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E-raamat: Fluctuations And Localization In Mesoscopic Electron Systems

(Ruhr-univ Bochum, Germany)
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The quantum phenomena of tunneling and interference show up not only in the microscopic world of atoms and molecules, but also in cold materials of the real world, such as metals and semiconductors. Though not fully macroscopic, such mesoscopic systems contain a huge number of particles, and the holistic nature of quantum mechanics becomes evident already in simple electronic measurements. The measured quantity fluctuates as a function of applied fields in an unpredictable, yet reproducible way. Despite this fingerprint character of fluctuations, their statistical properties are universal, i.e. they are the same for a large class of different mesoscopic systems, having only very few parameters in common. Localization of electrons is a dramatic effect of destructive interference. As a consequence a metal can become an insulator while reaching mesoscopic scales.Based on elementary quantum and statistical physics, this text introduces the theory of mesoscopic electron systems. It focuses on universal characteristics of fluctuations and on the localization mechanism. General concepts and methods are stressed, such as scaling laws for distribution functions. Tools from condensed matter theory are used flexibly. Involved technical details are skipped so as to present a broad overview of the field, including topics like quantum dots, the quantum Hall effect and a number of the most recent developments.
Preface vii
Introduction
1(10)
Experimental Facts
11(28)
Aharonov-Bohm Effect
12(1)
Conductance Fluctuations
13(2)
Localization
15(4)
Quantum Hall Effects
19(12)
Quantum Dots
31(8)
Basic Theoretical Models and Tools
39(64)
Relevant Scales and Observables
39(10)
The Independent Electron Approximation
49(5)
Model Hamiltonian and Green's Function
54(5)
Disorder Diagrams and Field Theory
59(18)
Scattering Matrix Modeling
77(18)
Fokker-Planck Equations
95(8)
Idealized Systems
103(14)
Localized Systems
105(2)
Delocalized Systems
107(4)
Random Matrices and Symmetry
111(6)
Towards Realistic Systems
117(36)
Concept of Scaling
117(10)
Distributions and Typical Values
127(9)
Corrections at Finite Conductances
136(8)
Quasi-One-Dimensional Systems
144(9)
The Localization-Delocalization Transition
153(38)
Finite Size Scaling
153(8)
Real-Space Renormalization
161(4)
Multifractality of Critical States
165(9)
Point-Contact Conductance
174(8)
Order Parameter and Scaling Variable
182(9)
Bibliography 191(8)
Index 199