Cover image for The superconducting state in magnetic fields :  special topics and new trends
Title:
The superconducting state in magnetic fields : special topics and new trends
Series:
Directions in condensed matter physics ; 13
Publication Information:
Singapore : World Scientific Publishing, 1998
ISBN:
9789810233747

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30000004841460 QC173.458.M33 S96 1998 Open Access Book Book
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Summary

Summary

This volume is an exciting collection of short review articles written by leading international experts on the superconducting state in magnetic fields, a rapidly developing area. The philosophy of the book is to emphasize the importance of having experimental and theoretical works side by side. Every effort has been made to match each experimental article with a corresponding theoretical article. The selection of materials includes special topics, new effects and new trends concerning superconductors in low and high magnetic fields. The special topics and new trends include quantum and classical melting of the vortex lattice, new vortex lattice symmetries, vortex core states, nonlinear Meissner effect, symmetry of the order parameter in high-temperature superconductors, and superconductors in high magnetic fields. The book is targeted at a broad audience, including graduate students, postdocs and other researchers active or interested in this field.


Table of Contents

K. A. Moler and J. R. Kirtley and J. Mannhart and H. HilgenkampM. Sigrist and T. M. RiceJ. A. Fendrich and G. W. Crabtree and W. K. Kwok and U. Welp and B. VealS. Ryu and D. StroudM. H. Theunissen and B. Becker and P. H. KesG. Blatter and B. IvlevY. De Wilde and M. Iavarone and V. I. Metlushko and U. Welp and A. E. Koshelev and I. Aranson and G. W. Crabtree and P. C. CanfieldV. G. Kogan and P. Miranovic and D. Mc K. PaulJ. Orenstein and R. P. Mallozzi and B. ParksT. J. B. M. Janssen and M. SpringfordS. Dukan and Z. TesanovicCh. Renner and I. Maggio-Aprile and O. FischerK. Machida and M. Ichioka and N. Hayashi and T. IsoshimaI. J. Lee and M. J. NaughtonC. A. R. Sa de Melo
Chapter 1. Magnetic Flux in Interfaces in YBCOp. 1
1. Introductionp. 1
2. Scanning SQUID Microscopyp. 2
3. Twin Boundariesp. 3
4. Bicrystal Grain Boundariesp. 8
5. Polygon Grain Boundariesp. 12
6. Summaryp. 16
Referencesp. 17
Chapter 2. The Symmetry of the Superconducting Order Parameter and Low-Field Magnetic Properties in High-Temperature Superconductorsp. 19
1. Introductionp. 19
2. Phenomenological Descriptionp. 22
3. Frustraton Effectsp. 25
4. Broken Time-Reversal Symmetry at Twin Boundariesp. 29
5. Inhomogeneous Josephson Functionsp. 34
6. Conclusionp. 36
Referencesp. 37
Chapter 3. The Vortex Phase Transition in YBa[subscript 2]Cu[subscript 3]O[subscript 7-delta]p. 41
1. Introductionp. 41
2. Thermodynamic Evidencep. 43
3. Low Current Transport Evidencep. 46
4. Connections between Thermodynamic and Dynamic Measurementsp. 53
5. Conclusionp. 54
Referencesp. 55
Chapter 4. Numerical Simulations of Magnetic Properties of High-Temperature Superconductorsp. 57
1. Introductionp. 57
2. Selective Review of Previous Workp. 59
3. Modelsp. 59
4. Melting and Dynamics of Flexible Linesp. 63
5. XY Model: 0 [less than or equal] j [less than or equal] 1/6p. 66
6. Simulated Local Magnetization Dumpp. 71
7. Discussionp. 74
Referencesp. 75
Chapter 5. Quantum Melting and Quantum Creep of Vortex Matter in Thin Films of a-Nb[subscript 3]Gep. 78
1. Introductionp. 78
2. Experimentalp. 79
3. Results and Discussionp. 79
4. Conclusionsp. 92
Referencesp. 92
Chapter 6. Quantum Liquid of Vortices in Superconductors at T = 0p. 94
1. Introductionp. 94
2. Quantum Fluctuations and Topological Meltingp. 95
3. The Lindemann Criterionp. 96
4. Mean Squared Displacementp. 99
5. Condition of the Vortex Quantum Liquidp. 100
6. Conclusionsp. 105
Referencesp. 105
Chapter 7. Vortex Lattice Structure in LuNi[subscript 2]B[subscript 2]Cp. 107
1. Introductionp. 107
2. Vortex Imaging with a Scanning Tunneling Microscopep. 109
3. Square Vortex Lattice in LuNi[subscript 2]B[subscript 2]Cp. 110
4. Summaryp. 123
Referencesp. 124
Chapter 8. Vortex Lattice Transitionsp. 127
1. Introductionp. 127
2. London Equations Corrected for Nonlocalityp. 129
3. Microscopic Theory and London Approachp. 133
4. Cubic Materialsp. 137
5. Borocarbidesp. 141
6. Mean Field Approach to VL Transitionsp. 145
7. Discussionp. 147
Chapter 9. High Frequency Electrodynamics of Cuprate Superconductors in the Vortex Statep. 150
1. Introduction and Overviewp. 150
2. Zero-Field Responsep. 151
3. Electrodynamic Response in a Strong Magnetic Fieldp. 153
4. Comparison with Experimental Datap. 158
5. Comparison with YBCOp. 168
6. Conclusionsp. 172
Referencesp. 173
Chapter 10. De Haas-Van Alphen Effect in the Vortex State of Type-II Superconductorsp. 175
1. Introductionp. 175
2. The de Haas-van Alphen Effectp. 177
3. Field Inhomogeneity in the Vortex Statep. 178
4. Experimental Techniquesp. 179
5. Experimental Resultsp. 180
6. Discussionp. 189
7. Conclusionsp. 172
Referencesp. 173
Chapter 11. Quantized Landau Levels in Superconductorsp. 197
1. Introductionp. 175
2. Quasiparticle Spectrum of Extreme Type-II Superconductorsp. 201
3. Physical Properties of Gapless Superconductorsp. 210
4. dHvA Effect in the Mixed State at High Magnetic Fieldsp. 214
5. Conclusionp. 222
Referencesp. 223
Chapter 12. Vortex Lattice Imaging and Spectroscopic Studies of Flux Lines by Scanning Tunneling Microscopyp. 226
1. Introductionp. 226
2. Theoretical and Experimental Aspectsp. 228
3. Real Space Vortex Lattice Imagingp. 231
4. Vortex Core Spectroscopyp. 235
5. Summary and Outlookp. 239
Referencesp. 241
Chapter 13. Vortex Structure in Clean Type II Superconductors with s-wave and d-wave Pair Symmetriesp. 245
1. Introductionp. 245
2. Quasi-Classical Theoryp. 246
3. Bogoliubov-de Gennes Theory--Quantum Limiting Behaviorsp. 265
4. Conclusion and Outlookp. 268
Referencesp. 268
Chapter 14. Superconductivity in Quasi-One-Dimensional Molecular Conductors (TMTSF)[subscript 2]Xp. 272
1. Introductionp. 272
2. Superconductivity in (TMTSP)[subscript 2]X, X = ClO[subscript 4]p. 276
3. Superconductivity in (TMTSF)[subscript 2]X, X = PF[subscript 6]p. 286
Referencesp. 294
Chapter 15. Singlet Versus Triplet Superconductivity in Quasi-One-Dimensional Systems: Magnetic Field Effectsp. 296
1. Introductionp. 296
2. Backgroundp. 297
3. Quasi-One-Dimensional Systemsp. 299
4. Superconductivity in a Magnetic Fieldp. 305
5. Theoretical Digression: New Possibilitiesp. 316
6. Concluding Remarksp. 322
Referencesp. 322