Strongly Coupled Coulomb SystemsGabor J. Kalman, J. Martin Rommel, Krastan Blagoev The International Conference on Strongly Coupled Coulomb Systems was held on the campus of Boston College in Newton, Massachusetts, August 3–10, 1997. Although this conference was the first under a new name, it was the continuation of a series of international meetings on strongly coupled plasmas and other Coulomb systems that started with the NATO Summer Institute on Strongly Coupled Plasmas, almost exactly twenty years prior to this conference, in July of 1977 in Orleans la Source, France. Over the intervening period the field of strongly coupled plasmas has developed vigorously. In the 1977 meeting the emphasis was on computer (Monte Carlo and molecular dynamics) simulations which provided, for the first time, insight into the rich and new physics of strongly coupled fully ionizedplasmas. While theorists scrambled to provide a theoretical underpinning for these results, there was also a dearth of real experimental input to reinforce the computer simulations. Over the past few years this situation has changed drastically and a variety of direct experiments on classical, pure, strongly correlated plasma systems (charged particle traps, dusty plasmas, electrons on the surface of liquid helium, etc. ) have become available. Even more importantly, entire new area of experimental interest in condensed matter physics have opened up through developments in nano-technology and the fabrication of low-dimensional systems, where the physical behavior, in many ways, is similar to that in classical plasmas. Strongly coupled plasma physics has always been an interdisciplinaryactivity. |
Contents
| 9 | |
Modeling of the Electronic Static Local Field Correction I M Tkachenko P F de Córdoba and J M Belda | 23 |
Equation of State of PartiallyIonized Plasmas F J Rogers | 25 |
Electrolyte Criticality and Generalized DebyeHückel Theory M E Fisher B P Lee and S Bekiranov | 33 |
Ordering in Classical Coulombic Systems J P Schiffer | 43 |
Quantum Melting on a Lattice and a Delocalization Transition E V Tsiper and A L Efros | 48 |
Electron Correlations in Coulomb Systems in 2 and 3 Dimensions A K Rajagopal | 49 |
Collective Excitations in a QuarkGluon Plasma M Le Bellac | 73 |
Strong Constraints on a WeaklyCoupled Plasma W Däppen and A Nayfonov | 327 |
Restricted Path Integral Monte Carlo Calculations of Hot Dense Hydrogen W R Magro B Militzer D M Ceperley B Bernu and C Pierleoni | 337 |
Scattering Cross Sections and Conductivity of Strongly Coupled Hydrogen Plasma Kh T Nurekenov F B Baimbetov G L Gabdullina R Redmer | 345 |
Monte Carlo Simulation of the Equilibrium Properties of a Strongly Coupled | 353 |
Correlation Functions and the Equation of State of a Strongly Coupled Hydrogen | 361 |
On Plasma Statistics of Microfield Gradients and Line Asymmetries A V Demura D Gilles and C Stehlé | 377 |
New Light on an Old Controversy C F Hooper Jr G C Junkel M A Gunderson D A Haynes Jr | 384 |
Redistribution Functions of HeliumLike Multicharged Ions in Model Microfield | 391 |
Dense Hydrogen at High and Low Temperatures N W Ashcroft | 81 |
Kinetic Theory of Ionization and Recombination Rates for Dense Quantum | 95 |
Response Functions for ElectronIon Strongly Coupled Plasmas G E Norman and A A Valuev | 103 |
Fluctuations in Multicomponent Systems J L Lebowitz | 117 |
Investigations of Condensed Matter by Inelastic XRay Scattering with High | 123 |
Rubidium from a Liquid Metal to a Plasma J Chihara and G Kahl | 129 |
Anomalous Phase Diagram in Simplest Plasma Model I L Iosilevski and A Yu Chigvintsev | 135 |
The AtomicMolecular Transition in Expanded Liquid Rubidium W C Pilgrim M Ross L H Yang and F Hensel | 143 |
Thermodynamic and Structural Properties of Strongly Coupled Plasma Mixtures | 153 |
Statistical Mechanics of Highly Charged Ions in NLTE Plasmas A Mirone G Faussurier F Gilleron and J Gauthier | 159 |
Unified Kinetic Theory for Fluid and Crystal Phases | 171 |
Dust Dynamics in Planetary Magnetospheres | 179 |
Lattice Waves in Plasma Crystals H M Thomas J R Jokipii G E Morfill and M Zuzic | 187 |
Structural Transitions in Confined Yukawa System as a Model of Dusty Plasmas | 193 |
Numerical Simulation of Gravitoelectrodynamics in Dusty Plasmas L S Matthews and T W Hyde | 199 |
Transition from 3Dimensional Coulomb Crystals to a 2Dimensional One in | 207 |
Expanding Plasma Layers with Dust Particles Yu I Chutov O Yu Kravchenko P P J M Schram and | 215 |
From Cold Dusty Plasmas to Hot Microplasmas XRay Dust Yu K Kurilenkov M Skowronek G Louvet and P Romeas | 225 |
Preliminary Results J E Hammerberg B L Holian G Lapenta M S Murillo | 237 |
E A Allahyarova P P J M Schram and S A Trigger | 251 |
Effect of Dynamical Screening of Charged Particles in Maxwellian Plasmas | 261 |
I KEdge Spectra of Al from Solid | 271 |
Local and SemiLocal Density Functional Approximations for Exchange | 281 |
An Exact Functional | 293 |
Disordered Systems with a Virtual Atomic Structure A A Likalter | 303 |
Electrical Conductivity of Dense Copper Plasmas A W DeSilva and J D Katsouros | 313 |
Description of | 319 |
Electronic Properties and Mechanism of Superionic Conductivity in Solid | 399 |
Critique of Electrolyte Theories Using Thermodynamic Bounds M E Fisher D M Zuckerman and B P Lee | 415 |
Anomalously Low Temperature in Electron Cooled Heavy Ion Beams B Franzke K Beckert F Nolden M Steck and T Winkler | 423 |
Formation and Control of Coulomb Crystals in Trapped Ion Plasmas X P Huang J J Bollinger W M Itano J N Tan T B Mitchell and D J Wineland | 429 |
Screened Interaction Potential and Bound States between Two Negative Charged | 439 |
Dynamic Properties of an Electron Gas at and and Application | 445 |
Crossover from the Degenerate to the Classical Regime of a Strongly Interacting | 455 |
Wigner Approach and Generalization Molecular Dynamics Method in Quantum | 467 |
A Genuine Example of | 487 |
Kinetic Approach to the Stopping Power of Dense Plasmas | 533 |
Distribution Function of Charged Particles in a Plasma of Fusion Interest C Cereceda M de Peretti and M Sabatier | 543 |
On the Dependence of Continuum Factors on Plasma Parameters and | 551 |
Electrical Conductivity of Strongly Coupled Model and Real Plasmas I M Tkachenko and P F de Córdoba | 561 |
Comparison of Collisional and Radiative Plasma Kinetics Model CRM | 569 |
Theory of Thermoelectric Field in LTE Plasmas V P Krainov V A RantsevKartinov and E E Trofimovich | 579 |
Kinetic Equation for Nonideal Spatially Inhomogeneous Plasmas V V Belyi Yu A Kukharenko and J Wallenborn | 587 |
Pair Correlation Function and Nonlinear Kinetic Equation for a Spatially Uniform | 597 |
Relevant Ion Time Scales for Electron Impact Processes of Atoms in Dense | 607 |
Spectral Properties of Dense Plasmas R Fehr and W D Kraeft | 617 |
Adiabatic Equation of State and lonization Equilibrium in Strongly Coupled | 629 |
Vanishing of Higher Excited Bound States without Lowering of Ionization | 639 |
Nonexponential Temperature Dependence of Reaction Rates in Nonideal Plasmas A N Starostin and N L Aleksandrov | 647 |
Quadratic Response Solutions for Different Nonlinear Approaches of Static | 657 |
The Quadratic Susceptibility in One Two and Three Dimensions J M Rommel G J Kalman and R Genga | 683 |
Extra Loop in Plasmon Dispersion for Strongly Coupled Coulomb Liquids D | 695 |
Algebraic Screening and van der Waals Forces in Partially Ionized Gases A Alastuey F Cornu and P A Martin | 705 |
Other editions - View all
Strongly Coupled Coulomb Systems Gabor J. Kalman,J. Martin Rommel,Krastan Blagoev Limited preview - 1998 |
Strongly Coupled Coulomb Systems Gabor J. Kalman,J. Martin Rommel,Krastan Blagoev No preview available - 1998 |
Strongly Coupled Coulomb Systems Gabor J. Kalman,J. Martin Rommel,Krastan Blagoev No preview available - 2014 |
Common terms and phrases
approximation atoms average beam behavior bound calculations charged particles Chem classical coefficients collision compression configuration contribution correlation function corresponding Coulomb interaction Coupled Coulomb Systems curve Debye Debye length dense plasma density functional theory density matrix dependence determined dielectric function distribution function dots dust particles dusty plasmas effects electron correlations electron density electron gas electrons and ions equilibrium excitation experimental Fermi Figure fluid free energy frequency grains integral ionic ionization kinetic energy laser lattice layer Lett linear liquid M.E. Fisher magnetic field measured metallic method microfield molecular dynamics molecules Monte Carlo obtained parameters perturbation phase diagram phase transition Phys Physics Plasma Physics potential pressure properties protons quantum quantum dots radiation radius range REFERENCES regime scattering screening shown simulations solid spatial Strongly Coupled Coulomb strongly coupled plasmas theoretical thermal thermodynamic velocity wave white dwarfs