The influence of short-range order on the residual resistivity of Cu 3 Au is investigated within a formalism previously reported. As compared to analogous methods based on the Boltzmann equation, the scattering of electrons by three correlated impurity centers is included. The characteristic numbers needed to describe the short-range order between the three centers can be determined within narrow limits by probability theory, using measured values for the Cowly-parameters. The change of restistivity due to the short-range order is found to be reasonably dealt with by including the two-center correlation only. However, as is further shown, this correlation cannot be taken into account correctly by the Boltzmann equation. For the electrical conductivity of alloys an expression is proposed which is to replace the familiar semiclassical result obtained from the Boltzmann equation.
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Open AccessZur Deutung des Energiespektrums von W183June 2, 2014
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Open Accessγ Transitions in the Decay of 99MoJune 2, 2014
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Open AccessElektrolumineszenz in ZnS:Cu-EinkristallenJune 2, 2014
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Open AccessMessung kleiner Atomkonzentrationen in der Gasphase mittels Resonanzfluoreszenz im Vakuum-UVJune 2, 2014
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Open AccessBemerkungen zur Clausius-Duhem'schen UngleichungJune 2, 2014
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Open AccessThe Diffusion of 3He and 4He in LiFJune 2, 2014
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Open AccessDie Winkelverteilung der α-Teilchen aus der Reaktion 64Zn(n,α0)61Ni mit 14,9 MeV-NeutronenJune 2, 2014
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Open AccessThermotransport of Gold in Solid Lithium MetalJune 2, 2014
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Open AccessZeitabhängigkeit und Kompensation der thermischen Resonatorkrümmung von FestkörperlasernJune 2, 2014
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Open AccessSachverzeichnisJune 2, 2014
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Open AccessAutorenverzeichnisJune 2, 2014