1978
DOI: 10.1103/physrevlett.40.1197
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Fluctuation-Induced Tunneling Conduction in Carbon-Polyvinylchloride Composites

Abstract: In conclusion, we have shown that artificial cylindrical voids in a simple metal can induce a large linear magnetoresistance in quantitative agreement with classcial theory. The directional dependence shows clearly that indeed the influence of the voids has been studied, and not parasitic effects due to lattice imperfections or distortions.

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Cited by 596 publications
(373 citation statements)
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“…Experimentally, the locations of such hot spots (incomplete pinholes) may be identified by mapping the tunnel current over the lateral area A d , e.g., from conducting atomic force microscopy study at room temperature. 21,22 Alternatively, the occurrence of such hot spots can substantiate the FITC process in a wide T range from liquid-helium temperatures to room temperature, 14, 15 as we demonstrate below in micrometer-sized Al/AlO x /Y tunnel junctions.…”
Section: Experimental Methodsmentioning
confidence: 94%
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“…Experimentally, the locations of such hot spots (incomplete pinholes) may be identified by mapping the tunnel current over the lateral area A d , e.g., from conducting atomic force microscopy study at room temperature. 21,22 Alternatively, the occurrence of such hot spots can substantiate the FITC process in a wide T range from liquid-helium temperatures to room temperature, 14, 15 as we demonstrate below in micrometer-sized Al/AlO x /Y tunnel junctions.…”
Section: Experimental Methodsmentioning
confidence: 94%
“…2(b) unambiguously indicates that the conductances of the junctions C and D significantly deviate from the Simmons law. In the phenomenological FITC theory, at small bias voltages (i.e., the ohmic I-V regime), the R(T) of a small junction is described by 14,15 …”
Section: G S (T )mentioning
confidence: 99%
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“…13 Such high values of resistance are attributed to a polymer coating that surrounds each of the nanotubes and acts as a high tunnel junction. Variations in the thickness of the polymer coatings, as well as nanotube-nanotube separation, varies the tunnel barrier and this fluctuation induced tunneling 14 ͑FIT͒ determines the intertube transport. A characteristic of FIT is that the log͑conductivity͒ within the film should vary as −p −1/3 .…”
Section: ͑1͒mentioning
confidence: 99%
“…Electrical conduction in a nanocomposite consisting of the conductive and the insulative phases is usually attributed to electrical network and the percolation, in which the continuous conducting network or tunneling between isolated conducting particles would be concomitant [16]. A finite conductivity is ascribed to the inter-particles tunneling through the dielectric regime in the absence of metallic continuum.…”
Section: Introductionmentioning
confidence: 99%