2018
DOI: 10.1107/s205322961800565x
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Undistorted linear Bi chains with hypervalent bonding in La3TiBi5 from single-crystal X-ray diffraction

Abstract: The crystal structure of the lanthanum titanium bismuthide LaTiBi (Pearson code hP18, Wyckoff sequence b d g2) has been established from single-crystal X-ray diffraction data and analyzed in detail using first-principles calculations. There are no anomalies pertaining to the atomic displacement parameter of the Ti site, previously reported based on a powder X-ray diffraction analysis of this compound. The anionic substructure contains columns of face-sharing TiBi octahedra and linear Bi chains. Due to a signif… Show more

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Cited by 15 publications
(20 citation statements)
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“…The apical Bi vertices of the adjacent NiBi 5 pyramids along the c direction are located at a distance of 3.199(1) Å and form zigzag chains (Figure d). Although such a long contact exceeds the expected lengths for single-bonded Bi–Bi interactions, this distance is in good agreement with reported Bi–Bi hypervalent bonds in, e.g., linear chains or oligomers. , The bases of the pyramids are fused to form a slightly rippled “square” net of Bi atoms (Figure e). Whereas the Bi–Bi contacts between the adjacent atoms in the net are equal, the arrangement of the Bi atoms deviates from planarity, with an atomic displacement of 0.0928(7) Å with respect to the average plane.…”
Section: Resultssupporting
confidence: 88%
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“…The apical Bi vertices of the adjacent NiBi 5 pyramids along the c direction are located at a distance of 3.199(1) Å and form zigzag chains (Figure d). Although such a long contact exceeds the expected lengths for single-bonded Bi–Bi interactions, this distance is in good agreement with reported Bi–Bi hypervalent bonds in, e.g., linear chains or oligomers. , The bases of the pyramids are fused to form a slightly rippled “square” net of Bi atoms (Figure e). Whereas the Bi–Bi contacts between the adjacent atoms in the net are equal, the arrangement of the Bi atoms deviates from planarity, with an atomic displacement of 0.0928(7) Å with respect to the average plane.…”
Section: Resultssupporting
confidence: 88%
“…Both interactions are slightly underoptimized owing to population of the antibonding states just below E F . Such an electronic pattern is typical for electron-rich (hypervalent) bonding. ,, For the Bi–Bi pairs in the zigzag chains, a localized region of antibonding character is situated in the energy window of 0.7 eV < E – E F < 1.9 eV. It can be foreseen that electron doping would eventually destabilize the Bi–Bi bonding, which could lead to structural distortions or decomposition into competing phases.…”
Section: Resultsmentioning
confidence: 99%
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“…Compositions bearing electropositive metals A , e.g., alkali, alkaline-earth, or rare-earth metals, are of particular interest, since they often show an amalgamation of metal and saltlike features, because of the significant polarization of the A – Pn bonds. Remarkable structural complexity is observed in the alkali-metal–Nb–As systems, boasting As n oligomers and mixed-valent Nb species. , Considering the heavier pnictogens Sb and Bi, many crystalline phases showing complex combinations of extended Ti–Ti and Pn – Pn bonding are known in the AE –Ti– Pn and RE –Ti– Pn systems, where AE and RE stand for alkaline-earth and rare-earth metal, respectively. Interestingly, despite a high chemical affinity of Ti to Bi, reflected in high mutual solubility in the liquid state and the formation of several binary phases, structurally characterized multinary titanium bismuthides in the discussed systems are limited to the Heusler-type Li 3– x Ti x Bi, La 3 TiBi 5 , , displaying one-dimensional linear Bi chains and face-sharing TiBi 6 columns, and AE 5 Ti 12 Bi 19+ x ( AE = Sr, Ba, Sr+Eu) with a complex three-dimensional Ti–Bi substructure…”
Section: Introductionmentioning
confidence: 99%
“…While an extensive amount of work has been done to showcase the potential of hypervalent 2D square-nets as an avenue for new topological materials, 3,4,[45][46][47] [48][49][50][51][52][53] Density functional theory (DFT) calculations show a complex electronic structure with several band crossings at the Fermi level, some of which are gapped by SOC. Importantly, the features of a simple 1D chain model are found in the electronic structure.…”
Section: Introductionmentioning
confidence: 99%