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9789814343145

Theory of High Temperature Superductivity

by ;
  • ISBN13:

    9789814343145

  • ISBN10:

    9814343145

  • Format: Hardcover
  • Copyright: 2011-03-30
  • Publisher: World Scientific Pub Co Inc
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Summary

Drawing from the broad spectrum of phenomena, described in more than 100,000 articles on high-Tc superconductivity, in this book, the authors analyze those basic properties for which understanding can be achieved within the framework of traditional methods of theoretical physics.This is the case of the overdoped cuprates for which the "Bardeen program" has been realized: We know their electronic spectrum, we can calculate their basic thermodynamic and electrodynamic properties, and predict new phenomena. The book gives a pedagogical derivation of formulas describing the electron band structure, penetration depth, specific heat, fluctuation conductivity, etc. Prediction of plasmons and their application for a new type of THz generators is considered as well.The book advocates that the strongest exchange interaction in condensed matter physics - the intraatomic s-d exchange - is the long sought pairing mechanism in overdoped cuprate superconductors.

Table of Contents

Prefacep. vii
Tight-binding modeling of layered perovskitesp. 1
Introductionp. 1
Apology to the band theoryp. 2
Layered cupratesp. 4
Effective Cu Hamiltonianp. 7
Conduction bands of the RuO2 planep. 10
Discussionp. 13
Determining the density of states of thin high-Tc films by field-effect-transistor type microstructuresp. 14
The pairing mechanism of overdoped cupratesp. 19
Introductionp. 19
Lattice Hamiltonianp. 21
The four-band model in a nutshellp. 21
The Heitler-London and Schubin-Wonsowsky-Zener interactionsp. 24
Reduced Hamiltonian and the BCS gap equationp. 28
Separable s-d modelp. 29
Antiferromagnetic character of Jsdp. 34
Intra-atomic correlationsp. 36
Indirect s-d exchangep. 37
Effect of mixing wave functionsp. 38
Cooper and Kondo singlet formationp. 39
Dogmatics and morep. 39
Aesthetics and frustrations of the central dogmasp. 40
Discussionp. 44
The reason for the success of the CuO2 planep. 48
Tc-¿s correlations: a crucial test for the pairing mechanism in cupratesp. 49
Perspectives: if ôTomorrowö comesp. 52
Specific heat and penetration depthp. 55
Specific heatp. 55
Order parameter equation for anisotropic-gap superconductorsp. 66
Eiectrodynamic behaviorp. 75
The case for Sr2RuO4p. 80
Discussionp. 82
Plasmons and the Cooper pair massp. 85
Plasmons: predictionp. 85
In search for the vortex charge and the Cooper pair massp. 87
Introductionp. 87
Modelp. 88
Type-II superconductorsp. 88
Experimental set-up for measuring the vortex chargep. 93
How to measure the Cooper pair massp. 95
Discussionp. 104
Thermodynamics of Gaussian fluctuations and paraconductivityp. 107
Introductionp. 107
Weak magnetic fieldsp. 109
Formalismp. 109
Euler-MacLaurin summation for the free energyp. 114
Layering operator L illustrated on the example of paraconductivityp. 117
Power series for the magnetic moment within the LD modelp. 124
The epsilon algorithmp. 125
Power series for differential susceptibilityp. 128
Strong magnetic fieldsp. 130
General formula for the free energyp. 130
Fluctuation part of thermodynamic variablesp. 133
Self-consistent approximation for the LD modelp. 139
3D test examplep. 141
Some remarks on the fitting of the GL parametersp. 143
Determination of the cutoff energy ¿p. 143
Determination of the coherence length ¿ab(0)p. 146
Determination of the Cooper pair life-time constant ¿0p. 148
Determination of the Ginzburg number and penetration depth ¿ab(0)p. 149
Discussionp. 150
Kinetics of fluctuation Cooper pairsp. 155
Introductionp. 155
From TDGL equation via Boltzmann equation to Newton equationp. 156
Fluctuation conductivity in different physical conditionp. 159
High frequency conductivityp. 159
Hall effectp. 160
Magnetoconductivityp. 161
Strong electric fieldsp. 162
Current functional: self-consistent approximation and energy cut-offp. 163
Fluctuation conductivity in nanowiresp. 165
Discussionp. 168
Fluctuation conductivity in strong electric fieldsp. 169
Introductionp. 169
Solution to the Boltzmann equationp. 171
Boltzmann equation and formula for the currentp. 173
Dimensionless variablesp. 176
Paraconductivity in a layered metalp. 178
Aslamazov-Larkin conductivity for D-dimensional superconductorsp. 181
Strong electric field expansionp. 183
Weak electric fields below Tcp. 184
Striped superconductors and thick filmsp. 186
Determination of the lifetime constant ¿0p. 188
Conductivity correction by detection of 3rd harmonicsp. 190
Discussionp. 192
Linear-T electrical resistivity and normal phase propertiesp. 197
Introductionp. 197
Qualitative picturep. 198
Quantitative estimatep. 201
Discussionp. 202
Outlook: relation between the normal state transport properties and the pairing mechanismp. 205
Terahertz electric oscillations in supercooled superconductorsp. 209
Introductionp. 209
Physical modelp. 210
Qualitative consideration and analogiesp. 210
Formulas for the differential conductivityp. 212
Description of the oscillationsp. 215
Performance of the generatorp. 217
Possible applicationsp. 219
Initial experimental success in the THz rangep. 221
Acknowledgments, retrospectp. 223
Bibliographyp. 225
Indexp. 257
Table of Contents provided by Ingram. All Rights Reserved.

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