Journal
JOURNAL OF PHYSICS-CONDENSED MATTER
Volume 33, Issue 16, Pages -Publisher
IOP PUBLISHING LTD
DOI: 10.1088/1361-648X/abf0be
Keywords
polar; surfaces; silicon carbide; DFT; polar slabs; electron affinity; 4H-SiC
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Funding
- UK Engineering and Physical Sciences Research Council (EPSRC)
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Accurately determining the surface electronic properties of polar materials is crucial for device applications. Surface data are sensitive to supercell parameters and the type of adsorbate can significantly impact the band-gap narrowing effect. Different approaches in modelling polar surfaces can have varying effects on band-gap and electric fields.
The ability to accurately and consistently determine the surface electronic properties of polar materials is of great importance for device applications. Polar surface modelling is fundamentally limited by the spontaneous polarisation of these materials in a periodic boundary condition scheme. Surface data are sensitive to supercell parameters, including slab and vacuum thicknesses, as well as the non-equivalence of surface adsorbates on opposite surfaces. Using 4H-SiC as a specific case, this study explores calculation of electron affinities ( EAs) of (0001) and (0001) surfaces varying chemical termination as a function of computational parameters. We report the impact in terms of band-gap, electric fields across the vacuum and slab for single and double cell slab models, where the latter is constructed with inversional symmetry to eliminate the electric field in the vacuum regions. We find that single cells are sensitive to both slab and vacuum thickness. The band-gap narrows with slab thickness, ultimately vanishing and inducing charge transfer between opposite surfaces. This has a consequence for predicted EAs. Adsorbate species are found to play a crucial role in the rate of narrowing. Back to back cells with inversional symmetry have larger electric fields present across the slab than the single slab cases, resulting in a greater band-gap narrowing effect, but the vacuum thickness dependence is completely removed. We discuss the relative merits of the two approaches.
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