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The impact of Maki parameter and spin orbit scattering constant in the WHH model on upper critical magnetic fields in Ni-and co-doped pnictide bulk superconductors

机译:Maki参数和旋转轨道散射常数在Ni-and Co-of Coicted Pnictide超级导体上临界磁场上的影响

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Werthamer, Helfand, and Hohenberg (WHH) model is applied to the measured upper critical magnetic fields of Ni-and Co-doped pnictide bulk superconductors. This approach incorporates both orbital and paramagnetic effects in the upper critical field's temperature dependence. The relative importance of both the orbital and paramagnetic effects in the suppression of the superconductivity is described by the Maki parameter. In most superconductors, the Maki parameter is usually much less than unity suggesting that the influence of the paramagnetic effect is small. However, in materials with heavy electron effective mass, in which the Fermi energy is small, or in layered materials in a magnetic field parallel to the layers, the Maki parameter can be larger than unity. This is the case for our bulk pnictides. By fitting the measured temperature dependence of the upper critical field, we derive the Maki parameter and the spin orbit scattering constant and examine the correlation between the Maki parameter, the spin orbit scattering constant, and the reduced upper critical field for our curve fits vs. temperature. The obtained Maki parameters indicate that the Zeeman pair breaking dominates over the orbital pair breaking and spin-paramagnetic pair-breaking effect is significant. At the same time, our spin orbit scattering constants indicate that spin-orbit scattering needs to be also included in description of the H_(c2)(T) data in these materials.
机译:Werthamer,Helfand和Hohenberg(WHH)模型应用于Ni-and Co-of掺杂的突出的散块超导体的测量的上部临界磁场。这种方法在上部临界领域的温度依赖中包含轨道和顺磁性效应。通过Maki参数描述了在抑制超导性中的轨道和顺磁效应的相对重要性。在大多数超导体中,Maki参数通常远小于Unity,表明顺磁效果的影响很小。然而,在具有重型电子有效质量的材料中,其中费米能量小,或者在与层平行的磁场中的层状材料中,Maki参数可以大于Unity。这是我们批量策略的情况。通过拟合上临界场的测量温度依赖性,我们推出了Maki参数和自旋轨道散射常数,并检查Maki参数,自旋轨道散射常数和曲线的减少的上临界场之间的相关性。温度。所获得的Maki参数表明,Zeeman对在轨道对破碎和旋转顺磁对断裂效果上占主导地位。同时,我们的自旋轨道散射常数表明旋转轨道散射需要也包括在这些材料中的H_(C2)(T)数据的描述中。

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