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Nonequilibrium properties of graphene probed by superconducting tunnel spectroscopy

机译:超导隧道光谱法探测石墨烯的非预测性能

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摘要

We report on nonequilibrium properties of graphene probed by superconducting tunnel spectroscopy. A hexagonal boron nitride (hBN) tunnel barrier in combination with a superconducting Pb contact is used to extract the local energy distribution function of the quasiparticles in graphene samples in different transport regimes. In the cases where the energy distribution function resembles a Fermi-Dirac distribution, the local electron temperature can directly be accessed. This allows us to study the cooling mechanisms of hot electrons in graphene. In the case of long samples (device length L much larger than the electron-phonon scattering length l(e-ph)), cooling through acoustic phonons is dominant. We find a crossover from the dirty limit with a power law T-3 at low temperature to the clean limit at higher temperatures with a power law T-4 and a deformation potential of 13.3 eV. For shorter samples, where L is smaller than l(e-ph) but larger than the electron-electron scattering length l(e-e), the well-known cooling through electron out-diffusion is found. Interestingly, we find strong indications of an enhanced Lorenz number in graphene. We also find evidence of a non-Fermi-Dirac distribution function, which is a result of noninteracting quasiparticles in very short samples.
机译:通过超导隧道光谱探测石墨烯的非预测性质报告。与超导Pb接触组合的六边形氮化硼(HBN)隧道屏障用于在不同的运输制度中提取石墨烯样品中Quasiparlics的局部能量分布函数。在能量分布函数类似于FERMI-DIRAC分布的情况下,可以直接访问局部电子温度。这使我们能够研究石墨烯中的热电子的冷却机制。在长样的情况下(器件长度远高于电子 - 声子散射长度L(E-PH)),通过声学声子冷却是显性的。我们在低温下用电力法T-3的脏极限发现了一个交叉,在较高温度下的较高温度下的电力法T-4和13.3eV的变形电位。对于较短的样品,其中L小于L(E-PH)但大于电子散射长度L(E-E),发现通过电子输出的众所周知的冷却。有趣的是,我们发现石墨烯中增强Lorenz号码的强烈迹象。我们还发现了非FERMI-DIRAC分布函数的证据,这是非常短的样品中的非交互式Quasiply的结果。

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  • 来源
    《Physical review, B》 |2019年第7期|共11页
  • 作者单位

    Univ Basel Dept Phys Klingelbergstr 82 CH-4056 Basel Switzerland;

    Univ Basel Dept Phys Klingelbergstr 82 CH-4056 Basel Switzerland;

    Univ Basel Dept Phys Klingelbergstr 82 CH-4056 Basel Switzerland;

    Univ Basel Dept Phys Klingelbergstr 82 CH-4056 Basel Switzerland;

    Univ Basel Dept Phys Klingelbergstr 82 CH-4056 Basel Switzerland;

    Univ Cambridge Dept Engn 9 JJ Thomson Ave Cambridge CB3 0FA England;

    Univ Cambridge Dept Engn 9 JJ Thomson Ave Cambridge CB3 0FA England;

    Univ Cambridge Dept Engn 9 JJ Thomson Ave Cambridge CB3 0FA England;

    Univ Basel Dept Phys Klingelbergstr 82 CH-4056 Basel Switzerland;

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  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 固体物理学;
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