1996
DOI: 10.1103/physrevb.54.r6877
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Density-of-states-driven anisotropies induced by momentum decoupling inBi2Sr2

Abstract: Momentum decoupling arises when small momentum transfer processes dominate the electronphonon scattering and implies that anisotropies in superconductivity are driven by the anisotropies of the density of states. Considering an isotropic s-wave interaction in the momentum decoupling regime we give a natural simultaneous explanation to various aspects of ARPES and tunnel experiments on Bi2Sr2CaCu2O8, including the correlation of gap magnitude and visibility of the dip above the gap, the enhancement of anisotrop… Show more

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Cited by 38 publications
(54 citation statements)
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“…46 It is important to notice that the d-wave state we obtain is anisotropic and its anisotropies are driven by the ARDOS anisotropies in the same way as for the s-wave state discussed in the previous section. 48 This is clear in Figs. 9 and 10, where the d-wave solution away from the (/2,/2) direction has exactly the form of the s-wave solution.…”
Section: A Marginality Of the Superconducting Gap Symmetrymentioning
confidence: 74%
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“…46 It is important to notice that the d-wave state we obtain is anisotropic and its anisotropies are driven by the ARDOS anisotropies in the same way as for the s-wave state discussed in the previous section. 48 This is clear in Figs. 9 and 10, where the d-wave solution away from the (/2,/2) direction has exactly the form of the s-wave solution.…”
Section: A Marginality Of the Superconducting Gap Symmetrymentioning
confidence: 74%
“…We will give an alternative interpretation of this behavior in the framework of MD. 48 Our basic observation is that the system behaves as if the superconductivity at ⌫ϪM direction is not influenced by the superconductivity at the ⌫ϪX direction, and this is precisely the implication of MD.…”
Section: B Temperature Dependence Of the Shape Of The Anisotropymentioning
confidence: 95%
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“…The resulting anisotropy of the gap is a consequence of the small-q form of the interfacial EPI (cf. [36]). Taking the maximum required excitation energy at the gap edge to calculate the gap over T c ratio, we obtain the strong coupling (non-BCS) value ∆/k B T c =2.1 (in contrast to the BCS value ∆/k B T c =1.76).…”
mentioning
confidence: 99%
“…This assumption, although it has not been based on solid physical arguments or computations, nevertheless has been succesfull in interpreting many puzzling features of the high-T c superconductors. Some features are the peak in the microwave conductivity [9], the momentum dependence of the anomalous dip above the gap and the enhancement of the anisotropy close to T c reported by ARPES on BiSr 2 CaCu 2 O 8 [10], as well as the presence of different gap symmetries in different oxides and even variations of the gap symmetry with doping [11]. An effectively similar hypothesis of small-q scattering in the oxides is actually investigated by many authors in different contexts [12].…”
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confidence: 71%