Abstract
Local electrical conductivity of a thin metal film, with the different coefficients of the reflection surfaces, is calculated in this article. The dependence of conductive function on the dimensionless frequency of volume electrons collisions, the dimensionless frequency of the external field and the dimensionless distance to the upper surface layer is analyzed. The case of thin film, when the thickness a lot more than average free path length of electrons, which led to the classic results for the electrical conductivity, is considered. The kinetic equation of Boltzmann in approximation of electrons relaxation time is used.
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CITATION STYLE
A.I., U., & A.A., Y. (2013). The Model of the Thin Metal Layer Electrical Conductivity in the Case of Different Reflection Coefficients of its Surfaces. Universal Journal of Applied Mathematics, 1(2), 127–130. https://doi.org/10.13189/ujam.2013.010214
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