2005
DOI: 10.1002/qua.20596
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Electronic structure, chemical binding, and elastic properties of M–H interactions as calculated by the Xα–DV method

Abstract: ABSTRACT:The nonempirical X ␣ -discrete-variation cluster method was used for a quantum chemistry investigation of interactions between a hydrogen atom and other atoms in systems of practical interest: M-H (MATi, V, Cr, Fe, Ni) and TaV 2 :H. We have calculated the parameters of chemical binding between M and H atoms: degree of ionicity (␣), covalency (␤), metallicity (␥), coefficient of bond elasticity (k), and reduced binding energy E bin . On the basis of the results obtained for M-H (MATi, V, Cr, Fe, Ni), w… Show more

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Cited by 3 publications
(2 citation statements)
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References 10 publications
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“…Based on electronic structure calculations for I and II clusters, the following estimations were carried out using the formulas given in 23: (1) effective charges of cluster atoms in the framework of the Mulliken scheme; (2) covalency ( P ) for MN bonds; (3) MO distribution over energy; (4) reduced binding energy $\tilde{E}$ bin numerically equal to the mean bonding energy per one valence electron interacting with one proton (in eV/u.a.) 24.…”
Section: Investigation Techniquesmentioning
confidence: 99%
“…Based on electronic structure calculations for I and II clusters, the following estimations were carried out using the formulas given in 23: (1) effective charges of cluster atoms in the framework of the Mulliken scheme; (2) covalency ( P ) for MN bonds; (3) MO distribution over energy; (4) reduced binding energy $\tilde{E}$ bin numerically equal to the mean bonding energy per one valence electron interacting with one proton (in eV/u.a.) 24.…”
Section: Investigation Techniquesmentioning
confidence: 99%
“…The calculations were carried out in a completely asymmetrical basis of atomic orbitals (AO) according to the magnetic orbital quantum number distribution. The frozen-core approximation was used; the rest of computation parameters corresponded to those described in [11]. Atomic orbital populations (P), effective charges (Q eff ) and magnetic moments of atoms (μ) as well as model densities of electronic states (DOS) were calculated.…”
Section: Methodsmentioning
confidence: 99%