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VOLUME 32 (1980) | ISSUE 3 | PAGE 244
Distribution of resistivity probabilities of a finite, disordered system
The average values of the resitivity ρ and conductivity σ are calculated for a finite, disordered system of length x. For x>/ (/ is the free path length) it is found that exp[(«2 + n)x/l] and (σ") ~ exp( — x/M). The resistivity distribution function is reconstructed and the resistivity logarithm is shown to be a Gaussian distribution.