1991
DOI: 10.1103/physrevb.44.3599
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Crossover from Mott to Efros-Shklovskii variable-range-hopping conductivity inInxO

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Cited by 185 publications
(117 citation statements)
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“…The linear fitting range becomes larger as t increases, suggesting that the low-T transport of the films with t≥85 nm are dominated by the ES-VRH mechanism. For the ES-VRH theory to be valid, the average hopping distance R ES must be larger than the localization length a, and the ratio R ES /a can be calculated according to:and should be larger than unity [25,27]. All R ES /a values for the films with t≥85 nm are larger than 1, satisfying thus the criterion of the ES-VRH model.…”
mentioning
confidence: 95%
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“…The linear fitting range becomes larger as t increases, suggesting that the low-T transport of the films with t≥85 nm are dominated by the ES-VRH mechanism. For the ES-VRH theory to be valid, the average hopping distance R ES must be larger than the localization length a, and the ratio R ES /a can be calculated according to:and should be larger than unity [25,27]. All R ES /a values for the films with t≥85 nm are larger than 1, satisfying thus the criterion of the ES-VRH model.…”
mentioning
confidence: 95%
“…The obtained values of R M /a are listed in Table I. From the fitting, it is also possible to estimate the density of states N(E F ) at the Fermi level and the localization length a according to: [24,27] ( )In (3), it is required to know at least one parameter (either a or N(E F )) for estimating the other one. Based on the reported heat capacity data of bulk SIO [20], we can assume N(E F ) to be ~10 47 /Jm 3 .…”
mentioning
confidence: 99%
“…In this case, electrons hop between localized states and the conductance is given by σ ¼ C exp½−ðT 0 =TÞ α , where T 0 depends on the density of localized states and the spread of their wave functions [33]. VRH conductivity can be of either Mott or EfrosShklovskii type, which for a 2D system translates into exponents α ¼ 1=3 and 1=2, respectively [34]. The fit to the data yields an exponent α ¼ 0.57, which is in good agreement with the latter, suggesting the existence of a Coulomb gap.…”
Section: Spin-orbit Semimetal Sriro 3 In the Two-dimensional Limitmentioning
confidence: 99%
“…͑12͒ are in a satisfactory agreement with that determined from the ͑T͒ dependences. The value of T c , the critical temperature where the crossover from Mott-to SE-type conduction occurs, was estimated using different models, namely, Aharony et al ͑T cA ͒, 24 Rosenbaum ͑T cR ͒, 25 and Shlimak et al ͑T cS ͒. 26 It was found that T VSE ജ T cR and T VSE ӷ T cA ͑T cS ͒, where T VSE is the temperature to the transition to SE-VRH conduction.…”
Section: Resultsmentioning
confidence: 99%