Understanding water's anomalies with locally favored structures
John Russo, Hajime Tanaka

TL;DR
This paper introduces a new structural order parameter based on microscopic data to explain water's anomalies, accurately modeling its phase behavior and revealing the role of locally favored structures with five-membered rings.
Contribution
It presents a novel order parameter and a two-state model that quantitatively describe water's anomalies from molecular arrangements.
Findings
The order parameter effectively characterizes water's state.
The model predicts density and compressibility anomalies.
Locally favored structures contain five-membered rings, influencing crystallization.
Abstract
Water is a complex structured liquid of hydrogen-bonded molecules that displays a surprising array of unusual properties, also known as water anomalies, the most famous being the density maximum at about C. The origin of these anomalies is still a matter of debate, and so far a quantitative description of water's phase behavior starting from the molecular arrangements is still missing. Here we provide a simple physical description from microscopic data obtained through computer simulations. We introduce a novel structural order parameter, which quantifies the degree of translational order of the second shell, and show that this parameter alone, which measures the amount of locally favored structures, accurately characterizes the state of water. A two-state modeling of these microscopic structures is used to describe the behavior of liquid water over a wide region of the phase…
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