2017
DOI: 10.1063/1.4975147
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First principles study of oxygen vacancy defects in amorphous SiO2

Abstract: The oxygen vacancy defects of amorphous SiO2 (a-SiO2) in different charge states are investigated by the periodic density functional theory. Five types of the positively charged configurations are obtained including the dimer, forward-oriented, puckered 4×, 5× and back-projected unpuckered configurations. The energy, geometry structure, spin density, Bader charge and Fermi contact are concerned for these systems. These defects can be regarded as the potential microscopic structures for the corresponding center… Show more

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Cited by 31 publications
(11 citation statements)
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“…The formation energies for the dry and wet oxidations The difference in the chemical potential of O atom between the rich and poor conditions, , respectively. In addition, when an O atom is assumed to be taken from SiO 2 with an oxygen vacancy, the difference in the chemical potential from that of an oxygen molecule, r O − O , is larger than 5 eV, 34,35) which is further O-atom poor condition. Thus, the silicon and carbon vacancies are more easily generated by wet oxidation than by dry oxidation near the SiC/SiO 2 interface because the formation energy of the vacancies by wet oxidation is larger than that by the dry oxidation under the O-atom poor condition ( O ≈ p O ).…”
Section: Resultsmentioning
confidence: 99%
“…The formation energies for the dry and wet oxidations The difference in the chemical potential of O atom between the rich and poor conditions, , respectively. In addition, when an O atom is assumed to be taken from SiO 2 with an oxygen vacancy, the difference in the chemical potential from that of an oxygen molecule, r O − O , is larger than 5 eV, 34,35) which is further O-atom poor condition. Thus, the silicon and carbon vacancies are more easily generated by wet oxidation than by dry oxidation near the SiC/SiO 2 interface because the formation energy of the vacancies by wet oxidation is larger than that by the dry oxidation under the O-atom poor condition ( O ≈ p O ).…”
Section: Resultsmentioning
confidence: 99%
“…The formation energy of both charged and neutral defects depends on the chemical potential of the added/removed species . For ZnO, the absolute formation energy is 3.72 eV (0.08 eV/FU) for a neutral V O , 1.94–3.84 eV (0.12–0.24 eV/FU) for FeWO 4 , 2.02–4.9 eV (0.12–0.31 eV/FU) for MnWO 4 , 6.72 eV (0.09 eV/FU) for SiO 2 , and 5.2–6.6 eV (0.08–0.83 eV/FU) for TiO 2 …”
Section: Results and Discussionmentioning
confidence: 99%
“…The rate constants of these two processes can be denoted as k h δ and k e δ , respectively. As indicated by Step 3, E 0 γ centers are generated in the SiO 2 region because holes migrating on relatively shallow V Oδ [20][21][22] are captured by much deeper V Oγ [3,14,18,[23][24][25] V…”
Section: Defect Dynamics Under a Constant Dose Ratementioning
confidence: 99%
“…The rate constants of these two processes can be denoted as k δ normalh and k δ normale , respectively. As indicated by Step 3, E γ centers are generated in the SiO 2 region because holes migrating on relatively shallow V [ 20–22 ] are captured by much deeper V [ 3,14,18,23–25 ] V + h + false false E γ This process is limited by the dispersive migration of holes in disordered SiO 2 . [ 20–22 ] Thus, the mobility of holes is a power‐law decay function of the irradiation time, [ 26,27 ] μ normalh ( t ) = μ h0 ( w 0 t ) ‐α , where w 0 is an attempt frequency and 0 < α < 1 a dispersion parameter, and the generation of E γ centers is decelerated with a time‐decaying rate constant of k ( t ) = 2 μ normalh ( t ) L normalc , where L normalc is an estimated critical length similar to the concept of capture cross‐section.…”
Section: Defect Dynamics Under a Constant Dose Ratementioning
confidence: 99%