1992
DOI: 10.1007/978-3-642-95686-7
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Crystal Fields for Transition-Metal Ions in Laser Host Materials

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Cited by 128 publications
(139 citation statements)
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“…where From the free-ion parameters B 0 ≈ 1160 cm −1 and C 0 ≈ 4303 cm −1 for Mn 4+ [20], we obtain the covalency factor f ≈ (B/B 0 + C/C 0 )/2 ≈ 0.754 for the [MnF 3 O 3 F' 3 ] 8− cluster. Then the orbital reduction factor k, the spin-orbit coupling coefficient ζ and the dipole hyperfine structure parameter P can be expressed as…”
Section: Calculationsmentioning
confidence: 87%
See 1 more Smart Citation
“…where From the free-ion parameters B 0 ≈ 1160 cm −1 and C 0 ≈ 4303 cm −1 for Mn 4+ [20], we obtain the covalency factor f ≈ (B/B 0 + C/C 0 )/2 ≈ 0.754 for the [MnF 3 O 3 F' 3 ] 8− cluster. Then the orbital reduction factor k, the spin-orbit coupling coefficient ζ and the dipole hyperfine structure parameter P can be expressed as…”
Section: Calculationsmentioning
confidence: 87%
“…where ζ 0 d ≈ 405 cm −1 [20] and P 0 ≈ 235 × 10 −4 cm −1 [21] are the corresponding free-ion values.…”
Section: Calculationsmentioning
confidence: 99%
“…2+ ions at octahedral and lower symmetry sites, depending on the crystal-field (CF) strength [14][15][16], three routes exists, which yield the possible energy level schemes with the ground state corresponding to nominal "spin" S = 1 systems [9]. Note that properly ligand field (LF) is not an alternative name of crystal field (CF), since the latter is a purely ionic account, whereas in the former case covalency effects are included.…”
Section: For Fementioning
confidence: 99%
“…It is found that the g-shift ∆g i (= g i − g e , where i = || and ⊥ and g e = 2.0023 is the spin-only value) for the Mn 4+ center is slightly negative and the absolute value |∆g i | of the Mn 4+ center is smaller than that of the Cr 3+ center [2,3]. In general, the slightly negative ∆g i arises from two causes: (i) the large contribution to the g factor due to the spin-orbit (SO) coupling parameter of the ligand via covalence effect in the case of a ligand having a large SO coupling parameter (where a two-SO-parameter model including both the SO coupling parameter of 3d n ion and that of ligand should be used [4,5]) and (ii) the large contribution to the g factor from the charge transfer (CT) mechanism in the case of the central 3d n ion having high valence state and hence low CT energy level [6] (thus, the influence of the CT excited state on the g factors of the ground state cannot be neglected and so both crystal field (CF) and CT mechanisms should be considered [7,8] [10]), the second cause may be important. In order to confirm the above opinion and to study the relative importance of the CT mechanism not only for the g factors, but also for zero-field splitting D and the change of the relative importance of these with the valence state of 3d 3 ions, in this paper we establish the complete high-order perturbation formulas including both CF and CT mechanisms for the EPR parameters of 3d 3 ions in tetragonal octahedral clusters.…”
Section: Introductionmentioning
confidence: 99%