77 research outputs found

    Pressure induced half-collapsed-tetragonal phase in CaKFe4_4As4_4

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    We report the temperature-pressure phase diagram of CaKFe4_4As4_4 established using high pressure electrical resistivity, magnetization and high energy x-ray diffraction measurements up to 6 GPa. With increasing pressure, both resistivity and magnetization data show that the bulk superconducting transition of CaKFe4_4As4_4 is suppressed and then disappears at pp ≳\gtrsim 4 GPa. High pressure x-ray data clearly indicate a phase transition to a collapsed tetragonal phase in CaKFe4_4As4_4 under pressure that coincides with the abrupt loss of bulk superconductivity near 4 GPa. The x-ray data, combined with resistivity data, indicate that the collapsed tetragonal transition line is essentially vertical, occuring at 4.0(5) GPa for temperatures below 150 K. Band structure calculations also find a sudden transition to a collapsed tetragonal state near 4 GPa, as As-As bonding takes place across the Ca-layer. Bonding across the K-layer only occurs for pp ≥\geq 12 GPa. These findings demonstrate a new type of collapsed tetragonal phase in CaKFe4_4As4_4: a half-collapsed-tetragonal phase

    Fragile antiferromagnetism in the heavy-fermion compound YbBiPt

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    We report results from neutron scattering experiments on single crystals of YbBiPt that demonstrate antiferromagnetic order characterized by a propagation vector, τAFM\tau_{\rm{AFM}} = (121212\frac{1}{2} \frac{1}{2} \frac{1}{2}), and ordered moments that align along the [1 1 1] direction of the cubic unit cell. We describe the scattering in terms of a two-Gaussian peak fit, which consists of a narrower component that appears below TN ≈0.4T_{\rm{N}}~\approx 0.4 K and corresponds to a magnetic correlation length of ξn≈\xi_{\rm{n}} \approx 80 A˚\rm{\AA}, and a broad component that persists up to T∗≈T^*\approx 0.7 K and corresponds to antiferromagnetic correlations extending over ξb≈\xi_{\rm{b}} \approx 20 A˚\rm{\AA}. Our results illustrate the fragile magnetic order present in YbBiPt and provide a path forward for microscopic investigations of the ground states and fluctuations associated with the purported quantum critical point in this heavy-fermion compound.Comment: 5 pages, 3 figure

    Controlling Magnetic Order, Magnetic Anisotropy, and Band Topology in Semimetals Sr(Mn0.9Cu0.1)Sb2{\rm Sr(Mn_{0.9}Cu_{0.1})Sb_2} and Sr(Mn0.9Zn0.1)Sb2{\rm Sr(Mn_{0.9}Zn_{0.1})Sb_2}

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    Neutron diffraction and magnetic susceptibility studies show that orthorhombic single-crystals of topological semimetals Sr(Mn0.9Cu0.1)Sb2{\rm Sr(Mn_{0.9}Cu_{0.1})Sb_2} and Sr(Mn0.9Zn0.1)Sb2{\rm Sr(Mn_{0.9}Zn_{0.1})Sb_2} undergo three dimensional C-type antiferromagnetic (AFM) ordering of the Mn2+^{2+} moments at TN=200±10T_N = 200\pm10 and 210±12210\pm12 K, respectively, significantly lower than that of the parent SrMnSb2_2 with TN=297±3T_N=297 \pm 3 K. Magnetization versus applied magnetic field (perpendicular to MnSb planes) below TNT_N exhibits slightly modified de Haas van Alphen oscillations for the Zn-doped crystal as compared to that of the parent compound. By contrast, the Cu-doped system does not show de Haas van Alphen magnetic oscillations, suggesting that either Cu substitution for Mn changes the electronic structure of the parent compound substantially, or that the Cu sites are strong scatterers of carriers that significantly shorten their mean free path thus diminishing the oscillations. Density functional theory (DFT) calculations including spin-orbit coupling predict the C-type AFM state for the parent, Cu-, and Zn-doped systems and identify the aa-axis (i.e., perpendicular to the Mn layer) as the easy magnetization direction in the parent and 12.5% of Cu or Zn substitutions. In contrast, 25% of Cu content changes the easy magnetization to the bb-axis (i.e., within the Mn layer). We find that the incorporation of Cu and Zn in SrMnSb2_2 tunes electronic bands near the Fermi level resulting in different band topology and semi-metallicity. The parent and Zn-doped systems have coexistence of electron and hole pockets with opened Dirac cone around the Y-point whereas the Cu-doped system has dominant hole pockets around the Fermi level with a distorted Dirac cone. The tunable electronic structure may point out possibilities of rationalizing the experimentally observed de Haas van Alphen magnetic oscillations

    Competing magnetic fluctuations and orders in a multiorbital model of doped SrCo2_2As2_2

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    We revisit the intriguing magnetic behavior of the paradigmatic itinerant frustrated magnet SrCo2As2\rm{Sr}\rm{Co}_2\rm{As}_2, which shows strong and competing magnetic fluctuations yet does not develop long-range magnetic order. By calculating the static spin susceptibility χ(q)\chi(\mathbf{q}) within a realistic sixteen orbital Hubbard-Hund model, we determine the leading instability to be ferromagnetic (FM). We then explore the effect of doping and calculate the critical Hubbard interaction strength UcU_c that is required for the development of magnetic order. We find that UcU_c decreases under electron doping and with increasing Hund's coupling JJ, but increases rapidly under hole doping. This suggests that magnetic order could possibly emerge under electron doping but not under hole doping, which agrees with experimental findings. We map out the leading magnetic instability as a function of doping and Hund's coupling and find several antiferromagnetic phases in addition to FM. We also quantify the degree of itinerant frustration in the model and resolve the contributions of different orbitals to the magnetic susceptibility. Finally, we discuss the dynamic spin susceptibility, χ(q,ω)\chi(\mathbf{q}, \omega), at finite frequencies, where we recover the anisotropy of the peaks at Qπ=(π,0)\mathbf{Q}_\pi = (\pi, 0) and (0,π)(0, \pi) observed by inelastic neutron scattering that is associated with the phenomenon of itinerant magnetic frustration. By comparing results between theory and experiment, we conclude that the essential experimental features of doped SrCo2_2As2_2 are well captured by a Hubbard-Hund multiorbital model if one considers a small shift of the chemical potential towards hole doping.Comment: 19 pages, 12 figure

    Antiferromagnetic stacking of ferromagnetic layers and doping-controlled phase competition in Ca1−x Srx Co2−y As2

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    In search of a quantum phase transition between the two-dimensional (2D) ferromagnetism of CaCo2−yAs2 and stripe-type antiferromagnetism in SrCo2 As2, we instead find evidence for 1D magnetic frustration between magnetic square Co layers. We present neutron-diffraction data for Ca1−x Srx Co2−y As2 that reveal a sequence of x -dependent magnetic transitions which involve different stacking of 2 D ferromagnetically aligned layers with different magnetic anisotropy. We explain the x-dependent changes to the magnetic order by utilizing classical analytical calculations of a 1D Heisenberg model where single-ion magnetic anisotropy and frustration of antiferromagnetic nearest- and next-nearest-layer exchange interactions are all composition dependent

    Nitrogen Contamination in Elastic Neutron Scattering

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    Nitrogen gas accidentally sealed in a sample container produces various spurious effects in elastic neutron scattering measurements. These effects are systematically investigated and the details of the spurious scattering are presented

    Manipulating magnetism in the topological semimetal EuCd2As2

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    EuCd2As2 is a magnetic semimetal that has the potential of manifesting nontrivial electronic states, depending on its low temperature magnetic ordering. Here, we report the successful synthesis of single crystals of EuCd2As2 that order ferromagnetically or antiferromagnetically depending on the level of band filling, thus allowing for the use of magnetism to tune the topological properties within the same host. We explored their physical properties via magnetization, electrical transport, heat capacity, and angle-resolved photoemission spectroscopy measurements and conclude that EuCd2As2 is an excellent, tunable system for exploring the interplay of magnetic ordering and topology
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