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      Two-electronic component behavior in the multiband FeSe\(_{0.42}\)Te\(_{0.58}\) superconductor

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          Abstract

          We report X-band EPR and \(^{125}\)Te and \(^{77}\)Se NMR measurements on single-crystalline superconducting FeSe\(_{0.42}\)Te\(_{0.58}\) (\(T_c\) = 11.5(1) K). The data provide evidence for the coexistence of intrinsic localized and itinerant electronic states. In the normal state, localized moments couple to itinerant electrons in the Fe(Se,Te) layers and affect the local spin susceptibility and spin fluctuations. Below \(T_c\), spin fluctuations become rapidly suppressed and an unconventional superconducting state emerges in which \(1/T_1\) is reduced at a much faster rate than expected for conventional \(s\)- or \(s_\pm\)-wave symmetry. We suggest that the localized states arise from the strong electronic correlations within one of the Fe-derived bands. The multiband electronic structure together with the electronic correlations thus determine the normal and superconducting states of the FeSe\(_{1-x}\)Te\(_x\) family, which appears much closer to other high-\(T_c\) superconductors than previously anticipated.

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          Superconductivity in S-substituted FeTe

          We have successfully synthesized a new superconducting phase of FeTe1-xSx with a PbO-type structure. It has the simplest crystal structure in iron-based superconductors. Superconducting transition temperature is about 10 K at x = 0.2. The upper critical field Hc2 was estimated to be ~70 T. The coherent length was calculated to be ~2.2 nm. Because FeTe1-xSx is composed of nontoxic elements, this material is a candidate for applications and will activate more and more research on iron-based superconductor.
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            Evolution of Two-Gap Behavior of the Superconductor\({\mathrm{FeSe}}_{1-x}\)

            The superfluid density, rho{s}, of the iron chalcogenide superconductor, FeSe1-x, was studied as a function of pressure by means of muon-spin rotation. The analysis of rho{s}(T) within the two-gap scheme reveals that the effect on both, the transition temperature T{c} and rho{s}(0), is entirely determined by the band(s) where the large superconducting gap develops, while the band(s) with the small gap become practically unaffected.

              Author and article information

              Journal
              17 June 2010
              Article
              10.1103/PhysRevB.82.140508
              1006.3411
              5dcee989-3abf-4c42-b489-8431f473dbc7

              http://arxiv.org/licenses/nonexclusive-distrib/1.0/

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              Custom metadata
              Physical Review B 82, 140508(R) (2010)
              5 pages, 4 figures
              cond-mat.supr-con

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