6 research outputs found
Antiferromagnetic Spin Correlations Between Corner-Shared [FeO<sub>5</sub>]<sup>7–</sup> and [FeO<sub>6</sub>]<sup>9–</sup> Units, in the Novel Iron-Based Compound: BaYFeO<sub>4</sub>
A novel
quaternary compound in the Ba–Y–Fe-O phase diagram was
synthesized by solid-state reaction and its crystal structure was
characterized using powder X-ray diffraction. The crystal structure
of BaYFeO<sub>4</sub> consists of a unique arrangement of Fe<sup>3+</sup> magnetic ions, which is based on alternate corner-shared units of
[FeO<sub>5</sub>]<sup>7–</sup> square pyramids and [FeO<sub>6</sub>]<sup>9–</sup> octahedra. This results in the formation
of stairwise channels of FeO polyhedra along the <i>b</i> crystallographic axis. The structure is described in an orthorhombic
crystal system in the space group <i>Pnma</i> with lattice
parameters <i>a</i> = 13.14455(1) Ã…, <i>b</i> = 5.694960(5) Ã…, and <i>c</i> = 10.247630(9) Ã….
The temperature-dependent magnetic susceptibility data reveal two
antiferromagnetic (AFM) transitions at 33 and 48 K. An upturn in the
magnetic susceptibility data above these transitions is observed,
which does not reach its maximum even at 390 K. The field-dependent
magnetization data at both 2 and 300 K show a nearly linear dependence
and do not exhibit significant hysteresis. Heat capacity measurements
between 2 and 200 K reveal only a broad anomaly without any indication
of long-range ordering. The latter data set is not in good agreement
with the magnetic susceptibility data, which makes it difficult to
exactly determine the magnetic ground state of BaYFeO<sub>4</sub>.
Accordingly, a temperature-dependent neutron diffraction study is
in order, which will enable resolving this issue. The theoretical
study of the relative strengths of magnetic exchange interactions
along various possible pathways, using extended Hückel spin
dimer analysis, shows that only interactions between square pyramidal
and octahedral centers are significant, and among them, the intrachannel
correlations are stronger than interchannel interactions. This is
the first physical property study in such a magnetic ion substructure
Long-Range Antiferromagnetic Ordering in B‑Site Ordered Double Perovskite Ca<sub>2</sub>ScOsO<sub>6</sub>
A new Os-based B-site
ordered double perovskite with the chemical composition of Ca<sub>2</sub>ScOsO<sub>6</sub> was successfully synthesized. The crystal
structure of the title compound was determined by employing the powder
X-ray diffraction method and was found to crystallize in the monoclinic <i>P</i>2<sub>1</sub>/<i>n</i> space group with the cell
constants of <i>a</i> = 5.4716(1) Ã…, <i>b</i> = 5.6165(1) Ã…, <i>c</i> = 7.8168 (1) Ã…, and
β = 89.889 (2)°. The temperature-dependent magnetic susceptibility
data suggest that this novel <i>S</i> = <sup>3</sup>/<sub>2</sub> compound undergoes an antiferromagnetic transition at ∼69
K. Fitting the high-temperature susceptibility data (100–300
K) to Currie–Weisse behavior showed <i>C</i> = 1.734
emu·K/mol (μ<sub>eff</sub> = 3.72 bohr magnetons) and θ
= −341 K, which is indicative of dominant antiferromagnetic
interactions. Temperature-dependent specific heat measurements exhibit
a λ shape anomaly at 69 K, which is consistent with a long-range
ordering of the spins. Because of a triangular arrangement of antiferromagnetically
ordered magnetic ions, the system exhibits some degree of geometric
magnetic frustration (GMF), but not strongly. Spin-dimer analysis,
employing extended Hückel theory, reveals that a dominant exchange
interaction exists (along the <i>a</i> crystallographic
axis in perovskite layer), which violates the perfect condition for
GMF
Synthesis, Crystal Structure, and Magnetic Properties of Li<sub>3</sub>Mg<sub>2</sub>OsO<sub>6</sub>, a Geometrically Frustrated Osmium(V) Oxide with an Ordered Rock Salt Structure: Comparison with Isostructural Li<sub>3</sub>Mg<sub>2</sub>RuO<sub>6</sub>
The novel osmium-based oxide Li<sub>3</sub>Mg<sub>2</sub>OsO<sub>6</sub> was synthesized in polycrystalline form by reducing
Li<sub>5</sub>OsO<sub>6</sub> by osmium metal and osmiumÂ(IV) oxide
in the
presence of stoichiometric amounts of magnesium oxide. The crystal
structure was refined using powder X-ray diffraction data in the orthorhombic <i>Fddd</i> space group with <i>a</i> = 5.88982(5) Ã…, <i>b</i> = 8.46873(6) Ã…, and <i>c</i> = 17.6825(2)
Ã…. This compound is isostructural and isoelectronic with the
ruthenium-based system Li<sub>3</sub>Mg<sub>2</sub>RuO<sub>6</sub>. The magnetic ion sublattice Os<sup>5+</sup> (<i>S</i> = <sup>3</sup>/<sub>2</sub>) consists of chains of interconnected
corner- and edge-shared triangles, which brings about the potential
for geometric magnetic frustration. The Curie–Weiss law holds
over the range 80–300 K with <i>C</i> = 1.42(3) emu·K/mol
[μ<sub>eff</sub> = 3.37(2) μ<sub>B</sub>] and θ<sub>C</sub> = −105.8(2) K. Below 80 K, there are three anomalies
at 75, 30, and 8 K. Those at 75 and 30 K are suggestive of short-range
antiferromagnetic correlations, while that at 8 K is a somewhat sharper
maximum showing a zero-field-cooled/field-cooled divergence suggestive
of perhaps spin freezing. The absence of magnetic Bragg peaks at 3.9
K in the neutron diffraction pattern supports this characterization,
as does the absence of a sharp peak in the heat capacity, which instead
shows only a very broad maximum at ∼12 K. A frustration index
of <i>f</i> = 106/8 = 13 indicates a high degree of frustration.
The magnetic properties of the osmium phase differ markedly from those
of the isostructural ruthenium material, which shows long-range antiferromagnetic
order below 17 K, <i>f</i> = 6, and no unusual features
at higher temperatures. Estimates of the magnetic exchange interactions
at the level of spin-dimer analysis for both the ruthenium and osmium
materials support a more frustrated picture for the latter. Errors
in the calculation and assignment of the exchange pathways in the
previous report on Li<sub>3</sub>Mg<sub>2</sub>RuO<sub>6</sub> are
identified and corrected
Structure and Magnetic Properties of KRuO<sub>4</sub>
The crystal structure
of KRuO<sub>4</sub> is refined at both 280 and 3.5 K from neutron
powder data, and magnetic properties are reported for the first time.
The scheelite structure, <i>I</i>4<sub>1</sub>/<i>a</i>, is confirmed at both temperatures. Atomic positions of greater
accuracy than the original 1954 X-ray study are reported. The rare
Ru<sup>7+</sup> ion resides in a site of distorted tetrahedral symmetry
with nominal electronic configuration 4d<sup>1</sup>(e<sup>1</sup>). Curie–Weiss parameters are near free ion values for the
effective moment and θ = −77 K, indicating dominant antiferromagnetic
(AF) correlations. A broad susceptibility maximum occurs near 34 K,
but long-range AF order sets in only below 22.4 K as determined by
magnetization and heat capacity data. The entropy loss below 50 K
is only 44% of the expected <i>R</i> ln 2,
indicating the presence of short-range spin correlations over a wide
temperature range. The Ru sublattice consists of centered, corner-sharing
tetrahedra which can lead to geometric frustration if both the nearest-neighbor, <i>J</i><sub>1</sub>, and the next-nearest-neighbor, <i>J</i><sub>2</sub>, exchange constants are AF and of similar magnitude.
A spin dimer analysis finds <i>J</i><sub>1</sub>/<i>J</i><sub>2</sub> ≈ 25, indicating weak frustration,
and a (d<sub><i>z</i></sub><sup>2</sup>)<sup>1</sup> ground
state. A single, weak magnetic reflection was indexed as (110). The
absence of the (002) magnetic reflection places the Ru moments parallel
to the <i>c</i> axis. The Ru<sup>7+</sup> moment is estimated
to be 0.57(7) μ<sub>B</sub>, reduced from an expected value
near 1 μ<sub>B</sub>. A recent computational study of isostructural,
isoelectronic KOsO<sub>4</sub> predicts a surprisingly large orbital
moment due to spin–orbit coupling (SOC). However, the free
ion SOC constant for Ru<sup>7+</sup> is only ∼30% that of Os<sup>7+</sup>, so it is unclear that this effect can be implicated in
the low ordered moment for KRuO<sub>4</sub>. The origin of the short-range
spin correlations is also not understood
Partial Spin Ordering and Complex Magnetic Structure in BaYFeO<sub>4</sub>: A Neutron Diffraction and High Temperature Susceptibility Study
The novel iron-based
compound, BaYFeO<sub>4</sub>, crystallizes
in the <i>Pnma</i> space group with two distinct Fe<sup>3+</sup> sites, that are alternately corner-shared [FeO<sub>5</sub>]<sup>7‑</sup> square pyramids and [FeO<sub>6</sub>]<sup>9‑</sup> octahedra, forming into [Fe<sub>4</sub>O<sub>18</sub>]<sup>24‑</sup> rings, which propagate as columns along the <i>b</i>-axis.
A recent report shows two discernible antiferromagnetic (AFM) transitions
at 36 and 48 K in the susceptibility, yet heat capacity measurements
reveal no magnetic phase transitions at these temperatures. An upturn
in the magnetic susceptibility measurements up to 400 K suggests the
presence of short-range magnetic behavior at higher temperatures.
In this Article, variable-temperature neutron powder diffraction and
high-temperature magnetic susceptibility measurements were performed
to clarify the magnetic behavior. Neutron powder diffraction confirmed
that the two magnetic transitions observed at 36 and 48 K are due
to long-range magnetic order. Below 48 K, the magnetic structure was
determined as a spin-density wave (SDW) with a propagation vector, <b>k</b> = (0, 0, <sup>1</sup>/<sub>3</sub>), and the moments along
the <i>b</i>-axis, whereas the structure becomes an incommensurate
cycloid [<b>k</b> = (0, 0, ∼0.35)] below 36 K with the
moments within the <i>bc</i>-plane. However, for both cases
the ordered moments on Fe<sup>3+</sup> are only of the order ∼3.0
μ<sub>B</sub>, smaller than the expected values near 4.5 μ<sub>B</sub>, indicating that significant components of the Fe moments
remain paramagnetic to the lowest temperature studied, 6 K. Moreover,
new high-temperature magnetic susceptibility measurements revealed
a peak maximum at ∼550 K indicative of short-range spin correlations.
It is postulated that most of the magnetic entropy is thus removed
at high temperatures which could explain the absence of heat capacity
anomalies at the long-range ordering temperatures. Published spin
dimer calculations, which appear to suggest a <b>k</b> = (0,
0, 0) magnetic structure, and allow for neither low dimensionality
nor geometric frustration, are inadequate to explain the observed
complex magnetic structure
Structure and Magnetic Properties of KRuO<sub>4</sub>
The crystal structure
of KRuO<sub>4</sub> is refined at both 280 and 3.5 K from neutron
powder data, and magnetic properties are reported for the first time.
The scheelite structure, <i>I</i>4<sub>1</sub>/<i>a</i>, is confirmed at both temperatures. Atomic positions of greater
accuracy than the original 1954 X-ray study are reported. The rare
Ru<sup>7+</sup> ion resides in a site of distorted tetrahedral symmetry
with nominal electronic configuration 4d<sup>1</sup>(e<sup>1</sup>). Curie–Weiss parameters are near free ion values for the
effective moment and θ = −77 K, indicating dominant antiferromagnetic
(AF) correlations. A broad susceptibility maximum occurs near 34 K,
but long-range AF order sets in only below 22.4 K as determined by
magnetization and heat capacity data. The entropy loss below 50 K
is only 44% of the expected <i>R</i> ln 2,
indicating the presence of short-range spin correlations over a wide
temperature range. The Ru sublattice consists of centered, corner-sharing
tetrahedra which can lead to geometric frustration if both the nearest-neighbor, <i>J</i><sub>1</sub>, and the next-nearest-neighbor, <i>J</i><sub>2</sub>, exchange constants are AF and of similar magnitude.
A spin dimer analysis finds <i>J</i><sub>1</sub>/<i>J</i><sub>2</sub> ≈ 25, indicating weak frustration,
and a (d<sub><i>z</i></sub><sup>2</sup>)<sup>1</sup> ground
state. A single, weak magnetic reflection was indexed as (110). The
absence of the (002) magnetic reflection places the Ru moments parallel
to the <i>c</i> axis. The Ru<sup>7+</sup> moment is estimated
to be 0.57(7) μ<sub>B</sub>, reduced from an expected value
near 1 μ<sub>B</sub>. A recent computational study of isostructural,
isoelectronic KOsO<sub>4</sub> predicts a surprisingly large orbital
moment due to spin–orbit coupling (SOC). However, the free
ion SOC constant for Ru<sup>7+</sup> is only ∼30% that of Os<sup>7+</sup>, so it is unclear that this effect can be implicated in
the low ordered moment for KRuO<sub>4</sub>. The origin of the short-range
spin correlations is also not understood