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首页> 外文期刊>Physical review. B, Condensed Matter And Materals Physics >Analysis of point-contact Andreev reflection spectra in spin polarization measurements
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Analysis of point-contact Andreev reflection spectra in spin polarization measurements

机译:自旋极化测量中点接触安德列夫反射光谱的分析

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We present a systematic analysis of point-contact Andreev reflection (PCAR) spectra for ferromagnetic materials, using both modeling and experimental data. We emphasize the importance of consistent data analysis to avoid possible misinterpretation of the data. We consider the relationship between ballistic and diffusive transport, the effect of different transport regimes on spin polarization measurements, and the importance of unambiguous identification of the type of transport regime. We find that in a realistic parameter range, the analysis of PCAR spectra of purely diffusive character by a ballistic model yield approximately the same (within ~3%) values of the spin polarization and the barrier strength Z larger by ~0.5-0.6. We also consider the dependence of polarization values on Z, and have shown by simple modeling that letting the superconducting gap vary as an adjustable parameter can result in a spurious dependence of the spin-polarization P_c on Z. At the same time we analyzed the effects of finite Z on the apparent value of P_c measured by the PCAR technique, using a large number of examples from both our own measurements and from the literature. We conclude that there is a system-dependent variation in P_c (Z), presumably due to spin-flip scattering at the interface. However, the exact type of this dependence is hard to determine with any statistical certainty.
机译:我们使用模型和实验数据对铁磁性材料的点接触安德列夫反射(PCAR)光谱进行了系统分析。我们强调进行一致的数据分析的重要性,以避免对数据进行可能的误解。我们考虑了弹道运输和扩散运输之间的关系,不同运输方式对自旋极化测量的影响,以及明确识别运输方式类型的重要性。我们发现,在一个实际的参数范围内,通过弹道模型对纯扩散性的PCAR光谱进行分析得出的自旋极化值大致相同(在〜3%之内),势垒强度Z增大了〜0.5-0.6。我们还考虑了极化值对Z的依赖性,并通过简单的模型表明,将超导间隙作为可调参数而变化会导致自旋极化P_c对Z的虚假依赖性。同时,我们分析了影响有限Z对通过PCAR技术测得的P_c视在值的影响,使用大量来自我们自己的测量结果和文献的示例。我们得出结论,P_c(Z)中存在系统相关的变化,大概是由于界面处的自旋翻转散射所致。但是,这种依赖关系的确切类型很难以任何统计确定性来确定。

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