1956
DOI: 10.1063/1.1722496
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Hall Effect and Conductivity in Porous Media

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Cited by 176 publications
(44 citation statements)
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“…The effective conductivity of porous materials can be described by the Maxwell equation, 21) which is applicable to heterogeneous materials composed of spherical particles. Juretscheke et al 22) proposed a mathematical model to interpret the relationship between the porosity and conductivity of ceramic materials based on Maxwell equation. Assuming that spherical pores are homogeneously distributed in dense materials, the relationship between relative conductivity and porosity can be expressed as…”
Section: Resultsmentioning
confidence: 99%
“…The effective conductivity of porous materials can be described by the Maxwell equation, 21) which is applicable to heterogeneous materials composed of spherical particles. Juretscheke et al 22) proposed a mathematical model to interpret the relationship between the porosity and conductivity of ceramic materials based on Maxwell equation. Assuming that spherical pores are homogeneously distributed in dense materials, the relationship between relative conductivity and porosity can be expressed as…”
Section: Resultsmentioning
confidence: 99%
“…While the exact results found by Landauer et al in Refs. [40,41] are valid for arbitrary field strength, other results have been found more recently which are asymptotically exact only in the strong field limit, i.e., when the Hallto-Ohmic resistivity ratio in at least one constituent is much greater than 1 [49]- [52]. In 1957, Landauer wrote a pioneering paper on electronic transport due to localized scatterers in a metal.…”
Section: Classical Inhomogeneous Systemsmentioning
confidence: 99%
“…ratios ci = p1/p2 and P = 12/1, to obtain relationships between the measured carrier concentration-of the film, n,, and the carrier concentraparticles or grains making up the films may be at tion in the material n,, and the film and material least as important in determining the resulting mobilities, pH and p,, respectively. film properties (Juretschke et al 1956;Blount By making the intergranular material the same is the measure of the barrier resistance. It is found that [4] reduces to and so the measured value of the carrier concentration equals that in the conducting material.…”
Section: Granular Structure Of Filmsmentioning
confidence: 99%