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The Mobility of Electrons in the Quantum Theory of Matter and Poltroons Semiconductors and Ionic Crystals

By Cotti, Bejan

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Book Id: WPLBN0003841761
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Reproduction Date: 2015

Title: The Mobility of Electrons in the Quantum Theory of Matter and Poltroons Semiconductors and Ionic Crystals  
Author: Cotti, Bejan
Language: Georgian
Subject: Georgian, Dzravadobis Quantum Theory, Semiconductors
Collections: National Library of Georgia
Publication Date:
Publisher: Library of Georgia


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Cotti, B. (2010). The Mobility of Electrons in the Quantum Theory of Matter and Poltroons Semiconductors and Ionic Crystals. Retrieved from

Table of Contents
TOC: Contents - List of Drawings - Introduction - Chapter I. Dynamic Systems, Which Are interacting With A thermostat (Bozonur Field) - 1.1. Dissipative Quantum Systems and Open Non-Equilibrium Model (in Some Cases) - 1.1.1. Permionuli System - 1.1.2. Liquid Metal Or Alloy Model - 1.1.3. Particle That interacts With the Environment - 1.1.4. Electron-Impurity System - 1.1.5. Dix Models in the theory of Radiation - 1.1.6. Magnetik of Electrons That interact With the Crystal Magnetic Subsystems - 1.2. Electron-Phonon System. Electron interaction With Acoustic and Polar Optical Pononeb - 1.2.1. Electron interaction With Acoustic Vibrations of the Lattice. Deformation Potential Method - 1.2.2. Electron interaction With Polar Optical Pononeb - 1.3. Polaron Task. Great Range Polaron Models - 1.3.1. Polaron Prolikhisa Packer and Models - 1.3.2. Peinmanis Polaron Model - 1.3.3. Peinmanis Generalized Polaron Model (Latinjer-Luce Model) - 1.4. Some Problems of Physical Kinetics of Dynamic Systems, Which interact With the Phonon (Bozonur) Field - Chapter Ii. Generalized Quantum Time Evolution Equations and Green Function For Dynamic Equilibrium Correlation Functions Ormomentiani Kvesistemisa, Which interacts With A thermostat (Bozonur Field) - 2.1. T- Namravlta Operators Formalism and Orderly Method - 2.2. the Exact Quantum Kinetic Equations For the General Equilibrium Correlation Functions and Green'S Functions - 2.3. Approximate Equations For the Correlation Functions of the Dynamic Approach Markoviseuli Subsystem - 2.4. Generalized Quantum Evolution Equations For the Correlation Functions Without Using Shpm'S. Projection Operator Method - 2.5. the Amplitudes of the Correlation Function For the Exclusion of the Evolutionary Equation Bozonuri thermostat. Markoviseuli Approach the Dynamics of the Subsystem - Chapter Iii. Semiconductors and Electronic and Ionic Crystals and Low-Temperature Mobility Polaron Conducting Quantum theory of Linear Response theory Based on the Coffin - 3.1.Elektron-Phonon System. the Low-Frequency and Low-Temperature Electron Mobility Elektrogamtarobisa Weak Electron-Phonon interaction To Calculate the Case - 3.2. Electron Mobility Prolikhis Polaron Model - 3.3. Electron Mobility Acoustic Polaron Model of the Weak interaction of the Electron -Pononuri - 3.4 Low-Temperature Mobility Peinmanis Generalized Polaron Model - Conclusion - References - Appendix Bozonuri (Phonon) Amplitudes and Exclusion Chronological Antikronologiur T- Namravlta Help - Papers Published in the Next Issue of the thesis.


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