Abstract
The dependence of electrical resistivity ρ( T) on temperature T in a region of moderate temperatures is considered for amorphous simple metals. It is shown within the Faber–Ziman theory that the ratio [ ρ( T)− ρ(0)]/ T 2 has a maximum in the temperature region 10 K⩽ T⩽100 K The theory is illustrated by numerical calculations performed for hard-sphere models of amorphous Mg and Zn.
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