4.6 Article

Electronic structure of tantalum dichalcogenide using Compton scattering technique and density functional theory

期刊

RADIATION PHYSICS AND CHEMISTRY
卷 182, 期 -, 页码 -

出版社

PERGAMON-ELSEVIER SCIENCE LTD
DOI: 10.1016/j.radphyschem.2021.109379

关键词

Density functional theory; Transition metal dichalcogenide; Compton scattering; Fermi surface; Optical properties

资金

  1. RUSA 2.0, MHRD, New Delhi
  2. UGC-BSR Research StartUpGrant
  3. University Grants Commission, New Delhi [F.30-476/2019-BSR]

向作者/读者索取更多资源

Compton spectroscopy measurements on tantalum dichalcogenide TaS0.5Se1.5 were conducted using a 100 mCi Am-241 ?-ray Compton spectrometer. Experimental Compton profile (CP) was compared with computed results, showing that CP based on a hybrid functional was in better accordance with the experimental CP. The metallic behavior of TaS0.5Se1.5 was discussed in terms of energy bands and density of states, with the 5d states of Ta dominating around the Fermi level.
Compton spectroscopy measurements on tantalum dichalcogenide TaS0.5Se1.5 using a 100 mCi Am-241 ?-ray Compton spectrometer are presented. Experimental Compton profile (CP) is compared with those computed using linear combination of atomic orbitals (LCAO) method within the density functional theory (DFT) and hybrid functionals of Hartree-Fock and DFT. Hybrid functional namely WC1LYP based CP is found in better accordance with the experimental CP. The relative nature of bonding in TaS0.5Se1.5 and TaSSe is interpreted by scaling the experimental CP on equal-valence-electron-density and Mulliken?s population analysis. Origin of metallic behaviour of TaS0.5Se1.5 is discussed in terms of energy bands and density of states. It is seen that the 5d states of Ta dominate around the Fermi level leading to metallic character of the compound. Fermi surface topology and optical response like dielectric constants, absorption coefficients, etc. of TaS0.5Se1.5 are also described using modified Becke-Johnson theory of full-potential linearized augmented plane wave approach.

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