Mapping of the energetically lowest exciton in bulk $1T$-HfS$_2$
Carsten Habenicht, Lorenzo Sponza, Roman Schuster, Martin Knupfer,, Bernd B\"uchner

TL;DR
This study combines experimental spectroscopy and advanced computational methods to map the lowest exciton in bulk $1T$-HfS$_2$, revealing unique dispersion, binding energies, and a mixed Frenkel-Wannier character.
Contribution
It provides the first detailed experimental and theoretical characterization of excitonic processes in bulk $1T$-HfS$_2$, highlighting differences from other transition metal dichalcogenides.
Findings
Observed parabolic exciton dispersion along $ extbf{q}$ || $ extGamma$K
Determined effective exciton mass from dispersion data
Revealed exciton has a six-pointed star-like shape indicating mixed Frenkel-Wannier character
Abstract
By combining electron energy-loss spectroscopy and state-of-the-art computational methods, we were able to provide an extensive picture of the excitonic processes in -HfS. The results differ significantly from the properties of the more scrutinized group VI semiconducting transition metal dichalcogenides such as MoS and WSe. The measurements revealed a parabolic exciton dispersion for finite momentum parallel to the K direction which allowed the determination of the effective exciton mass. The dispersion decreases monotonically for momentum exchanges parallel to the M high symmetry line. To gain further insight into the excitation mechanisms, we solved the ab-initio Bethe-Salpeter equation for the system. The results matched the experimental loss spectra closely, thereby confirming the excitonic nature of the observed transitions, and…
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