6 research outputs found
Tetrel Bonds in Infinite Molecular Chains by Electronic Structure Theory and Their Role for Crystal Stabilization
Intermolecular
bonds play a crucial role in the rational design
of crystal structures, dubbed crystal engineering. The relatively
new term tetrel bonds (TBs) describes a long-known type of such interactions
presently in the focus of quantum chemical cluster calculations. Here,
we energetically explore the strengths and cooperativity of these
interactions in infinite chains, a possible arrangement of such tetrel
bonds in extended crystals, by periodic density functional theory.
In the chains, the TBs are amplified due to cooperativity by up to
60%. Moreover, we computationally take apart crystals stabilized by
infinite tetrel-bonded chains and assess the importance of the TBs
for the crystal stabilization. Tetrel bonds can amount to 70% of the
overall interaction energy within some crystals, and they can also
be energetically decisive for the taken crystal structure; their individual
strengths also compete with the collective packing within the crystal
structures
Dimensionality of Intermolecular Interactions in Layered Crystals by Electronic-Structure Theory and Geometric Analysis
Two-dimensional (2D) and layered
structures gained a lot of attention
in the recent years (“post-graphene era”). The chalcogen
cyanides S(CN)<sub>2</sub> and Se(CN)<sub>2</sub> offer themselves
as interesting model systems to study layered inorganic crystal structures;
both are built up from cyanide molecules connected by chalcogen bonds
(ChBs). Here, we investigate ChBs and their cooperativity directly <i>within</i> the layers of the S(CN)<sub>2</sub> and Se(CN)<sub>2</sub> crystal structures and, furthermore, in putative O(CN)<sub>2</sub> and Te(CN)<sub>2</sub> crystal structures derived therefrom.
Moreover, we determine the energetic contributions of ChBs <i>within</i> the layers to the overall stabilization energy. To
compare these structures not only energetically but also geometrically,
we derive a direction-dependent root mean square of the Cartesian
displacement, a possible tool for further computational investigations
of layered compounds. The molecular chains connected by ChBs are highly
cooperative but do <i>not</i> influence each other when
combined to layers: the ChBs are nearly orthogonal in terms of energy
when connected to the same chalcogen acceptor atom. Layers built up
from ChBs account for 41% to 79% of the overall interaction energy
in the crystal. This provides new, fundamental insight into the meaning
of ChBs, and therefore directed intermolecular interactions, for the
stability of crystal structures
Cooperativity of Halogen, Chalcogen, and Pnictogen Bonds in Infinite Molecular Chains by Electronic Structure Theory
Halogen bonds (XBs) are intriguing
noncovalent interactions that
are frequently being exploited for crystal engineering. Recently,
similar bonding mechanisms have been proposed for adjacent main-group
elements, and noncovalent “chalcogen bonds” and “pnictogen
bonds” have been identified in crystal structures. A fundamental
question, largely unresolved thus far, is how XBs and related contacts
interact with each other in crystals; similar to hydrogen bonding,
one might expect “cooperativity” (bonds amplifying each
other), but evidence has been sparse. Here, we explore the crucial
step from gas-phase oligomers to truly infinite chains by means of
quantum chemical computations. A periodic density functional theory
(DFT) framework allows us to address polymeric chains of molecules
avoiding the dreaded “cluster effects” as well as the
arbitrariness of defining a “large enough” cluster.
We focus on three types of molecular chains that we cut from crystal
structures; furthermore, we explore reasonable substitutional variants
in silico. We find evidence of cooperativity in chains of halogen
cyanides and also in similar chalcogen- and pnictogen-bonded systems;
the bonds, in the most extreme cases, are amplified through cooperative
effects by 79% (I···N), 90% (Te···N),
and 103% (Sb···N). Two experimentally known organic
crystals, albeit with similar atomic connectivity and XB characteristics,
show signs of cooperativity in one case but not in another. Finally,
no cooperativity is observed in alternating halogen/acetone and halogen/1,4-dioxane
chains; in fact, these XBs <i>weaken</i> each other by up
to 26% compared to the respective gas-phase dimers
Cooperativity of Halogen, Chalcogen, and Pnictogen Bonds in Infinite Molecular Chains by Electronic Structure Theory
Halogen bonds (XBs) are intriguing
noncovalent interactions that
are frequently being exploited for crystal engineering. Recently,
similar bonding mechanisms have been proposed for adjacent main-group
elements, and noncovalent “chalcogen bonds” and “pnictogen
bonds” have been identified in crystal structures. A fundamental
question, largely unresolved thus far, is how XBs and related contacts
interact with each other in crystals; similar to hydrogen bonding,
one might expect “cooperativity” (bonds amplifying each
other), but evidence has been sparse. Here, we explore the crucial
step from gas-phase oligomers to truly infinite chains by means of
quantum chemical computations. A periodic density functional theory
(DFT) framework allows us to address polymeric chains of molecules
avoiding the dreaded “cluster effects” as well as the
arbitrariness of defining a “large enough” cluster.
We focus on three types of molecular chains that we cut from crystal
structures; furthermore, we explore reasonable substitutional variants
in silico. We find evidence of cooperativity in chains of halogen
cyanides and also in similar chalcogen- and pnictogen-bonded systems;
the bonds, in the most extreme cases, are amplified through cooperative
effects by 79% (I···N), 90% (Te···N),
and 103% (Sb···N). Two experimentally known organic
crystals, albeit with similar atomic connectivity and XB characteristics,
show signs of cooperativity in one case but not in another. Finally,
no cooperativity is observed in alternating halogen/acetone and halogen/1,4-dioxane
chains; in fact, these XBs <i>weaken</i> each other by up
to 26% compared to the respective gas-phase dimers
Significant Lanthanoid Substitution Effect on the Redox Reactivity of the Oxygen-Storage Material BaYMn<sub>2</sub>O<sub>5+δ</sub>
The
redox characteristics of oxygen storage materials BaLnMn<sub>2</sub>O<sub>5+δ</sub>, with Ln = La, Nd, Gd, and Y, were investigated
employing the reductive water dissolution by the deoxygenated δ
= 0 form. The Ln = La, Nd, and Gd compounds were found to show a capability
to produce hydrogen gas through the water dissolution at 500 °C,
whereas the Ln = Y compound was unreactive to water. It was also revealed
that the reactivity obviously depends upon the Ln species: the larger
the ionic size of Ln<sup>3+</sup>, the higher reactivity the BaLnMn<sub>2</sub>O<sub>5.0</sub> samples exhibit. The experimentally derived
thermodynamic parameters of the BaLnMn<sub>2</sub>O<sub>5+δ</sub> series were compared to those obtained by first-principles calculations
Ammonothermal Synthesis, Crystal Structure, and Properties of the Ytterbium(II) and Ytterbium(III) Amides and the First Two Rare-Earth-Metal Guanidinates, YbC(NH)<sub>3</sub> and Yb(CN<sub>3</sub>H<sub>4</sub>)<sub>3</sub>
We
report the oxidation-controlled synthesis of the ytterbium amides
Yb(NH<sub>2</sub>)<sub>2</sub> and Yb(NH<sub>2</sub>)<sub>3</sub> and
the first rare-earth-metal guanidinates YbC(NH)<sub>3</sub> and Yb(CN<sub>3</sub>H<sub>4</sub>)<sub>3</sub> from liquid ammonia. For Yb(NH<sub>2</sub>)<sub>2</sub>, we present experimental atomic displacement
parameters from powder X-ray diffraction (PXRD) and density functional
theory (DFT)-derived hydrogen positions for the first time. For Yb(NH<sub>2</sub>)<sub>3</sub>, the indexing proposal based on PXRD arrives
at <i>R</i>3̅, <i>a</i> = 6.2477(2) Å, <i>c</i> = 17.132(1) Å, <i>V</i> = 579.15(4) Å<sup>3</sup>, and <i>Z</i> = 6. The oxidation-controlled synthesis
was also applied to make the first rare-earth guanidinates, namely,
the doubly deprotonated YbC(NH)<sub>3</sub> and the singly deprotonated
Yb(CN<sub>3</sub>H<sub>4</sub>)<sub>3</sub>. YbC(NH)<sub>3</sub> is
isostructural with SrC(NH)<sub>3</sub>, as derived from PXRD (<i>P</i>6<sub>3</sub>/<i>m</i>, <i>a</i> =
5.2596(2) Å, <i>c</i> = 6.6704(2) Å, <i>V</i> = 159.81(1) Å<sup>3</sup>, and <i>Z</i> = 2). Yb(CN<sub>3</sub>H<sub>4</sub>)<sub>3</sub> crystallizes in a structure derived
from the [ReO<sub>3</sub>] type, as studied by powder neutron diffraction
(<i>Pn</i>3̅, <i>a</i> = 13.5307(3) Å, <i>V</i> = 2477.22(8) Å<sup>3</sup>, and <i>Z</i> = 8 at 10 K). Electrostatic and hydrogen-bonding interactions cooperate
to stabilize the structure with wide and empty channels. The IR spectra
of the guanidinates are compared with DFT-calculated phonon spectra
to identify the vibrational modes. SQUID magnetometry shows that Yb(CN<sub>3</sub>H<sub>4</sub>)<sub>3</sub> is a paramagnet with isolated Yb<sup>3+</sup> (4f<sup>13</sup>) ions. A <i>CONDON 2.0</i> fit
was used to extract all relevant parameters