Inorganic Chemistry
Article
iridium, Bi Ir, and Bi Ir as well as thin fibers of a samarium−iridium
3
4
Table 1. Crystal Data and Structure Refinement for Bi Ir
4
antimonide−bismuthide with an approximate composition SmIrSb Bi
5
2
16
[
energy-dispersive X-ray (EDX) data]. Various phases were easily
empirical formula
cryst syst
Bi
trigonal, rhombohedral
R3
4
Ir
separated from each other mechanically based on their crystal habits.
Certainly, the synthesis of Bi Ir was not targeted in the way
space group
̅
m
4
presented. We repeatedly observed Bi Ir from bismuth flux experi-
4
Pearson symbol
fw, g mol−1
hR135
ments on related ternary antimonides. These data underline that Bi Ir
4
1028.1
is achievable and reproducible through this technique. This does,
however, not mean that such a strategy can generally by applied to
related binaries.
unit cell dimensions, pm
cell volume, nm3
a = 2656.7(2), c = 701.6(4)
V = 4.2881
Z = 27
formula units per cell
calcd density, g cm−
diffractometer type
EDX Analyses. The composition of the Bi Ir crystals was analyzed
4
3
10.75
by EDX using a ZEISS EVO MA10 scanning electron microscope in
variable pressure mode. Elemental iridium and bismuth were used as
standards. No impurity elements heavier than sodium (detection limit
of the instrument) were observed. The crystals exhibited the
composition of 80 ± 1 atom % bismuth and 20 ± 1 atom % iridium,
IPDS-II
detector distance, mm
exposure time, min
ω range; increment, deg
60
3
0−180, 1.0°
13.3, 3.1, 0.013
20 × 20 × 60
131.2
in excellent agreement with the proposed formula Bi Ir.
4
integration param (A, B, EMS)
Single-Crystal X-ray Diffraction. Small block-shaped single
cryst size, μm3
crystals of Bi Ir were isolated from the flux by mechanical
abs coeff, mm−1
4
fragmentation. In order to check the crystal quality, Laue photographs
of the crystals were collected on a Buerger precession camera (white
molybdenum radiation, imaging plate technique, and Fujifilm BAS-
transmn ratio (max/min)
F(000), e
3.54
11043
θ range for data collection, deg
range in hkl
3−30
±36, ±36, ±8
1
800). Intensity data were collected at room temperature using a Stoe
IPDS-II imaging plate diffractometer (graphite-monochromatized Mo
Kα radiation; λ = 71.073 pm) in the oscillation mode. Numerical
total no. of reflns
5339
−1
absorption correction (μ = 131.2 mm ) was applied to the data set.
Lattice metrics and systematic reflection conditions first suggested the
monoclinic space groups C2/m, Cm, and C2. The centrosymmetric
group was chosen for the first structure refinement. The starting
atomic parameters were found by means of the SUPERFLIP
indep reflns/Rint
959/0.088
477/0.120
959/41
reflns with I ≥ 2σ(I)/Rσ
no. of data/param
GOF on F2
0.74
1
7
18
R1/wR2 for I > 2σ(I)
0.028/0.044
0.058/0.092
38(8) × 10−
5.84/−5.17
program, implemented in the JANA2006 package. Critical
inspection of the resultant structure model gave strong hints for
higher, presumably rhombohedral, symmetry. Evaluation of the
R1/wR2 (all data)
5
extinction coeff
largest diff peak/hole (e Å−3)
19
monoclinic structural model with the PLATON routine readily led
to the correct space group, R3m. Examples of overlooked trigonal
symmetry are well-known for diverse structures. The setting
̅
2
0
obtained for Bi Ir from PLATON was subsequently standardized
4
2
1,22
with the TIDY routine,
and the structure refinement has smoothly
converged to the residuals listed in Table 1. The final positional
parameters and interatomic distances are listed in Tables 2 and 3. All
sites are fully occupied. Further details on the structure determination
are available from Fachinformationszentrum Karlsruhe, D-76344
Eggenstein-Leopoldshafen, Germany, by quoting CSD 428458.
Quantum-Chemical Calculations. Scalar-relativistic and fully
relativistic density functional theory (DFT)-based calculations were
performed using the full-potential linearized augmented plane wave
23
(
LAPW) method within the local density approximation. Chemical
bonding was characterized via topological analysis of the real-space
σ
24,25
electron localizability indicator (ELI-D, γ )
that was performed in
D
26
the DGrid program package and visualized with the Paraview
software. Formal atomic charges were calculated via integration of
27
the electron density (ρ) in basins according to the quantum theory of
28
atoms in molecules (QTAIM) developed by Bader.
RESULTS AND DISCUSSION
■
Synthesis and Structure. The fundamental obstacles that
hamper direct crystal growth of bismuth−iridium phases have
been ameliorated by activating iridium via a prereaction with
antimony and samarium with the subsequent addition of
bismuth to the system. The Bi Ir crystals are one of the reaction
the aforementioned cases, the local connectivity is the same.
Each polyhedron is linked to four others, defining two trigonal
prisms of bismuth atoms; i.e., there are two trigonal prisms per
three polyhedra.
4
products (see the Experimental Section) that grew out of the
quaternary reaction mixture. The formation of byproducts
cannot be avoided, and pure-phase samples cannot be
synthesized by this method.
The polyhedral network of Bi Ir combines structural motifs
4
As by now, Bi Ir represents the bismuth-richest phase in the
that resemble those in the topological insulator Bi Rh I (six-
membered rings of polyhedra stacked along 0, 0, z) with those
4
14
3 9
2
9,30
Bi−Ir system. Bi Ir is not isostructural to Bi Rh
but
crystallizes in a novel rhombohedral structure type with 18
formula units per unit cell [R3m, a = 2656.7(2) pm, and c =
4
4
found in the superconductor Bi Rh (helices of alternating
14
3
1
1
̅
cubes and antiprisms around / , / , z and, with opposite
3 3
B
dx.doi.org/10.1021/ic502205k | Inorg. Chem. XXXX, XXX, XXX−XXX