Statistical Mechanics of Coulomb Systems
Autor Philippe-André Martin, Angel Alastueyen Limba Engleză Paperback – 5 apr 2025
This book studies the equilibrium properties of Coulomb systems, i.e. classical or quantum systems of charged particles interacting exclusively with the Coulomb force, drawing on results that are mathematically rigorous or derived from formal perturbation series, without ad hoc modeling or intermediate approximations.
Two main themes form the essential purpose of Statistical Mechanics of Coulomb Systems: the simplified description of the proofs of four fundamental theorems on the existence of Coulomb matter on the one hand and the development of a formalism based on diagrammatic expansions adapted to the treatment of classical and quantum screening phenomena on the other hand. The result is an authoritative analysis of Coulomb systems that will be essential for any physicist working in this area.
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Specificații
ISBN-13: 9782889154425
ISBN-10: 2889154424
Pagini: 750
Dimensiuni: 171 x 241 mm
Greutate: 0.45 kg
Editura: EPFL Press
Colecția EPFL Press
ISBN-10: 2889154424
Pagini: 750
Dimensiuni: 171 x 241 mm
Greutate: 0.45 kg
Editura: EPFL Press
Colecția EPFL Press
Notă biografică
A native of Geneva, Philippe-André Martin studied physics at the University of Geneva. Angel Alastuey is a theoretical physicist. He was director of research at the Physics Laboratory of the ENS Lyon.
Cuprins
Introduction
1 From Macroscopic Electrostatics to Microscopic Screening
2 Screening within Linear Response Theory
3 Charge and Field Fluctuations
4 Statistical Mechanical Models
5 Stability and Extensivity in the Thermodynamic Limit
6 Screened Mayer Expansions
7 Diagrammatic Analysis of Exponential Screening
8 Classical Correlations: Non-Perturbation Results
9 Solvable Models and Numerical Simulations
10 Breakdown of Deybe Screening for Quantum Charges
11 The Quantum Analogue of the Deybe Potential
12 The Low Density Weakly Degenerate Regime
13 Grand Canonical Diagrammatic Representation
14 Quantum Correlations at Large Distances
15 Atoms and Molecules
16 Van der Waals Forces
17 Thermodynamic Relations and Classical Equations of State
18 Quantum Thermodynamic Functions
19 The Kosterlitz-Thouless Transition
20 Phase Diagrams for Simple Systems
1 From Macroscopic Electrostatics to Microscopic Screening
2 Screening within Linear Response Theory
3 Charge and Field Fluctuations
4 Statistical Mechanical Models
5 Stability and Extensivity in the Thermodynamic Limit
6 Screened Mayer Expansions
7 Diagrammatic Analysis of Exponential Screening
8 Classical Correlations: Non-Perturbation Results
9 Solvable Models and Numerical Simulations
10 Breakdown of Deybe Screening for Quantum Charges
11 The Quantum Analogue of the Deybe Potential
12 The Low Density Weakly Degenerate Regime
13 Grand Canonical Diagrammatic Representation
14 Quantum Correlations at Large Distances
15 Atoms and Molecules
16 Van der Waals Forces
17 Thermodynamic Relations and Classical Equations of State
18 Quantum Thermodynamic Functions
19 The Kosterlitz-Thouless Transition
20 Phase Diagrams for Simple Systems