12,050 research outputs found

    Magnetic, thermal and transport properties of Cd doped CeIn3_3

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    We have investigated the effect of Cd substitution on the archetypal heavy fermion antiferromagnet CeIn3_3 via magnetic susceptibility, specific heat and resistivity measurements. The suppression of the Neel temperature, TN_{N}, with Cd doping is more pronounced than with Sn. Nevertheless, a doping induced quantum critical point does not appear to be achievable in this system. The magnetic entropy at TNT_N and the temperature of the maximum in resistivity are also systematically suppressed with Cd, while the effective moment and the Curie-Weiss temperature in the paramagnetic state are not affected. These results suggest that Cd locally disrupts the AFM order on its neighboring Ce moments, without affecting the valence of Ce. Moreover, the temperature dependence of the specific heat below TNT_N is not consistent with 3D magnons in pure as well as in Cd-doped CeIn3_3, a point that has been missed in previous investigations of CeIn3_3 and that has bearing on the type of quantum criticality in this system

    Superconductivity without Fe or Ni in the phosphides BaIr2P2 and BaRh2P2

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    Heat capacity, resistivity, and magnetic susceptibility measurements confirm bulk superconductivity in single crystals of BaIr2_2P2_2 (Tc_c=2.1K) and BaRh2_2P2_2 (Tc_c = 1.0 K). These compounds form in the ThCr2_2Si2_2 (122) structure so they are isostructural to both the Ni and Fe pnictides but not isoelectronic to either of them. This illustrates the importance of structure for the occurrence of superconductivity in the 122 pnictides. Additionally, a comparison between these and other ternary phosphide superconductors suggests that the lack of interlayer P−PP-P bonding favors superconductivity. These stoichiometric and ambient pressure superconductors offer an ideal playground to investigate the role of structure for the mechanism of superconductivity in the absence of magnetism.Comment: Published in Phys Rev B: Rapid Communication

    Thermalization of a Brownian particle via coupling to low-dimensional chaos

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    It is shown that a paradigm of classical statistical mechanics --- the thermalization of a Brownian particle --- has a low-dimensional, deterministic analogue: when a heavy, slow system is coupled to fast deterministic chaos, the resultant forces drive the slow degrees of freedom toward a state of statistical equilibrium with the fast degrees. This illustrates how concepts useful in statistical mechanics may apply in situations where low-dimensional chaos exists.Comment: Revtex, 11 pages, no figures

    Level spacings and periodic orbits

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    Starting from a semiclassical quantization condition based on the trace formula, we derive a periodic-orbit formula for the distribution of spacings of eigenvalues with k intermediate levels. Numerical tests verify the validity of this representation for the nearest-neighbor level spacing (k=0). In a second part, we present an asymptotic evaluation for large spacings, where consistency with random matrix theory is achieved for large k. We also discuss the relation with the method of Bogomolny and Keating [Phys. Rev. Lett. 77 (1996) 1472] for two-point correlations.Comment: 4 pages, 2 figures; major revisions in the second part, range of validity of asymptotic evaluation clarifie
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