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An effective approach for construction of simple approximation fordescription of non-ideality effects in classical one- and two-component plasmamodel is under discussion. General constraints i.e. positiveness andexponential type for radial distribution functions F2(r) combined withnormalizing (local electroneutrality) conditions, which validity is independenton degree of non-ideality, are used for effective correction of severalwell-known approximated forms of F(r). Resulting corrected forms F*(r) leads tonon-ideality corrections, which are asymptotically exact in the weaknon-ideality limit and at the same time have good extrapolating properties inthe strong non-ideality limit. The simplest example - corrected Debye-Hueckelapproximation - leads to simple and explicit form of such non-idealitycorrections. The same approach is applied to classical two-component plasmamodel. Resulting corrected approximation gives smooth and plausibleinterpolation between weak and strong non-ideality limits.

Construction of effective interpolating equation of state for one-and two-component classical plasma