Trends in structural, electronic properties, Fermi surface topology, and inter-atomic bonding in the series of ternary layered dichalcogenides KNi2S2, KNi2Se2, and KNi2Te2 from first principles calculations
V. V. Bannikov, A. L. Ivanovskii

TL;DR
This study uses first-principles calculations to analyze how replacing chalcogen atoms in KNi2Ch2 compounds affects their structure, electronic properties, and Fermi surface topology, revealing systematic trends and bonding characteristics.
Contribution
It provides a detailed first-principles analysis of structural and electronic changes across KNi2Ch2 compounds with different chalcogens, highlighting bonding and Fermi surface evolution.
Findings
Replacing S with Se and Te causes anisotropic structural deformations.
The valence band width and DOS at Fermi level decrease across the series.
Fermi surface topology, especially hole-like sheets, undergoes significant changes.
Abstract
By means of the FLAPW-GGA approach, we have systematically studied the structural and electronic properties of tetragonal dichalcogenides KNi2Ch2 (Ch = S, Se, and Te). Our results show that replacements of chalcogens (S -> Se -> Te) lead to anisotropic deformations of the crystals structure, which are related to the strong anisotropic character of the inter-atomic bonds, where inside the [Ni2Ch2] blocks, mixed covalent-ionic-metallic bonds occur, whereas between the adjacent [Ni2Ch2] blocks and K atomic sheets, ionic bonds emerge. We found that in the sequence KNi2S2 -> KNi2Se2 -> KNi2Te2 (i) the overall band structure (where the near-Fermi valence bands are due mainly to the Ni states) is preserved, but the width of the common valence band and the widths of the separate subbands and the gaps decrease; (ii) the total DOSs at the Fermi level also decrease; and (iii) for the Fermi…
Peer Reviews
No public reviews on file for this paper yet. If you reviewed it on a platform where reviews are public (OpenReview, ICLR, NeurIPS, ICML), you can paste yours below so the community can read it here.
Videos
No videos yet. Explain this paper in a talk, walkthrough, or lecture? Add one.
