Preface | p. vii |
Tight-binding modeling of layered perovskites | p. 1 |
Introduction | p. 1 |
Apology to the band theory | p. 2 |
Layered cuprates | p. 4 |
Effective Cu Hamiltonian | p. 7 |
Conduction bands of the RuO2 plane | p. 10 |
Discussion | p. 13 |
Determining the density of states of thin high-Tc films by field-effect-transistor type microstructures | p. 14 |
The pairing mechanism of overdoped cuprates | p. 19 |
Introduction | p. 19 |
Lattice Hamiltonian | p. 21 |
The four-band model in a nutshell | p. 21 |
The Heitler-London and Schubin-Wonsowsky-Zener interactions | p. 24 |
Reduced Hamiltonian and the BCS gap equation | p. 28 |
Separable s-d model | p. 29 |
Antiferromagnetic character of Jsd | p. 34 |
Intra-atomic correlations | p. 36 |
Indirect s-d exchange | p. 37 |
Effect of mixing wave functions | p. 38 |
Cooper and Kondo singlet formation | p. 39 |
Dogmatics and more | p. 39 |
Aesthetics and frustrations of the central dogmas | p. 40 |
Discussion | p. 44 |
The reason for the success of the CuO2 plane | p. 48 |
Tc-¿s correlations: a crucial test for the pairing mechanism in cuprates | p. 49 |
Perspectives: if ôTomorrowö comes | p. 52 |
Specific heat and penetration depth | p. 55 |
Specific heat | p. 55 |
Order parameter equation for anisotropic-gap superconductors | p. 66 |
Eiectrodynamic behavior | p. 75 |
The case for Sr2RuO4 | p. 80 |
Discussion | p. 82 |
Plasmons and the Cooper pair mass | p. 85 |
Plasmons: prediction | p. 85 |
In search for the vortex charge and the Cooper pair mass | p. 87 |
Introduction | p. 87 |
Model | p. 88 |
Type-II superconductors | p. 88 |
Experimental set-up for measuring the vortex charge | p. 93 |
How to measure the Cooper pair mass | p. 95 |
Discussion | p. 104 |
Thermodynamics of Gaussian fluctuations and paraconductivity | p. 107 |
Introduction | p. 107 |
Weak magnetic fields | p. 109 |
Formalism | p. 109 |
Euler-MacLaurin summation for the free energy | p. 114 |
Layering operator L illustrated on the example of paraconductivity | p. 117 |
Power series for the magnetic moment within the LD model | p. 124 |
The epsilon algorithm | p. 125 |
Power series for differential susceptibility | p. 128 |
Strong magnetic fields | p. 130 |
General formula for the free energy | p. 130 |
Fluctuation part of thermodynamic variables | p. 133 |
Self-consistent approximation for the LD model | p. 139 |
3D test example | p. 141 |
Some remarks on the fitting of the GL parameters | p. 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 ¿0 | p. 148 |
Determination of the Ginzburg number and penetration depth ¿ab(0) | p. 149 |
Discussion | p. 150 |
Kinetics of fluctuation Cooper pairs | p. 155 |
Introduction | p. 155 |
From TDGL equation via Boltzmann equation to Newton equation | p. 156 |
Fluctuation conductivity in different physical condition | p. 159 |
High frequency conductivity | p. 159 |
Hall effect | p. 160 |
Magnetoconductivity | p. 161 |
Strong electric fields | p. 162 |
Current functional: self-consistent approximation and energy cut-off | p. 163 |
Fluctuation conductivity in nanowires | p. 165 |
Discussion | p. 168 |
Fluctuation conductivity in strong electric fields | p. 169 |
Introduction | p. 169 |
Solution to the Boltzmann equation | p. 171 |
Boltzmann equation and formula for the current | p. 173 |
Dimensionless variables | p. 176 |
Paraconductivity in a layered metal | p. 178 |
Aslamazov-Larkin conductivity for D-dimensional superconductors | p. 181 |
Strong electric field expansion | p. 183 |
Weak electric fields below Tc | p. 184 |
Striped superconductors and thick films | p. 186 |
Determination of the lifetime constant ¿0 | p. 188 |
Conductivity correction by detection of 3rd harmonics | p. 190 |
Discussion | p. 192 |
Linear-T electrical resistivity and normal phase properties | p. 197 |
Introduction | p. 197 |
Qualitative picture | p. 198 |
Quantitative estimate | p. 201 |
Discussion | p. 202 |
Outlook: relation between the normal state transport properties and the pairing mechanism | p. 205 |
Terahertz electric oscillations in supercooled superconductors | p. 209 |
Introduction | p. 209 |
Physical model | p. 210 |
Qualitative consideration and analogies | p. 210 |
Formulas for the differential conductivity | p. 212 |
Description of the oscillations | p. 215 |
Performance of the generator | p. 217 |
Possible applications | p. 219 |
Initial experimental success in the THz range | p. 221 |
Acknowledgments, retrospect | p. 223 |
Bibliography | p. 225 |
Index | p. 257 |
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