2021
DOI: 10.1016/j.physb.2021.413080
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Resistive switching effect caused by oxygen vacancy migration in SrTiO3 ceramic

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Cited by 11 publications
(4 citation statements)
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“…T_{0} / T \left.\right)\right)^{1 / 4} \left]\right.$$where σ 1 and T 0 are constants. If dielectric relaxation time ( τ ) satisfies the Arrhenius equation of Equation (), then the carrier transport obeys the NNH conduction [ 49 ] τ=τ0expEAkBT$$\tau = \left(\tau\right)_{0} \left(\text{exp}\right)^{\frac{E_{\text{A}}}{k_{\text{B}} T}}$$where τ 0 is the pre‐exponential constant, and E A is the activation energy for the relaxation mechanism. If τ can be fitted by Equation () better, then the carrier transport obeys the VRH conduction [ 47 ] τ=τ1false/exp[ (T1false/T)1false/4 ]$$\tau = \left(\tau\right)_{1} / \text{exp} \left[\right.…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…T_{0} / T \left.\right)\right)^{1 / 4} \left]\right.$$where σ 1 and T 0 are constants. If dielectric relaxation time ( τ ) satisfies the Arrhenius equation of Equation (), then the carrier transport obeys the NNH conduction [ 49 ] τ=τ0expEAkBT$$\tau = \left(\tau\right)_{0} \left(\text{exp}\right)^{\frac{E_{\text{A}}}{k_{\text{B}} T}}$$where τ 0 is the pre‐exponential constant, and E A is the activation energy for the relaxation mechanism. If τ can be fitted by Equation () better, then the carrier transport obeys the VRH conduction [ 47 ] τ=τ1false/exp[ (T1false/T)1false/4 ]$$\tau = \left(\tau\right)_{1} / \text{exp} \left[\right.…”
Section: Resultsmentioning
confidence: 99%
“…where σ 1 and T 0 are constants. If dielectric relaxation time (τ) satisfies the Arrhenius equation of Equation ( 12), then the carrier transport obeys the NNH conduction [49] τ ¼ τ 0 exp…”
Section: Carrier Transport Mechanism Of Ti/hfo X /Pt Rram Devicesmentioning
confidence: 99%
“…Since oxygen vacancies play a crucial role in numerous features of perovskite materials, the effects of oxygen vacancies on various physical properties such as atomic structure, electrical properties, and diffusion characteristics have been extensively investigated [42][43][44][45]. Through the use of atomic-resolution transmission electron microscopy and density functional calculations, Jin et al investigated the impact of oxygen vacancies on the atomic configuration of perovskite cobaltite films [42].…”
Section: Introductionmentioning
confidence: 99%
“…Regarding the diffusion phenomena in perovskite oxides, De Souza comprehensively summarized the theoretical background of various forms of ion transport as well as experimental approaches to obtain diffusion coefficients [44]. In addition, Zhong et al reported that the migration of oxygen vacancies in STO leads to a current-voltage characteristics curve such as the resistive switching effect at high temperatures [45]. However, despite this noticeable progress, to the best of the author's knowledge, there has been no research focusing on the effect of oxygen vacancies in perovskite materials on Zn(II) ion diffusion.…”
Section: Introductionmentioning
confidence: 99%