2000
DOI: 10.1002/1097-461x(2000)80:4/5<623::aid-qua11>3.0.co;2-0
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Ab initio model potential embedded cluster calculation of the absorption spectrum of Cs2GeF6:Mn4+. Large discrepancies between theory and experiment

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Cited by 17 publications
(50 citation statements)
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“…4 2Ϫ calculations where all 81 Mn and F electrons were treated explicitly and described by a much larger atomic natural orbital basis set: Mn(21s15p10d6 f 4g), 17,18 F(14s9 p4d), 19 contracted as Mn͓8s7 p6d2 f 1g͔, F͓4s3 p2d͔. In the end the test calculations indicated that the errors in the electronic transition energies associated with basis set limitations and use of core and embedding AIMP operators are smaller than 400 cm Ϫ1 .…”
Section: A Basis Sets and Coreõembedding Aimpmentioning
confidence: 95%
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“…4 2Ϫ calculations where all 81 Mn and F electrons were treated explicitly and described by a much larger atomic natural orbital basis set: Mn(21s15p10d6 f 4g), 17,18 F(14s9 p4d), 19 contracted as Mn͓8s7 p6d2 f 1g͔, F͓4s3 p2d͔. In the end the test calculations indicated that the errors in the electronic transition energies associated with basis set limitations and use of core and embedding AIMP operators are smaller than 400 cm Ϫ1 .…”
Section: A Basis Sets and Coreõembedding Aimpmentioning
confidence: 95%
“…2 The embedding potential we use for Cs 2 GeF 6 was obtained in Ref. 4. The spin free relativistic Cowan-Griffin-AIMP we use for Mn was obtained in Ref.…”
Section: A Basis Sets and Coreõembedding Aimpmentioning
confidence: 99%
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“…21 They accurately reproduce the quantummechanical interactions between the ͑frozen͒ Hartree-Fock descriptions of the external crystal ions ͑e.g., Cs + , Ge 4+ , and F − in Cs 2 GeF 6 ͒ and the ͑multiconfigurational͒ wave functions associated with the point defect cluster ͑UF 6 ͒ 2− . They include ͑i͒ a long-range Coulomb term, which in ionic crystals is the corresponding Madelung potential, ͑ii͒ a shortrange Coulomb term, which corrects the latter taking into account that the lattice ions are not point charges but charge densities associated with Hartree Fock wave functions, ͑iii͒ an exchange term, which stems from the fact that the generalized antisymmetric product of the cluster and the external ion wave functions fulfil the first-principles requirement of antisymmetry with respect to interchange of electrons between the cluster and lattice group functions, and ͑iv͒ a projection term, which guarantees that the defect cluster and external ion wave functions are built using linearly independent sets of orbitals; this term actually prevents variational collapse of the cluster wave functions on the lattice ions.…”
Section: Methods and Details Of The Calculationsmentioning
confidence: 94%