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On the theory of hopping conductivity of quasi-one-dimensional disordered systems

I.P. Zvyagin

Moscow University Physics Bulletin 1993. 48. N 6. P. 87

  • Article
Annotation

The anisotropy of hopping conductivity of quasi-one-dimensional systems related to the convoluted shape of optimal carrier paths is considered. It is demonstrated that for systems described in the framework of the R-percolation model the specific features of the carrier path shape do not lead to exponential anisotropy of the conductivity.

Authors
I.P. Zvyagin
Department of Semiconductor Physics, Faculty of Physics, Moscow State University, Leninskie Gory, Moscow, 119992, Russia
Issue 6, 1993

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