Charge density glass dynamics – Soft potentials and soft modes

An universal fingerprint of glasses has been found in low-temperature thermodynamic properties of charge/spin density wave (C/SDW) systems. Deviations from the well-known Debye, elastic continuum prediction for specific heat (flat Cp/T3 plot) appear as two anomalies; the upturn below 1K and a broad...

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Veröffentlicht in:Physica. B, Condensed matter Condensed matter, 2012-06, Vol.407 (11), p.1741-1745
Hauptverfasser: Biljaković, K., Starešinić, D., Lasjaunias, J.C., Remenyi, G., Mélin, R., Monceau, P., Sahling, S.
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container_end_page 1745
container_issue 11
container_start_page 1741
container_title Physica. B, Condensed matter
container_volume 407
creator Biljaković, K.
Starešinić, D.
Lasjaunias, J.C.
Remenyi, G.
Mélin, R.
Monceau, P.
Sahling, S.
description An universal fingerprint of glasses has been found in low-temperature thermodynamic properties of charge/spin density wave (C/SDW) systems. Deviations from the well-known Debye, elastic continuum prediction for specific heat (flat Cp/T3 plot) appear as two anomalies; the upturn below 1K and a broad bump at T∼10K (named Boson peak in glasses). The first one, inherent of localized two level systems within the shalow corrugated phase space, exhibits slow relaxation with the complex dynamics. The second one, “Boson peak-like peak” was attributed to the pinned mode and incomplete softening of CDW superstructural mode. We discuss similar Cp(T) features found also in incommensurate dielectrics with well documented soft-mode anomalies.
doi_str_mv 10.1016/j.physb.2012.01.020
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subjects Anomalies
Bosons
Charge and spin density waves
Charge density
Charge-density-wave systems
Collective effects
Condensed Matter
Condensed matter: electronic structure, electrical, magnetic, and optical properties
Dynamical systems
Dynamics
Electron states
Exact sciences and technology
Glass
Glasses
Physics
Soft mode
Soft potentials
Spin density waves
Strongly Correlated Electrons
Thermodynamics
title Charge density glass dynamics – Soft potentials and soft modes
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