1991
DOI: 10.1088/0953-4075/24/9/008
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CEPA calculations on highly excited states:2Sigma+Rydberg series of NO

Abstract: 2 Sigma + Rydberg states of the NO molecule have been calculated by ab initio methods up to the 8s sigma state. In addition to the SCF procedure the coupled electron pair approximation (CEPA) has been applied in order to account for electron correlation effects. Quantum defects and partial wave expansion coefficients are presented for states of the Rydberg series ns sigma , np sigma , nd sigma and nf sigma . The energy dependence of the quantum defects and the angular momentum composition of the Rydberg states… Show more

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Cited by 16 publications
(18 citation statements)
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“…The nature of the n sσ and n dσ Rydberg MOs also deserves a few remarks. Previous studies agree with the idea that because the field inside the core is nonspherical it can mix up Rydberg orbitals that belong to the same irreducible representation within the C ∞ v symmetry group but have different quantum numbers n and 𝓁 . It turns out that the n dσ orbitals of NO are strongly mixed with ( n + 1)sσ 38 orbitals.…”
Section: Results and Analysissupporting
confidence: 62%
“…The nature of the n sσ and n dσ Rydberg MOs also deserves a few remarks. Previous studies agree with the idea that because the field inside the core is nonspherical it can mix up Rydberg orbitals that belong to the same irreducible representation within the C ∞ v symmetry group but have different quantum numbers n and 𝓁 . It turns out that the n dσ orbitals of NO are strongly mixed with ( n + 1)sσ 38 orbitals.…”
Section: Results and Analysissupporting
confidence: 62%
“…This was achieved by combining a simple effective Hamiltonian, which accounts for the spin-orbit splitting in the 2p holes, 10,11,14,23 with results from the nonrelativistic MCCEPA approach 9 and with the basis sets of Kaufmann et al, 35 which are particularly well adapted to describe molecular Rydberg orbitals accurately. 44 TABLE VI. Energies and the relativistic part of the intensities (I r, f ) of the spin-orbit operator Ĥ so and their derivatives with respect to the singlet-triplet and spin-orbit splitting perturbation operators for the 2p Ϫ1 nl states of HCl.…”
Section: Discussionmentioning
confidence: 99%
“…Figure 4 shows that for NO + , j = 2 excitation is more likely for all models than j = 1. It has often been noted that NO + , which is isoelectronic with N 2 , is quasihomonuclear (Kaufmann 1991). For a homonuclear diatomic, excitations with j odd are symmetry forbidden.…”
Section: No +mentioning
confidence: 99%