Abstract

The first principles calculations of band gaps and bulk moduli of cesium lead halide perovskite solid solutions, CsPb($${{{\text{I}}}_{{1 - x}}}{\text{C}}{{{\text{l}}}_{x}}$$)3 and CsPb($${{{\text{I}}}_{{1 - x}}}{\text{B}}{{{\text{r}}}_{x}}$$)3, are performed at the level of general gradient approximation of the density functional theory. We use supercell approach for computational modeling of disordered systems, which gives a description of the properties of the structure basing on the average over a set of multiple configurations, namely distributions of different species over a given set of atomic positions. The calculations were performed with the CRYSTAL14 program package. The dependence of the band gap and bulk modulus on the content $$x$$ are investigated over the whole range $$0 \leqslant x \leqslant 1$$.

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