1993
DOI: 10.1107/s0108768192009510
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Estimation of ionicity coefficients in Li2BeF4 crystals by X-ray diffraction

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Cited by 23 publications
(17 citation statements)
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References 13 publications
(20 reference statements)
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“…In our total-energy calculations, the nine closely related potential crystallographic structures are considered. They are, namely, ␣-Li 2 BeH 4 ͑monoclinic; P2 1 / c͒, 10 Cs 2 MgH 4 ͑orthorhombic; Pnma͒, 28 Li 2 BeF 4 ͑trigonal; R-3͒, 29 Na 2 SO 4 ͑trigonal; P-3m1͒, 30 K 2 WO 4 ͑monoclinic; C2/m͒, 31 Ag 2 WO 4 ͑orthorhombic; Pnn2͒, 32 Al 2 MgO 4 ͑cubic; Fd-3m͒, 33 ␣-K 2 ZnBr 4 ͑monoclinic; P2 1 / m͒, 34 and ␤-K 2 ZnBr 4 ͑monoclinic; P2 1 ͒. 34 In order to show how the structure of Li 2 BeH 4 varies under pressure, for each proposed structure, the equilibrium geometry and zero-temperature Gibbs free energy ͑total energy plus PV or enthalpy͒ at more than nine pressure points in the range from 0 to 30.0 GPa are obtained by the complete optimization of the structural parameters, as mentioned above.…”
Section: Resultsmentioning
confidence: 99%
“…In our total-energy calculations, the nine closely related potential crystallographic structures are considered. They are, namely, ␣-Li 2 BeH 4 ͑monoclinic; P2 1 / c͒, 10 Cs 2 MgH 4 ͑orthorhombic; Pnma͒, 28 Li 2 BeF 4 ͑trigonal; R-3͒, 29 Na 2 SO 4 ͑trigonal; P-3m1͒, 30 K 2 WO 4 ͑monoclinic; C2/m͒, 31 Ag 2 WO 4 ͑orthorhombic; Pnn2͒, 32 Al 2 MgO 4 ͑cubic; Fd-3m͒, 33 ␣-K 2 ZnBr 4 ͑monoclinic; P2 1 / m͒, 34 and ␤-K 2 ZnBr 4 ͑monoclinic; P2 1 ͒. 34 In order to show how the structure of Li 2 BeH 4 varies under pressure, for each proposed structure, the equilibrium geometry and zero-temperature Gibbs free energy ͑total energy plus PV or enthalpy͒ at more than nine pressure points in the range from 0 to 30.0 GPa are obtained by the complete optimization of the structural parameters, as mentioned above.…”
Section: Resultsmentioning
confidence: 99%
“…The procedure of constructing nonspherical atomic reference densities was refined further upon introducing a promolecule model constructed from nonspherical atomic densities with “optimized orientation”, and applied thereafter to tackle various problems . Furthermore, ionic instead of neutral atomic densities may be used to construct the promolecule model, although, in some cases, the final produced promolecule density is not sensitive to the selection of either atomic densities …”
Section: Conclusion and Prospectsmentioning
confidence: 99%
“…First, our reference model is an atomic and not an ionic one. Second, the density distributions of even the most strongly ionic compounds such as those of the alkali halides are well-simulated by a superposition of neutral atoms [20] [55] [58]. Note also that, when an atom is nearly spherical (small q-parameter and nearly identical populations of the three p-AOs), then the AO-directions are not well-defined and are physically less significant.…”
Section: Tft Core Parametersmentioning
confidence: 99%