L.I. Men’shikova,b,c,
P.L. Menshikovb,
P.O. Fedicheva,c aMoscow Institute of Physics and Technology (National Research University), Institutskii per. 9, Dolgoprudny, Moscow Region, 141701, Russian Federation bNational Research Centre ‘Kurchatov Institute’, pl. akad. Kurchatova 1, Moscow, 123182, Russian Federation cGero, 60 Paya Lebar Road # 05-40B Paya Lebar Square, Singapore, 409051, Republic of Singapore
Dipole—dipole interaction between molecules of hydrogen-bonding polar liquids (HBPLs), which has a collective and long-range nature, determines the basic large-scale properties of such liquids. We present a two-scale phenomenological vector model of polar liquids (VMPLs), wherein the liquid is described by a polarization vector. The simplest version of this model satisfactorily reproduces the well-known properties of HBPLs and interaction between macroscopic objects in a liquid. The possible existence of a ferroelectric phase transition (FPT) in supercooled liquid water is discussed. Near the FPT, fluctuations of the polarization vector increase, which may be the cause of the so-called 'anomalous' properties of water. We propose a quantitative classification of body surfaces based on the properties of their wettability by polar liquids. The ordering of dipoles of molecules located in the near-surface layers of HBPLs and phase transitions in these layers are discussed. The proposed model enables a significant reduction in computer time in numerical simulations of systems that contain a large number of water molecules.
Keywords: polar liquid, dipole—dipole interaction, phase transition, topological phase transition, ferroelectrics, paraelectrics, ferroelectric phase transition, interaction of bodies in a polar liquid, wetting, hydrophobic surfaces, hydrophilic surfaces, wetting phase transitions PACS:61.20.Gy, 61.30.Hn (all) DOI:10.3367/UFNe.2020.01.038721 URL: https://ufn.ru/en/articles/2020/5/b/ 000555764100002 2-s2.0-85090246308 2020PhyU...63..440M Citation: Men’shikov L I, Menshikov P L, Fedichev P O "Effects of action at a distance in water" Phys. Usp.63 440–486 (2020)