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(LiI) 2 Li 3 SbS 3 : A mixed Alkali Metal Halide Thioantimonate with a novel Tetrahedron Network
Author(s) -
Pfitzner Arno,
Preitschaft Christian,
Rau Franz
Publication year - 2004
Publication title -
zeitschrift für anorganische und allgemeine chemie
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.354
H-Index - 66
eISSN - 1521-3749
pISSN - 0044-2313
DOI - 10.1002/zaac.200300292
Subject(s) - crystallography , alkali metal , octahedron , orthorhombic crystal system , tetrahedron , crystal structure , halide , lithium (medication) , chemistry , stoichiometry , materials science , inorganic chemistry , organic chemistry , medicine , endocrinology
(LiI) 2 Li 3 SbS 3 was prepared by solid‐state reaction of stoichiometric amounts of LiI, Li, Sb, and S in the ratio 2 : 3 : 1 : 3. The product is air and moisture sensitive. The crystal structure was determined from single crystals at room temperature. Colourless to pale yellow (LiI) 2 Li 3 SbS 3 crystallizes in the orthorhombic system, space group Pnnm (no. 58) with a = 10.436(1)Å, b = 13.509(1)Å, c = 7.530(1)Å, V = 1061.6(1)Å 3 , and Z = 4 (data at 20 °C). The crystal structure of (LiI) 2 Li 3 SbS 3 is closely related to that of (CuI) 2 Cu 3 SbS 3 and (AgI) 2 Ag 3 SbS 3 , at least for the positions of I, Sb, and S. Thus, iodine forms an eutactic arrangement which resembles the structure of hexagonal diamond. [SbS 3 ] 3— units are embedded in this framework in a way that the sulphur atoms of two adjacent trigonal pyramids form distorted octahedral voids. The lithium ions are tetrahedrally coordinated and fully ordered within the anionic framework. The three‐dimensional connectivities in (LiI) 2 Li 3 SbS 3 are significantly different from the homologous copper and silver compound due to the bonding necessities of Li and slightly different radii of the monovalent cations. Thus, a novel three‐dimensional network of edge sharing tetrahedra is observed in (LiI) 2 Li 3 SbS 3 . It exhibits strands of eight‐membered rings of edge sharing tetrahedra which are linked by common vertices and cross linked by double tetrahedra.