2018
DOI: 10.1016/j.commatsci.2017.09.031
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Interface structures of ZnO/MoO3 and their effect on workfunction of ZnO surfaces from first principles calculations

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Cited by 17 publications
(9 citation statements)
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“…For the stoichiometric slab of pure ZnO with zero Mn, we find workfucntion to be φ = 5.0 eV, in agreement with φ = 5.0 eV in the calculation of Ghosh et al [32] and very close to the experimental value of 4.7 eV [62]. For the O-terminated slab, our value of φ = 7.7 eV is close to the value of 6.9 eV calculated by Sun et al [31].…”
Section: A Workfunctionsupporting
confidence: 90%
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“…For the stoichiometric slab of pure ZnO with zero Mn, we find workfucntion to be φ = 5.0 eV, in agreement with φ = 5.0 eV in the calculation of Ghosh et al [32] and very close to the experimental value of 4.7 eV [62]. For the O-terminated slab, our value of φ = 7.7 eV is close to the value of 6.9 eV calculated by Sun et al [31].…”
Section: A Workfunctionsupporting
confidence: 90%
“…This could be the case for the local maximum of workfunction around 75% concentration of Mn on the metal-terminated slab. Such non-monotonous behaviour of the workfunction of ZnO with increasing alloying is also observed for MoO 3 overlayers on ZnO [31].…”
Section: A Workfunctionsupporting
confidence: 59%
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“…Figure 6 presents the calculated electrostatic potential of the pristine and iron-adsorbed ZnO (0001) surface systems. The adsorption of iron atom on the ZnO (0001) surface will affect the surface work function that can be achieved by averaging the electrostatic potential along the z -axis [ 35 ]. Figure 6 a gives the electrostatic potential of the pristine ZnO (0001) surface, which tends to be flat in the vacuum region because of the introduction of pseudo-hydrogens, and this result is consistent with previous work [ 36 ].…”
Section: Resultsmentioning
confidence: 99%
“…The surface work function W f is also a very significant property in the surface science, which is defined as the minimum energy required to remove an electron from the bulk of a material through a surface to a point in vacuum immediately outside the surface. In the calculation of the work function, the surface is assumed to be in its ground state both before and after removal of the electron [ 35 ]. In this work, under the conditions of a 0 K temperature and a perfect vacuum, the work function can be obtained as follows [ 36 , 37 ]: where E vac is the converged electrostatic potential energy over the supercell slab surface, and the Fermi level energy ( E f ) is related to the highest occupied electronic state of the system.…”
Section: Calculation Models and Methodsmentioning
confidence: 99%