1965
DOI: 10.1080/00268976500100551
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The angular overlap model, an attempt to revive the ligand field approaches

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Cited by 433 publications
(109 citation statements)
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“…12,14,15 However, we can also consider other ways to parameterize the ligand field potential, since the Wybourne scheme is not very transparent from the chemical point of view. Another way to illustrate the ligand field potential is obtained using the concept of AOM following the work of Schäffer and Jørgensen 45 and Urland 46 for single-open-shell d and f electrons, respectively. In the case of the CaF 2 :Pr 3+ system for instance, we obtain the AOM parameters (in cm À1 ) e s (f) = 562, e p (f) = 202, e s (d) = 13 426 and e p (f) = 3644, knowing that the O h symmetry of the structure allows considering eight identical and equivalent fluoride ligands by symmetry (Fig.…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…12,14,15 However, we can also consider other ways to parameterize the ligand field potential, since the Wybourne scheme is not very transparent from the chemical point of view. Another way to illustrate the ligand field potential is obtained using the concept of AOM following the work of Schäffer and Jørgensen 45 and Urland 46 for single-open-shell d and f electrons, respectively. In the case of the CaF 2 :Pr 3+ system for instance, we obtain the AOM parameters (in cm À1 ) e s (f) = 562, e p (f) = 202, e s (d) = 13 426 and e p (f) = 3644, knowing that the O h symmetry of the structure allows considering eight identical and equivalent fluoride ligands by symmetry (Fig.…”
Section: Resultsmentioning
confidence: 99%
“…The labels (f), (d) and (fd) next to the parameters emphasize the origin of the parameters to be a perturbation of the 4f, the 5d and both 4f, 5d orbitals of the lanthanide ion, respectively. The ligand field interaction can also be described with respect to the Angular Overlap Model (AOM), 45,46 requiring in the present case twoopen-shell f and d.…”
Section: Ligand Field Parametersmentioning
confidence: 99%
“…This formulation of the ligand field potential (eqn (6)) and related representation are like the Stevens parameters A k,q , 35,36 while elegant might be sometimes cumbersome and does not offer any chemical insight. To circumvent this problem, we have decided to represent our ligand field potential using the so-called Angular Overlap Model (AOM), 37 inasmuch as in each computational step we are performing, its plausibility connected with chemical insight is given. The theory of AOM is also exhaustively explained elsewhere 37,38 and was applied thoroughly to describe the influence of the ligand field on either the 3d-orbital of the transition metal 37 or the 4f-orbital of lanthanide complexes.…”
Section: Methodsmentioning
confidence: 99%
“…To circumvent this problem, we have decided to represent our ligand field potential using the so-called Angular Overlap Model (AOM), 37 inasmuch as in each computational step we are performing, its plausibility connected with chemical insight is given. The theory of AOM is also exhaustively explained elsewhere 37,38 and was applied thoroughly to describe the influence of the ligand field on either the 3d-orbital of the transition metal 37 or the 4f-orbital of lanthanide complexes. 3 The AOM approach represents the 7 Â 7 H LF (f) and the 5 Â 5 H LF (d) ligand field matrices in terms of two different sets of e s and e p parameters for each ligand donor, weighted by factors depending to the angular position of the ligand in the coordination sphere of the Pr 3+ center.…”
Section: Methodsmentioning
confidence: 99%
“…The splitting pattern of the orbitals can be easily rationalized within the angular overlap model (AOM). (1) e eq r and e eq p are AOM parameters for the equatorial nitrogen ligands refering to a standard orientation [31,32]. Since there is no poverlap within porphyrine plane the b 2g (d xy ) orbital has a non-bonding character.…”
Section: Ground State and Epr Spectra Of Copmentioning
confidence: 99%