Searcharxiv⌕ Search

arXiv · cond-mat/0601499

Pinning frequencies of the collective modes in $α$-uranium

Abstract

Uranium is the only known element that features a charge-density wave (CDW) and superconductivity. We report a comparison of the specific heat of single-crystal and polycrystalline $α$-uranium. \red{Away from the the phase transition the specific heat of the polycrystal is larger than that of the single crystal, and the aim of this paper is to explain this difference.} In the single crystal we find excess contributions to the heat capacity at 41 K, 38 K, and 23 K, with a Debye temperature, $Θ_D$ = 256 K. In the polycrystalline sample the heat capacity curve is thermally broadened ($Θ_D$ = 184 K), but no excess heat capacity was observed. The excess heat capacity, $C_ϕ$ (taken as the difference between the single crystal and polycrystal heat capacities) is well described in terms of collective-mode excitations above their respective pinning frequencies. This attribution is represented by a modified Debye spectrum with two cutoff frequencies, a pinning frequency, $ν_o$, for the pinned CDW (due to grain boundaries in the polycrystal), and a normal Debye acoustic frequency occurring in the single crystal. We explain the 50-year-old difference in Debye temperatures between heat capacity and ultrasonic measurements.

Explore related subjects

Keep this discovery

Explore connections, maps & timelines

BibTeXRIS

B. Mihaila, C. P. Opeil, F. R. Drymiotis, J. L. Smith, J. C. Cooley, M. E. Manley, A. Migliori, C. Mielke, T. Lookman, A. Saxena, A. R. Bishop, K. B. Blagoev, D. J. Thoma, B. E. Lang, J. Boerio-Goates, B. F. Woodfield, G. M. Schmiedeshoff, J. C. Lashley. 2006-01-22. Pinning frequencies of the collective modes in $α$-uranium. https://doi.org/10.1103/physrevlett.96.076401

Cite the original work for its findings. Save a collection to share your selection of sources.

KEEP EXPLORING

Related papers

Galilean electrodynamics fluctuation in a superfluid: from general coordinate invariance to Tkachenko mode

We explore coupling the Galilean electrodynamics (GED) to an s-wave superfluid. Governed by the general coordinate invariance, the proposed effective Lagrangian hosts an unconventional superfluid whose mass is shifted by the GED gauge multiplet. We compute its electromagnetic and gravitational responses in the linear regime. In the long-wavelength limit, we discover a vanishing pressure response, and remarkably the collective mode assumes a quadratic dispersion relation reminiscent of the Tkachenko mode in an oscillating vortex lattice in (2+1) dimensions. We further demonstrate that the soft sector of the vortex lattice model is a GED in disguise, and illustrate the relation between the gauge multiplet and the Lifshitz scalar in the lowest-Landau-level regime of the vortex lattice.

cond-mat.other↗

Zeeman Spin Photocurrents without Spin Textures

Inversion symmetry forbids bulk second-order spin photocurrents driven solely by electric-dipole coupling. We show that interference between the electric-dipole and spin Zeeman couplings of light enables Zeeman spin-shift and spin-injection currents in centrosymmetric magnets. Our microscopic theory and systematic symmetry analysis establish the allowed responses and polarization selection rules for both spin-degenerate and spin-split antiferromagnets, with and without spin--orbit coupling (SOC). In collinear magnets without SOC, spin injection vanishes, whereas a pure spin-shift current survives independently of the carrier scattering time. This response arises from transverse electronic spin coherences generated by the optical magnetic field, while the ordered moments remain collinear and fixed. Model analyses validate the mechanism, and first-principles calculations for $\mathrm{MnF_2}$ predict experimentally accessible spin photocurrents. These findings establish a general framework for optical spin-current generation in centrosymmetric magnets, including a SOC-free pure-spin mechanism particularly relevant to altermagnets.

cond-mat.other↗

Anomalous response, re-emerging localization-transition and robust corner sates in self-similar peano fractal

Anomalous spectral response from the non-interacting electrons on a peano fractal is recorded within tight-binding framework. It is observed that a minimal off-diagonal anisotropy can modulate the transport characteristics of the lattice. Drastic modification in the nature of the eigenstates has been validated through the workout of level spacing statistics. Further, a two-dimensional quasiperiodic Aubry-André and Harper variation in the overlap integral can invite re-entrant localization-delocalization transition for the self-similar model. This is associated with the possible existence of single-particle mobility edge in the energy landscape. Our results are corroborated by the evaluation of inverse participation ratio, fractal dimension and quantum dynamical response. The spectrum is shown to formulate a quantum butterfly pattern with the frequency of the modulation. Chiral symmetry protected edge states are found to be insensitive with respect to moderate diagonal disorder.

cond-mat.other↗