Condensed Matter

    

Drude-Schwarzschild Metric and the Electrical Conductivity of Metals

Authors: P. R. Silva

Starting from a string with a length equal to the electron mean free path in metals and having a unit cell equal to the Compton length of the electron, we construct a Schwarzschild-like metric. We found that this metric has a surface horizon with radius equal to that of the electron mean free path and its Bekenstein-like entropy is proportional to the number of squared unit cells contained in this spherical surface. The Hawking temperature goes with the inverse of the perimeter of the maximum circle of this sphere. Besides this, interesting analogies are traced out with some features of the particle physics.

Comments: 09 pages; no figures

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Submission history

[v1] 2013-04-09 21:19:41

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