4.7 Article

Electron transport through composite SiO2(Si)&FexOy(Fe) thin films containing Si and Fe nanoclusters

期刊

JOURNAL OF ALLOYS AND COMPOUNDS
卷 903, 期 -, 页码 -

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ELSEVIER SCIENCE SA
DOI: 10.1016/j.jallcom.2022.163892

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Nanocomposite film; Oxide matrices; Si and Fe nanoclusters; Electron transport mechanisms; Electron traps

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This study investigates electron transport mechanisms in SiO2(Si)&FexOy(Fe) granular composite films. The results show variable-range hopping conductivity at low electric fields. The Efros-Shklovsky model is applicable in the temperature range of 115<180 K, while the Mott model is applicable at higher temperatures. The characteristics of traps and transport processes are determined using these models. At intermediate and high electric fields, the field enhanced thermal activation of electrons is observed, leading to a temperature independent current.
In this study, electron transport mechanisms at a direct current in SiO2(Si)&FexOy(Fe) granular composite films containing Si and Fe nanoinclusions in the temperature range of 95-340 K were determined. The composite films were obtained by co-sputtering of Si and Fe targets in oxygen containing atmosphere (Ar+O2) followed by temperature annealing. It was found out that hopping conductivity with a variablerange hopping was realized at low electric fields. In the temperature range of 115<180 K, the electron transport could be reasonably described by the Efros-Shklovsky model taking into account the Coulomb interaction. At higher temperatures (180<340 K), the Mott model have been shown to be applicable. Using this model, a number of the characteristics of traps and transport process, namely the density of electron traps near the Fermi level, the activation energy of hopping, and the hopping length were determined. In the range of intermediate and high electric fields, the field enhanced thermal activation of electrons in the conduction band (Poole-Frenkel mechanism) was concluded. At this, the temperature independent current was obtained at the highest values of the electric field. This effect was explained by the influence of the energy position of electron traps taking part in the conductivity as well as the temperature dependence of a dielectric constant.

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