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Название: Surface Tension for the Two-Component Plasma at Г = 2 near an Interface
Автор: Forrester P.J.
The grand partition function for the two-dimensional, two-component plasma at Г = 2 is evaluated exactly in a finite system for various interfaces: a charged hard wall (the so-called primitive electrode model), a second two-component plasma of different fugacity separated by an impermeable membrane (the ideally polarizable interface), and a metal wall separated by an impermeable barrier. For each of these models the surface tension is calculated directly from the asymptotic expansion of the grand partition function.