Condensed Matter Theory

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Dynamics of Counterion Condensation

ArXiv cond-mat/9905251 (1999)

Abstract:

Using a generalization of the Poisson-Boltzmann equation, dynamics of counterion condensation is studied. For a single charged plate in the presence of counterions, it is shown that the approach to equilibrium is diffusive. In the far from equilibrium case of a moving charged plate, a dynamical counterion condensation transition occurs at a critical velocity. The complex dynamic behavior of the counterion cloud is shown to lead to a novel nonlinear force-velocity relation for the moving plate.
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Half-filled Landau level as a Fermi liquid of dipolar quasiparticles

Physical Review B American Physical Society (APS) 59:19 (1999) 12547-12567

Authors:

Ady Stern, Bertrand I Halperin, Felix von Oppen, Steven H Simon
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Fundamental Limit on ``Interaction Free'' Measurements

(1999)

Authors:

Steven H Simon, PM Platzman
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Thermodynamics and excitations of the one-dimensional Hubbard model

(1999)

Authors:

T Deguchi, FHL Essler, F Göhmann, A Klümper, VE Korepin, K Kusakabe
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Electron-Ion Structure Factors and the General Accuracy of Linear Response

(1999)

Authors:

AA Louis, NW Ashcroft
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