Nonlocal Effects in the Method of Integral Equations of the Theory of Liquids
摘要
Abstract
The Ornstein–Zernike integral equations for thermodynamically equilibrium liquids are considered, taking into account irreducible diagrams. An algorithm for calculating the first irreducible diagram is formulated for a spatially homogeneous fluid. For liquids bordering a solid surface, an equation is obtained that implicitly considers all irreducible diagrams.