2006
DOI: 10.1016/j.susc.2006.10.025
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Calculation of the work function with a local basis set

Abstract: Electronic structure codes usually allow to calculate the work function as a part of the theoretical description of surfaces and processes such as adsorption thereon. This requires a proper calculation of the electrostatic potential in all regions of space, which is apparently straightforward to achieve with plane wave basis sets, but more difficult with local basis sets. To overcome this, a relatively simple scheme is proposed to accurately compute the work function when a local basis set is used, by having s… Show more

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Cited by 18 publications
(22 citation statements)
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“…Work function (for semiconductor it is also termed as ionization potential) is a characteristic property for any solid surface whose valence band is either partially filled (as in case of a metal) or completely filled (as in case of semiconductor). Although first principles calculation of work functions of Ag 23 and Si 24 have already been reported, we have estimated here the work functions of different orientations of Ag and Si(111) in order to benchmark the accuracy of our DFT approach. Subsequently, these values have been used to estimate the zeroth order p‐type SBH ( Φ 0 ).…”
Section: Resultsmentioning
confidence: 99%
“…Work function (for semiconductor it is also termed as ionization potential) is a characteristic property for any solid surface whose valence band is either partially filled (as in case of a metal) or completely filled (as in case of semiconductor). Although first principles calculation of work functions of Ag 23 and Si 24 have already been reported, we have estimated here the work functions of different orientations of Ag and Si(111) in order to benchmark the accuracy of our DFT approach. Subsequently, these values have been used to estimate the zeroth order p‐type SBH ( Φ 0 ).…”
Section: Resultsmentioning
confidence: 99%
“…29. Conventionally, the calculation of work functions of different materials had been done by using codes with plane wave basis functions such as Vienna Ab-initio Simulation Package due to their straightforward output for electrostatic potential in all regions while the calculations with local basis sets have dependence on the atomic basis functions 41 and demand correct definition of potential in vacuum region. However, the latter can be useful for a more clear insight on intermediate macroscopic physical quantities involved in calculations, such as work function and charge density, assisting the interpretation of experimental results and bridging the phenomenological and fundamental descriptions of physical processes.…”
Section: Methodsmentioning
confidence: 99%
“…Comparison of the work function values of Cu (100) surface (U, [eV]), calculated in the current work with SIESTA using GGA exchange and correlation term, LDA from Ref 41. and experimental data 46.…”
mentioning
confidence: 99%
“…Our results gave us estimated BSSE correction values in the range of -0.04 and -0.01 eV for all energy differences results reported in this work. We have also employed 'ghost' functions at the surface for a better description of the NEA (NEA*), as it has been reported in previous works [38,39]. Both calculated values will be reported.…”
Section: Computational Detailsmentioning
confidence: 99%