Abstract. Pseudopotentials and density functional theory (DFT) implemented in the
ABINIT code were used to study the properties of the GaSb cubic alloy zinc-blende
structure. Both the local density approximation and the generalized gradient approximation
were used for the exchange-correlation (XC) potential calculation. The calculated lattice
parameter aligns well with available experimental and theoretical results. Elastic constants,
Young’s modulus, shear modulus, and anisotropy factor were determined, and the pressure
dependence of elastic constants was investigated. Band gaps were initially calculated but
showed discrepancies with experimental values due to the known band gap problem of
DFT. To enhance accuracy, the Green function and screened Coulomb interaction
approximation were introduced. The impact of thermal effects on compound properties was
investigated using the quasi-harmonic Debye model, presenting variations in volume, heat
capacities, thermal expansion coefficient, and Debye temperature concerning pressure and
temperature.
2023
Tuning bandgap and optical properties of Pb-free perovskites RbGeX3 (X = Cl, Br and I) under pressure: a DFT study.
We study structural, electronic and optical properties of inorganic lead-
free halide perovskites RbGeX3 (X = Cl, Br and I) under hydrostatic pressure, which
could facilitate development of new optoelectronic and solar-cell technologies. ab
initio first-principles calculations are employed based on the generalized gradient
approximation within the framework of density functional theory. We demonstrate
that the bandgap of our perovskites decreases with increasing pressure. At a given
pressure, the bandgap becomes narrower when the halogen atom is changed from Cl
to I. We also examine the density of states and demonstrate that the energy levels
near the Fermi level change significantly under pressure. The optical properties are
calculated using the density functional perturbation theory and the Kramers–Kronig
relation. The optical parameters such as the real and imaginary parts of the dielectric
function, the refractive index and the absorption coefficient are calculated under
different pressures.