The effect of vortex dynamics on the phase diagram of YBa2Cu3O7-8 as determined by resistivity measurements
The effect of vortex dynamics on the phase diagram of YBa2Cu3O7-8 as determined by resistivity measurements
We present the results of detailed magneto-resistivity measurements on a number of high quality, twinned and detwinned, YBa2Cu3O7-δ single crystals. By annealing at different temperatures (in flowing O2) we have carefully varied the oxygen concentration of these samples about the optimally doped point of 7- δ = 6.93 (the critical temperature Tc has a maximum of 93.6 K at this point). In this way we have been able to produce a detailed study on the effect that oxygen has on the thermodynamic and dynamic properties in the region 6.91 ≤ 7 - δ ≤ 6.95. Our results fall into two main categories: thermodynamic properties and the effect the oxygen concentration has upon the vortex phase diagram and resistive properties and the effect that the concentration of quenched disorder has on the flux-flow resistivity.
As far as the thermodynamic properties are concerned, we find, in accordance with a number of other groups, that there is a sharp drop in resistivity as a function of temperature p(T) at approximately 0.1 ρn, where ρn = ρ (100K). This kink has been associated with a first-order melting transition of the vortex lattice into the vortex liquid state. We show for the first time that this sharp drop in resistivity is also present in measurements taken as a function of angle θ between the applied field B and the crystalline c-axis. Increasing θ in a constant applied field is equivalent to decreasing the effective field Beff = B (cos2 θ+ε2 sin2θ)1/2, where ε = (mab /mc)1/2 is anisotropy factor. So there is a sharp drop in the resistivity when the effective field has decreased enough for the vortices to solidify. We show, by varying the applied field B or angle θ that if the effective field Beff is held constant the melting temperature Tm will also remain constant. Using this result we have been able to extract the anisotropy for the crystals. Above the multi-critical point (the multi-critical field Bmc in p (T) measurements and the multi-critical temperature Tmc in p(Beff) measurements) the first order melting transition is destroyed and the resistivity curves decreases smoothly to zero. We show that as the amount of disorder is increased, by decreasing the oxygen concentration, the multi-critical point is decreased in field. In addition to this we show that the multi-critical field can be scaled within the Beff vs T vortex phase diagram.
University of Southampton
1998
Langan, Rita Mary
(1998)
The effect of vortex dynamics on the phase diagram of YBa2Cu3O7-8 as determined by resistivity measurements.
University of Southampton, Doctoral Thesis.
Record type:
Thesis
(Doctoral)
Abstract
We present the results of detailed magneto-resistivity measurements on a number of high quality, twinned and detwinned, YBa2Cu3O7-δ single crystals. By annealing at different temperatures (in flowing O2) we have carefully varied the oxygen concentration of these samples about the optimally doped point of 7- δ = 6.93 (the critical temperature Tc has a maximum of 93.6 K at this point). In this way we have been able to produce a detailed study on the effect that oxygen has on the thermodynamic and dynamic properties in the region 6.91 ≤ 7 - δ ≤ 6.95. Our results fall into two main categories: thermodynamic properties and the effect the oxygen concentration has upon the vortex phase diagram and resistive properties and the effect that the concentration of quenched disorder has on the flux-flow resistivity.
As far as the thermodynamic properties are concerned, we find, in accordance with a number of other groups, that there is a sharp drop in resistivity as a function of temperature p(T) at approximately 0.1 ρn, where ρn = ρ (100K). This kink has been associated with a first-order melting transition of the vortex lattice into the vortex liquid state. We show for the first time that this sharp drop in resistivity is also present in measurements taken as a function of angle θ between the applied field B and the crystalline c-axis. Increasing θ in a constant applied field is equivalent to decreasing the effective field Beff = B (cos2 θ+ε2 sin2θ)1/2, where ε = (mab /mc)1/2 is anisotropy factor. So there is a sharp drop in the resistivity when the effective field has decreased enough for the vortices to solidify. We show, by varying the applied field B or angle θ that if the effective field Beff is held constant the melting temperature Tm will also remain constant. Using this result we have been able to extract the anisotropy for the crystals. Above the multi-critical point (the multi-critical field Bmc in p (T) measurements and the multi-critical temperature Tmc in p(Beff) measurements) the first order melting transition is destroyed and the resistivity curves decreases smoothly to zero. We show that as the amount of disorder is increased, by decreasing the oxygen concentration, the multi-critical point is decreased in field. In addition to this we show that the multi-critical field can be scaled within the Beff vs T vortex phase diagram.
This record has no associated files available for download.
More information
Published date: 1998
Identifiers
Local EPrints ID: 463447
URI: http://eprints.soton.ac.uk/id/eprint/463447
PURE UUID: e402f61c-bc9a-4a16-8fb9-a2a0ae189402
Catalogue record
Date deposited: 04 Jul 2022 20:52
Last modified: 04 Jul 2022 20:52
Export record
Contributors
Author:
Rita Mary Langan
Download statistics
Downloads from ePrints over the past year. Other digital versions may also be available to download e.g. from the publisher's website.
View more statistics