2007
DOI: 10.1088/0031-8949/75/5/006
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Hyperfine structure investigation of Sc I, part II: theoretical studies of the odd configurations

Abstract: Based on the experimental hyperfine structure data given in our previous study, the multi-configuration method has been used to calculate the fine structure of the odd parity configurations 3d4s4p, 4s 2 4p and 3d 2 4p of neutral Scandium taking into account configuration interaction effects. Magnetic dipole hyperfine structure constants are analysed in the effective-operator formalism for the isotope 45 Sc. Relativistic one-electron parameters of the magnetic dipole hyperfine structure a k s k l nl (k s k l = … Show more

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Cited by 6 publications
(10 citation statements)
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“…In the previous papers [10,11], the results on the fine structure calculation of atomic Scandium were presented for one even parity configuration 3d 2 4s and for three odd parity configurations 3d4s4p, 4s 2 4p, 3d 2 4p. In this work, we have calculated the fine structure of even parity configuration 3d4s 2 of atomic Scandium for the first time.…”
Section: Fine Structurementioning
confidence: 99%
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“…In the previous papers [10,11], the results on the fine structure calculation of atomic Scandium were presented for one even parity configuration 3d 2 4s and for three odd parity configurations 3d4s4p, 4s 2 4p, 3d 2 4p. In this work, we have calculated the fine structure of even parity configuration 3d4s 2 of atomic Scandium for the first time.…”
Section: Fine Structurementioning
confidence: 99%
“…The three configurations 3d4s4p, 4s 2 4p and 3d 2 4p were comprised of 23, two and 45 theoretical fine structure levels, respectively. Using the 62 experimental energy levels below 40000 cm -1 in a least squares fit with 20 free parameters, an average deviation of 95 cm -1 was achieved [11]. For the 3d 2 4s configuration, the program code of Cowan [13] was also applied in SL-coupling scheme by fitting the 16 experimental energy levels with an average deviation of 12 cm -1 [10].…”
Section: Fine Structurementioning
confidence: 99%
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“…Relativistic Hartree-Fock calculation for the HFS constants of the 2 D 3/2,5/2 states was performed by Desclaux & Bessis [20]. The parametric analyses for the HFS of the configurations 3d 2 4s, 3d4s4p, 3d 2 4p, and 4s 2 4p were performed by Siefart [18], Başar et al [12], and Öztürk et al [21], and the predicted HFS A values for all levels of these configurations were presented. Using the multi-configuration Dirac-Fock model, Bieroń et al [22] evaluated the HFS A constants of some 3d4s4p and 3d 2 4s levels, most of which agree well with the measured FTS results by Aboussaïd et al [14] & Dembczyński et al [1] reported semi-empirical predicted values of the HFS A constants of many even configurations.…”
Section: Introductionmentioning
confidence: 99%