr + Ar and SrAr, Van der Waals systems are investigated by employing an ab initio method in a pseudo-potential approach. The potential energy curves and the spectroscopic parameters are displayed for the 1-10 2 Σ + , 1-6 2 Π and 1-3 2 Δ electronic states of the Sr + Ar molecule and for the 1-6 1 Σ + , 1-4 3 Σ + , 1-3 1,3 Π and 1-3 1,3 Δ states of the neutral molecule SrAr. In addition, from these curves, the vibrational levels and t… Show more

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Cited by 5 publications
(4 citation statements)
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“…The second contribution describes in equation (1) describes the core-core interaction energy (Sr ++ Kr). For this interaction, we employed the analytical potential 'Polarizable Potential Model' developed by Hamdi et al [29] to reproduce the spectroscopic constants for the PES of the Sr 2+ Kr molecule studied by Gardner et al [40]. The Polarizable Potential Model (PPM) is described by the following equation: Table 3.…”
Section:  mentioning
confidence: 99%
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“…The second contribution describes in equation (1) describes the core-core interaction energy (Sr ++ Kr). For this interaction, we employed the analytical potential 'Polarizable Potential Model' developed by Hamdi et al [29] to reproduce the spectroscopic constants for the PES of the Sr 2+ Kr molecule studied by Gardner et al [40]. The Polarizable Potential Model (PPM) is described by the following equation: Table 3.…”
Section:  mentioning
confidence: 99%
“…In the theoretical scheme, various authors studied the spectroscopic characteristics of the diatomic molecules formed by the metal species [29][30][31][32][33][34][35][36][37][38][39][40]. Tomza and co-workers [38] studied the excited electronic states of the Sr 2…”
Section: Introductionmentioning
confidence: 99%
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“…In our computation, the theoretical energies were determined at self-consistent field (SCF) level based on the core polarization potentials operator (CPP) method. Then, the full CI was calculated using the package code, which is developed by the LCPQ in Toulouse (CIPSI, MOYEN, BDAV) (Barthelat & Durand, 1978;Berriche & Gadea, 1995;Boutalib & Gadea, 1992;Boutalib, Daudey, & Mouhtadi, 1992;Chaieb, Habli, Mejrissi, Oujia, & Gadea, 2014;Dardouri, Habli, Oujia, & Gad ea, 2012;Duplaa & Spiegelmann, 1996;Durand & Barthelat, 1975;Evangelisti, Daudey, & Malrieu, 1983;Foucrault, Millie, & Daudey, 1992;Gadea & Pelissier, 1990;Groß & Spiegelmann, 1998;Habli, Dardouri, Oujia, & Gad ea, 2011;Habli et al, 2015Habli et al, , 2016Hamdi et al, 2018;Huron, Malrieu, & Rancurel, 1973;Kh emiri, Dardouri, Oujia, & Gadea, 2013;Khelifi, Oujia, & Gadea, 2007;Mtiri et al, 2017;P elissier, Komiha, & Daudey, 1988;Poteau & Spiegelmann, 1995;Souissi et al, 2017aSouissi et al, , 2017b). For the model of the interaction between the valence electrons with the polarizable Fr þ and Cs þ cores, the core polarization potential V CPP giving by M€ uller, Flesch, and Meyer (1984) is given by…”
Section: Basis Setmentioning
confidence: 99%