1996
DOI: 10.1134/1.567068
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Anomalies in the temperature dependence of the anisotropic gap in high-T c superconductors

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Cited by 10 publications
(12 citation statements)
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“…where d is the lattice parameter along the c-axis and f(t) is a function of various parameters describing the thermal conduction due to a 2D Bose gas of thermal acoustic plasmons and is defined as concepts of this model and the meaning of these various parameters are discussed in detail in [15]. We have previously [17] shown that this model gives a very good description of Xc(T) data for the samples investigated here.…”
Section: C(t) Thus In the Normal State (T>t~) Ic~(t)mentioning
confidence: 89%
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“…where d is the lattice parameter along the c-axis and f(t) is a function of various parameters describing the thermal conduction due to a 2D Bose gas of thermal acoustic plasmons and is defined as concepts of this model and the meaning of these various parameters are discussed in detail in [15]. We have previously [17] shown that this model gives a very good description of Xc(T) data for the samples investigated here.…”
Section: C(t) Thus In the Normal State (T>t~) Ic~(t)mentioning
confidence: 89%
“…However, the comparison between these models is not the main concern in this study; rather, we will attempt an investigation of the rise in ~:(T) by adopting one of them [15] that describes ~.~(T), below and above Tc, based on the existence of weakly damped collective electron excitations of Bose type with acoustic dispersion relation (acoustic plasmons) inside the superconducting gap. In this model the thermal conductivity can be calculated by the following equation;…”
Section: C(t) Thus In the Normal State (T>t~) Ic~(t)mentioning
confidence: 99%
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“…Accord ing to formula (1), the role of Coulomb repulsion increases progressively as the plasma density decreases and the plasma permittivity tends to unity. Analysis based on formula (1) naturally leads to the consideration of the low frequency range of the elec tromagnetic spectrum [4] and application of models assuming a linear [5] or quasilinear [6,7] dependence of the phonon frequency on the wavenumber k. In the context of the problem of high temperature supercon ductivity, the discrete Hubbard model [8,9] has been…”
Section: Introductionmentioning
confidence: 99%