2006
DOI: 10.1103/physrevb.73.224518
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Increase of critical currents and peak effect in Mo-substitutedYBa2Cu3O7

Abstract: Superconducting critical currents jc > 10 5 A/cm 2 at temperatures T ∼ 50 K and magnetic fields B ∼ 6 T are reported for the YBa2Cu3−xMoxO 7+d compound with x = 0.02. Clear evidence for the increased pinning force Fp was found from a peak effect present for jc(B). The pinning force was analyzed by a scaling procedure using Kramer's approach. For a wide range of fields and temperatures, we were able to express all Fp data as a single function of a reduced field b = B/B k , where the scaling field B k << Hc2 was… Show more

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Cited by 13 publications
(15 citation statements)
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“…It is possible to confirm that the main pinning mechanism of ScY (h 0 = 0.35  0.02), ScSr002 (h 0 = 0.34  0.02) and ScSr01 (h 0 = 0.34  0.02) samples is the core normal point type (h 0 = 0.33). It is in agreement with other results reported by the literature to YBa 2 Cu 3 O 7- single crystals [1], [8], [17]. Similarly to the ScSr025 (h 0 = 0.42  0.05) and ScSr037 (h 0 = 0.17  0.05) samples, the main pinning mechanism identified is the core ∆k volume type (h 0 = 0.5) to the ScSr025 sample and core normal surface type (h 0 = 0.2) to the ScSr037 sample.…”
Section: Introductionsupporting
confidence: 94%
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“…It is possible to confirm that the main pinning mechanism of ScY (h 0 = 0.35  0.02), ScSr002 (h 0 = 0.34  0.02) and ScSr01 (h 0 = 0.34  0.02) samples is the core normal point type (h 0 = 0.33). It is in agreement with other results reported by the literature to YBa 2 Cu 3 O 7- single crystals [1], [8], [17]. Similarly to the ScSr025 (h 0 = 0.42  0.05) and ScSr037 (h 0 = 0.17  0.05) samples, the main pinning mechanism identified is the core ∆k volume type (h 0 = 0.5) to the ScSr025 sample and core normal surface type (h 0 = 0.2) to the ScSr037 sample.…”
Section: Introductionsupporting
confidence: 94%
“…The normalized pinning force density, f = F P /F P,max (where F P,max corresponds to the upper F P (B,T) data) versus the reduced field, h = B/B irr plots is applied as an efficiently tool to identify and distinguish the contribution of the different pinning mechanisms to the behavior of J c (B,T) [1], [6], [8], [14], [15]. Fig.…”
Section: Introductionmentioning
confidence: 99%
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“…This model and its numerous modifications were successfully used to analyze pinning properties in several high-T c superconductors. 31,32 As a scaling field H* we use H Fp,max (see Fig. D2) and fit the experimental results well for p = q = 1.8 (blue line).…”
Section: Appendix D: Peak Effect Scalingmentioning
confidence: 87%
“…This analysis of pinning bases on the Dew-Hughes 30 model with a modified scaling law f(h) = h p (2-h) q , where f = F p /F p,max , h = H/H*, H* is a scaling field, and p and q depend on the relevant pinning mechanism. This model and its numerous modifications were successfully used to analyze pinning properties in several high-T c superconductors 31,32. As a scaling field H* we use H Fp,max (see Fig.D2) and fit the experimental results well for p = q = 1.8 (blue line).…”
mentioning
confidence: 99%