2009
DOI: 10.1103/physrevb.80.024516
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Effect of hole doping on the London penetration depth inBi2.15Sr1.85CaCu2O8

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Cited by 52 publications
(69 citation statements)
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References 25 publications
(17 reference statements)
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“…Its subsequent decrease between 0.11 and 0.13 (∼1/8) doping, increase away beyond p ∼ 1/8, may be due to the presence of stripe order at this doping level [35]. The concurrent decrease of λ e−sf in this same 'stripe' region implies a suppression in the superconductivity, consistent with a plateau in the superfluid density near this 1/8 doping [36]. The doping dependence of λ e−ph in the OPT-OD region-maximum at OPT, and decrease with overdoping, is also in qualitative agreement with BCS theory, and strong lattice renormalization effects [2,37].…”
Section: Five-temperature Modelmentioning
confidence: 72%
“…Its subsequent decrease between 0.11 and 0.13 (∼1/8) doping, increase away beyond p ∼ 1/8, may be due to the presence of stripe order at this doping level [35]. The concurrent decrease of λ e−sf in this same 'stripe' region implies a suppression in the superconductivity, consistent with a plateau in the superfluid density near this 1/8 doping [36]. The doping dependence of λ e−ph in the OPT-OD region-maximum at OPT, and decrease with overdoping, is also in qualitative agreement with BCS theory, and strong lattice renormalization effects [2,37].…”
Section: Five-temperature Modelmentioning
confidence: 72%
“…However, choosing the center of the emission feature as indicated in Fig. 3 yields a change in frequency by ~8.5 % between 20 K and 40 K. The temperature dependence of λ ab has been determined from microwave cavity measurements for optimally doped BSCCO [27] and from ac-susceptibility measurements on powder samples with various doping levels [28]. We also notice that the emission peak amplitude varies quasi-periodically as a function of voltage, or indeed of frequency as is plotted in Fig.…”
mentioning
confidence: 99%
“…In comparison to the sintered one, the ACS signal from the powdered compound is drastically reduced due to the absence of the intergrain shielding current. The gradual T-dependence of the ACS signal for powders is due to the decrease in the magnetic flux penetration depth as temperature is lowered below T c [13]. We have also shown the field dependent ACS data for the same powdered compound in Fig …”
Section: Polycrystallinementioning
confidence: 64%