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Conductance fluctuations in the mesoscopic regime in a quantum disordered chain.

We study electronic transport in a one-dimensional disordered chain with site-diagonal disorder and find that inside a region extending up to a length of the order of the localization length (mesoscopic regime) the conductance fluctuation is almost constant even though the average (two-probe) conductance itself changes drastically within this regime. The lower cutoff length of this regime also depends on the strength of disorder. The conductance fluctuation increases with length from zero value and achieves the almost constant value near this lower cutoff