Abstract:
We analyze the features of solutions for pair correlation functions in
the case of a multicomponent liquid. We obtain these solutions based on
the Ornstein–Zernike equation. In the anomalous-dimension approximation, we find
expressions for pair correlation functions in the case of a spatially
unbounded multicomponent liquid. We show that all pair correlation functions
for a system in the close vicinity of the critical state are described by
a general expression similar to the expression for a pair correlation function
in the case of a one-component liquid.
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