A. Amato
Paul Scherrer Institute
Network
Latest external collaboration on country level. Dive into details by clicking on the dots.
Publication
Featured researches published by A. Amato.
Physical Review Letters | 2008
H.-H. Klauss; H. Luetkens; R. Klingeler; C. Hess; F. J. Litterst; M. Kraken; M. M. Korshunov; Ilya Eremin; S.-L. Drechsler; R. Khasanov; A. Amato; J. Hamann-Borrero; N. Leps; A. Kondrat; G. Behr; J. Werner; B. Büchner
We present a detailed study on the magnetic order in the undoped mother compound LaFeAsO of the recently discovered Fe-based superconductor LaFeAsO1-xFx. In particular, we present local probe measurements of the magnetic properties of LaFeAsO by means of 57Fe Mössbauer spectroscopy and muon-spin relaxation in zero external field along with magnetization and resistivity studies. These experiments prove a commensurate static magnetic order with a strongly reduced ordered moment of 0.25(5)muB at the iron site below T(N)=138 K, well separated from a structural phase transition at T(S)=156 K. The temperature dependence of the sublattice magnetization is determined and compared to theory. Using a four-band spin density wave model both, the size of the order parameter and the quick saturation below T(N) are reproduced.
Physical Review Letters | 2008
H. Luetkens; H.-H. Klauss; R. Khasanov; A. Amato; R. Klingeler; I. Hellmann; N. Leps; A. Kondrat; C. Hess; Anke Köhler; G. Behr; J. Werner; B. Büchner
We present zero field and transverse field muon spin relaxation experiments on the recently discovered Fe-based superconductor LaFeAsO1-xFx (x=0.075 and x=0.1). The temperature dependence of the deduced superfluid density is consistent with a BCS s-wave or a dirty d-wave gap function, while the field dependence strongly evidences unconventional superconductivity. We obtain the in-plane penetration depth of lambda ab(0)=254(2) nm for x=0.1 and lambda ab(0)=364(8) nm for x=0.075. Further evidence for unconventional superconductivity is provided by the ratio of Tc versus the superfluid density, which is close to the Uemura line of high-Tc cuprates.
Physical Review Letters | 2010
M. Bendele; A. Amato; K. Conder; M. Elender; H. Keller; H.-H. Klauss; H. Luetkens; E. Pomjakushina; A. Raselli; R. Khasanov
We report on a detailed investigation of the electronic phase diagram of FeSe1-x under pressures up to 1.4 GPa by means of ac magnetization and muon-spin rotation. At a pressure approximately 0.8 GPa the nonmagnetic and superconducting FeSe1-x enters a region where static magnetic order is realized above T{c} and bulk superconductivity coexists and competes on short length scales with the magnetic order below T{c}. For even higher pressures an enhancement of both the magnetic and the superconducting transition temperatures as well as of the corresponding order parameters is observed. These exceptional properties make FeSe1-x to be one of the most interesting superconducting systems investigated extensively at present.
New Journal of Physics | 2009
D. V. Evtushinsky; D. S. Inosov; V. B. Zabolotnyy; M. S. Viazovska; R. Khasanov; A. Amato; H.-H. Klauss; H. Luetkens; Ch. Niedermayer; G. L. Sun; V. Hinkov; C. T. Lin; A. Varykhalov; A. Koitzsch; M. Knupfer; Bernd Büchner; A. A. Kordyuk; S. V. Borisenko
Here we present a calculation of the temperature-dependent London penetration depth, ?(T), in Ba1-xKxFe2As2 (BKFA) on the basis of the electronic band structure (Zabolotnyy et al 2009 Nature?457 569, Zabolotnyy et al 2009 Physica C 469?448) and momentum-dependent superconducting gap (Evtushinsky et al 2009 Phys. Rev. B 79 054517) extracted from angle-resolved photoemission spectroscopy (ARPES) data. The results are compared to the direct measurements of ?(T) by muon spin rotation (?SR) (Khasanov et al 2009 Phys. Rev. Lett.?102 187005). The value of ?(T=0), calculated with no adjustable parameters, equals 270?nm, while the directly measured one is 320?nm; the temperature dependence ?(T) is also easily reproduced. Such agreement between the two completely different approaches allows us to conclude that ARPES studies of BKFA are bulk-representative. Our review of the available experimental studies of the superconducting gap in the new iron-based superconductors in general allows us to state that most of them bear two nearly isotropic gaps with coupling constants 2?/kBTc=2.5?1.5 and 7?2.
Physical Review Letters | 2010
R. Khasanov; M. Bendele; A. Amato; K. Conder; H. Keller; H.-H. Klauss; H. Luetkens; E. Pomjakushina
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.
Physical Review Letters | 2011
Erwin Wiesenmayer; H. Luetkens; Gwendolyne Pascua; Rustem Khasanov; A. Amato; Heidi Potts; Benjamin Banusch; H.-H. Klauss; Dirk Johrendt
It is widely believed that, in contrast to its electron-doped counterparts, the hole-doped compound Ba(1-x)K(x)Fe(2)As(2) exhibits a mesoscopic phase separation of magnetism and superconductivity in the underdoped region of the phase diagram. Here, we report a combined high-resolution x-ray powder diffraction and volume-sensitive muon spin rotation study of Ba(1-x)K(x)Fe(2)As(2) showing that this paradigm does not hold true in the underdoped region of the phase diagram (0≤x≤0.25). Instead we find a microscopic coexistence of the two forms of order. A competition of magnetism and superconductivity is evident from a significant reduction of the magnetic moment and a concomitant decrease of the magnetoelastically coupled orthorhombic lattice distortion below the superconducting phase transition.
Physical Review B | 2012
Z. Shermadini; H. Luetkens; Rustem Khasanov; A. Krzton-Maziopa; K. Conder; E. Pomjakushina; H.-H. Klauss; A. Amato
We report on the superconducting properties of
Superconductor Science and Technology | 2012
Roberto De Renzi; P. Bonfà; Marcello Mazzani; S. Sanna; Giacomo Prando; P. Carretta; Rustem Khasanov; A. Amato; H. Luetkens; M. Bendele; Fabio Bernardini; S. Massidda; A. Palenzona; Matteo Tropeano; Maurizio Vignolo
{A}_{x}
Physical Review B | 2016
Stefan Holenstein; Ursula Pachmayr; Z. Guguchia; Sirko Kamusella; Rustem Khasanov; A. Amato; C. Baines; H.-H. Klauss; E. Morenzoni; Dirk Johrendt; H. Luetkens
Fe
Journal of Physics: Condensed Matter | 2013
Tobias Stürzer; Gina M. Friederichs; H. Luetkens; A. Amato; H.-H. Klauss; Dirk Johrendt
{}_{2\ensuremath{-}y}