首页> 外文期刊>Philosophical magazine, B. Physics of condensed matter, electronic, optical, and magnetic properties >Relativistic and non-relativistic electron transport in disordered alloys .2. Applications to palladium alloyed with copper, silver and gold
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Relativistic and non-relativistic electron transport in disordered alloys .2. Applications to palladium alloyed with copper, silver and gold

机译:相对论和非相对论电子在无序合金中的传输.2。在与铜,银和金合金化的钯中的应用

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The residual electrical de resistivity of the transition-metal alloy systems Cu-Pd, Ag-Pd and Au-Pd was calculated using the Korringa-Kohn-Rostoker coherent-potential approximation for solving the electronic structure problem and the one-electron Kubo-Greenwood formula for the conductivity calculations. All systems were treated on a non-relativistic and a scalar relativistic level in order to be able to assess the importance of some of the relativistic effects. For one alloy system also a fully relativistic calculation was performed, thus allowing us to obtain an estimate of the spin-orbit-induced contributions neglected in the scalar relativistic approach. The calculated concentration-dependent resistivities were compared with the corresponding experimental values. The electrical resistivity (or conductivity) is decomposed into angular momentum and k-resolved quantities. This allows for a discussion of the origin of electronic conduction in the alloys considered. Energy-dependent conductivities with and without vertex corrections permit a discussion of the importance of vertex corrections. The results for the Kubo-Greenwood equation without vertex corrections are compared with results obtained using the semiclassical Boltzmann equation in the relaxation time approximation. [References: 31]
机译:过渡金属合金体系Cu-Pd,Ag-Pd和Au-Pd的残余电阻率是使用Korringa-Kohn-Rostoker相干势近似法解决电子结构问题和单电子Kubo-Greenwood计算得出的用于电导率计算的公式。为了能够评估某些相对论效应的重要性,对所有系统都进行了非相对论和标量相对论的处理。对于一种合金系统,还进行了完全相对论的计算,从而使我们可以获得标量相对论方法中忽略的自旋轨道引起的贡献的估计。将计算出的浓度依赖性电阻率与相应的实验值进行比较。电阻率(或电导率)分解为角动量和k分解量。这允许讨论所考虑的合金中电子传导的起源。具有和不具有顶点校正的依赖于能量的电导率允许讨论顶点校正的重要性。在松弛时间近似中,将没有顶点校正的Kubo-Greenwood方程的结果与使用半经典Boltzmann方程获得的结果进行了比较。 [参考:31]

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