Effective Pair Potentials and Structure of Water

Representability problems for coarse-grained water potentials.

The use of an effective intermolecular potential often involves a compromise between more accurate, complex functional forms and more tractable simple representations. To study this choice in detail, we systematically derive coarse-grained isotropic pair potentials that accurately reproduce the oxygen-oxygen radial distribution function of the TIP4P-Ew water model at state points over density r...

Analyzing the Climatic Potentials for Development of Tourism and Water Sports in Khorassan Razavi Province of Iran

 Nowadays, tourism is affected by the knowledge of a region’s climatic characteristics. Therefore, it is crucial to identify the potential regions and appropriate time for attracting tourists in relation to climatic comfort. Due to having climatic diversity and water resources such as rivers, waterfalls, caves and hot springs, Khorassan Razavi province is one of the potential regions for touris...

Density and Temperature Dependencies of Liquid Surface Tension

In this paper the density and temperature dependencies of surface tension are investigated. Using the Lennard-Jones (12,6), as an effective pair interaction potential, a linear expression is derived for isotherms of g /r2  versus r2 for some normal and ChloroFluoroCarbons (CFCs)</...

Beware of density dependent pair potentials

Density (or state) dependent pair potentials arise naturally from coarse-graining procedures in many areas of condensed matter science. However, correctly using them to calculate physical properties of interest is subtle and cannot be uncoupled from the route by which they were derived. Furthermore, there is usually no unique way to coarse-grain to an effective pair potential. Even for simple s...

Schur-Pair Property and the Structure of Varietal Covering Groups