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通过伦敦穿透深度测量研究电子掺杂Ba(Fe Rh )As单晶中超导能隙各向异性的普遍掺杂演变。

Universal doping evolution of the superconducting gap anisotropy in single crystals of electron-doped Ba(Fe Rh )As from London penetration depth measurements.

作者信息

Kim Hyunsoo, Tanatar M A, Martin C, Blomberg E C, Ni Ni, Bud'ko S L, Canfield P C, Prozorov R

出版信息

J Phys Condens Matter. 2018 Jun 6;30(22):225602. doi: 10.1088/1361-648X/aabef9. Epub 2018 Apr 18.

DOI:10.1088/1361-648X/aabef9
PMID:29667604
Abstract

Doping evolution of the superconducting gap anisotropy was studied in single crystals of 4d-electron doped Ba(Fe Rh )As using tunnel diode resonator measurements of the temperature variation of the London penetration depth [Formula: see text]. Single crystals with doping levels representative of an underdoped regime x  =  0.039 ([Formula: see text] K), close to optimal doping x  =  0.057 ([Formula: see text] K) and overdoped x  =  0.079 ([Formula: see text] K) and x  =  0.131([Formula: see text] K) were studied. Superconducting energy gap anisotropy was characterized by the exponent, n, by fitting the data to the power-law, [Formula: see text]. The exponent n varies non-monotonically with x, increasing to a maximum n  =  2.5 for x  =  0.079 and rapidly decreasing towards overdoped compositions to 1.6 for x  =  0.131. This behavior is qualitatively similar to the doping evolution of the superconducting gap anisotropy in other iron pnictides, including hole-doped (Ba,K)FeAs and 3d-electron-doped Ba(Fe,Co)As superconductors, finding a full gap near optimal doping and strong anisotropy toward the ends of the superconducting dome in the T-x phase diagram. The normalized superfluid density in an optimally Rh-doped sample is almost identical to the temperature-dependence in the optimally doped Ba(Fe,Co)As samples. Our study supports the universal superconducting gap variation with doping and [Formula: see text] pairing at least in iron based superconductors of the BaFeAs family.

摘要

利用隧道二极管谐振器测量伦敦穿透深度随温度的变化[公式:见原文],研究了4d电子掺杂的Ba(Fe Rh )As单晶中超导能隙各向异性的掺杂演变。研究了具有欠掺杂区代表性掺杂水平x = 0.039([公式:见原文]K)、接近最佳掺杂x = 0.057([公式:见原文]K)以及过掺杂x = 0.079([公式:见原文]K)和x = 0.131([公式:见原文]K)的单晶。通过将数据拟合到幂律[公式:见原文],用指数n来表征超导能隙各向异性。指数n随x非单调变化,在x = 0.079时增加到最大值n = 2.5,在过掺杂成分中迅速下降,在x = 0.131时降至1.6。这种行为在定性上类似于其他铁基砷化物中超导能隙各向异性的掺杂演变,包括空穴掺杂的(Ba,K)FeAs和3d电子掺杂的Ba(Fe,Co)As超导体,在T - x相图中,在接近最佳掺杂时发现一个完整能隙,在超导穹顶两端具有强各向异性。最佳Rh掺杂样品中的归一化超流密度与最佳掺杂的Ba(Fe,Co)As样品中的温度依赖性几乎相同。我们的研究支持至少在BaFeAs家族的铁基超导体中,超导能隙随掺杂和[公式:见原文]配对的普遍变化。

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