2005
DOI: 10.1103/physrevb.71.035323
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Disorder-driven coherence-incoherence crossover in random GaAs/Al0.3Ga0.7Assuperlattices

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Cited by 6 publications
(17 citation statements)
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“…A very similar value of p or L can be found in the SL model as reported earlier where tunnel transport is predominant [13,14]. In that case we attempt to explain the conductivity data using a SL structure in the frame of 3D anisotropic propagative Fermi surface (PFS) model combined with the e-e interaction term [13,14]. This model was originally developed to explain transport in artificial SL having disorder and was recently applied to explain the unusual transport in nano-crystalline silicon films treated as a naturally formed SL [18].…”
Section: (Iii) Weakly Localized Transport In Three Dimensionsupporting
confidence: 84%
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“…A very similar value of p or L can be found in the SL model as reported earlier where tunnel transport is predominant [13,14]. In that case we attempt to explain the conductivity data using a SL structure in the frame of 3D anisotropic propagative Fermi surface (PFS) model combined with the e-e interaction term [13,14]. This model was originally developed to explain transport in artificial SL having disorder and was recently applied to explain the unusual transport in nano-crystalline silicon films treated as a naturally formed SL [18].…”
Section: (Iii) Weakly Localized Transport In Three Dimensionsupporting
confidence: 84%
“…From this analysis we notice that the temperature dependence of L yields the value of the exponent p ( 0.7) less than unity, which cannot be explained by a 3D isotropic case. A very similar value of p or L can be found in the SL model as reported earlier where tunnel transport is predominant [13,14]. In that case we attempt to explain the conductivity data using a SL structure in the frame of 3D anisotropic propagative Fermi surface (PFS) model combined with the e-e interaction term [13,14].…”
Section: (Iii) Weakly Localized Transport In Three Dimensionsupporting
confidence: 59%
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“…We note that the electronic properties of disordered SL systems, e.g., GaAs are still under investigation. [15][16][17] Since a unified theoretical model which can explain all anisotropic AMR (h, /, T) features is currently unavailable we solve this problem in two parts: (i) Explaining AMR (h, /) considering anisotropy in the planes normal to the growth direction [ Fig. 1(a)] and (ii) fitting MR (h, T) using a disordered SL for arbitrary h and D (Briksin-Kleinert, B-K model) [ Fig.…”
mentioning
confidence: 99%
“…We offer a SL treatment for the analysis of low temperature dependent conductivity and MR data in frame of 3D WL, 12 which is confirmed by AMR (h, /, T). This model depends on the coupling between layers of SL periods (c) and also on the dwelling time of an electron (s 0 ) in a particular layer [15][16][17][18] [ Fig. 2(a)].…”
mentioning
confidence: 99%