2016
DOI: 10.1016/j.poly.2016.05.014
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Studies of the local lattice distortions for the various rhombic Ru3+ centres in AgX (X = Cl and Br)

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Cited by 6 publications
(3 citation statements)
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“…On the basis of the cluster approach containing the ligand orbital and spin–orbit coupling contributions in view of strong covalence of the system due to the high valence state of V 4+ , the spin–orbit coupling coefficients and the orbital reduction factors can be expressed as [ 32–35 ] lefttrueζ=Ntζd0+λt2ζp0/2,ζ'=()NtNe1/2ζd0λtλeζp0/2,k=Nt1+λt2/2,k'=()NtNe1/21λtλe+λsA/2. …”
Section: Theoretical Formulasmentioning
confidence: 99%
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“…On the basis of the cluster approach containing the ligand orbital and spin–orbit coupling contributions in view of strong covalence of the system due to the high valence state of V 4+ , the spin–orbit coupling coefficients and the orbital reduction factors can be expressed as [ 32–35 ] lefttrueζ=Ntζd0+λt2ζp0/2,ζ'=()NtNe1/2ζd0λtλeζp0/2,k=Nt1+λt2/2,k'=()NtNe1/21λtλe+λsA/2. …”
Section: Theoretical Formulasmentioning
confidence: 99%
“…Here, N t and N e are the normalization factors, and λ t and λ e (or λ s ) are the orbital admixture coefficients, which can be determined from the cluster approach [ 32–35 ] from the covalence factor N and the related group overlap integrals ( S dpt , S dpe , S ds , and A ).…”
Section: Theoretical Formulasmentioning
confidence: 99%
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