2 research outputs found
Na<sub>2</sub>TeS<sub>3</sub>, Na<sub>2</sub>TeSe<sub>3</sub>-<i>mP</i>24, and Na<sub>2</sub>TeSe<sub>3</sub>-<i>mC</i>48: Crystal Structures and Optical and Electrical Properties of Sodium Chalcogenidotellurates(IV)
Pure
samples of Na<sub>2</sub>TeS<sub>3</sub> and Na<sub>2</sub>TeSe<sub>3</sub> were synthesized by the reactions of stoichiometric amounts
of the elements Na, Te, and Q (Q = S, Se) in the ratio 2:1:3. Both
compounds are highly air- and moisture-sensitive. The crystal structures
were determined by single-crystal X-ray diffraction. Yellow Na<sub>2</sub>TeS<sub>3</sub> crystallizes in the space group <i>P</i>2<sub>1</sub>/<i>c</i>. Na<sub>2</sub>TeSe<sub>3</sub> exists
in a low-temperature modification (Na<sub>2</sub>TeSe<sub>3</sub>-<i>mP</i>24, space group <i>P</i>2<sub>1</sub>/<i>c</i>) and a high-temperature modification (Na<sub>2</sub>TeSe<sub>3</sub>-<i>mC</i>48, space group <i>C</i>2/<i>c</i>); both modifications are red. Density functional theory
calculations confirmed the coexistence of both modifications of Na<sub>2</sub>TeSe<sub>3</sub> because they are very close in energy (Δ<i>E</i> = 0.18 kJ mol<sup>–1</sup>). To the contrary, hypothetic
Na<sub>2</sub>TeS<sub>3</sub>-<i>mC</i>48 is significantly
less favored (Δ<i>E</i> = 1.8 kJ mol<sup>–1</sup>) than the primitive modification. Na<sub>2</sub>TeS<sub>3</sub> and
Na<sub>2</sub>TeSe<sub>3</sub>-<i>mP</i>24 are isotypic
to Li<sub>2</sub>TeS<sub>3</sub>, whereas Na<sub>2</sub>TeSe<sub>3</sub>-<i>mC</i>48 crystallizes in its own structure type, which
was first described by Eisenmann and Zagler. The title compounds have
two common structure motifs. Trigonal TeQ<sub>3</sub> pyramids form
layers, and the Na atoms are surrounded by a distorted octahedral
environment of chalcogen atoms. Raman spectra are dominated by the
vibration modes of the TeQ<sub>3</sub> units. The activation energies
of the total conductivity of the title compounds range between 0.68
eV (Na<sub>2</sub>TeS<sub>3</sub>) and 1.1 eV (Na<sub>2</sub>TeSe<sub>3</sub>). Direct principal band gaps of 1.20 and 1.72 eV were calculated
for Na<sub>2</sub>TeSe<sub>3</sub> and Na<sub>2</sub>TeS<sub>3</sub>, respectively. The optical band gaps are in the range from 1.38
eV for Li<sub>2</sub>TeSe<sub>3</sub> to 2.35 eV for Na<sub>2</sub>TeS<sub>3</sub>
Influence of Lattice Dynamics on Na<sup>+</sup> Transport in the Solid Electrolyte Na<sub>3</sub>PS<sub>4–<i>x</i></sub>Se<sub><i>x</i></sub>
Li<sup>+</sup>- and Na<sup>+</sup>-conducting thiophosphates have
attracted much interest because of their intrinsically high ionic
conductivities and the possibility to be employed in solid-state batteries.
Inspired by the recent finding of the influence of changing lattice
vibrations and induced lattice softening on the ionic transport of
Li<sup>+</sup>-conducting electrolytes, here we explore this effect
in the Na<sup>+</sup> conductor Na<sub>3</sub>PS<sub>4–<i>x</i></sub>Se<sub><i>x</i></sub>. Ultrasonic speed
of sound measurements are used to monitor a changing lattice stiffness
and Debye frequencies. The changes in the lattice dynamics are complemented
by X-ray diffraction and electrochemical impedance spectroscopy. With
systematic alteration of the polarizability of the anion framework,
a softening of the lattice can be observed that leads to a reduction
of the activation barrier for migration as well as a decreased Arrhenius
prefactor. This work shows that, similar to Li<sup>+</sup> transport,
the softening of the average vibrational frequencies of the lattice
has a tremendous effect on Na<sup>+</sup>-ionic transport and that
ion–phonon interactions need to be considered in solid electrolytes