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. 2019 Apr 26;10(1):1925.
doi: 10.1038/s41467-019-09950-z.

Room temperature electrofreezing of water yields a missing dense ice phase in the phase diagram

Affiliations

Room temperature electrofreezing of water yields a missing dense ice phase in the phase diagram

Weiduo Zhu et al. Nat Commun. .

Abstract

Water can freeze into diverse ice polymorphs depending on the external conditions such as temperature (T) and pressure (P). Herein, molecular dynamics simulations show evidence of a high-density orthorhombic phase, termed ice χ, forming spontaneously from liquid water at room temperature under high-pressure and high external electric field. Using free-energy computations based on the Einstein molecule approach, we show that ice χ is an additional phase introduced to the state-of-the-art T-P phase diagram. The χ phase is the most stable structure in the high-pressure/low-temperature region, located between ice II and ice VI, and next to ice V exhibiting two triple points at 6.06 kbar/131.23 K and 9.45 kbar/144.24 K, respectively. A possible explanation for the missing ice phase in the T-P phase diagram is that ice χ is a rare polarized ferroelectric phase, whose nucleation/growth occurs only under very high electric fields.

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Conflict of interest statement

The authors declare no competing interests.

Figures

Fig. 1
Fig. 1
Room-temperature electrofreezing of liquid water. Snapshots of ice χ obtained at T = 270 K and E = 2.3 V nm−1: view in the (a) z-axis and (b) y-axis direction. c Computed radial distribution function (RDF) of oxygen atoms for ice χ. d Time-dependent potential energy per water molecule for the system at P = 5 kbar, T = 270 K, and E = 2.3 V nm−1. Oxygen atoms are depicted as red balls, hydrogen atoms as white sticks, and hydrogen bonds as blue dotted lines
Fig. 2
Fig. 2
A hysteresis loop of the dipole moment per water molecule for ice χ. A hysteresis loop (blue and red lines) of the dipole moment Dz per water molecule for ice χ, based on a MD simulation at P = 5 kbar and T = 200 K. The electric field EZ is applied along or against the z-axis. The black square at EZ = 0 corresponds to the value of 2.211 Debye, set as the initial polarization of ice χ. The black-square line illustrates the increasing trend of electric field strength EZ. The red line illustrates the decreasing trend of EZ along the z-axis until EZ reaches at zero. Thereafter, EZ increases again in the reverse direction (opposite to z-axis). The permanent electric dipole moment of a single TIP4P/2005 water molecule is 2.305 Debye
Fig. 3
Fig. 3
PE phase diagram and the density of ice phases. a A semi-quantitative PE phase diagram of TIP4P/2005 water for T = 270 K. The error bar of the electric field strength is 0.05 V nm−1. Polar ice B is denoted by the yellow region, ice χ is denoted by the green region, very-high-density amorphous (VHDA) ice is denoted by the pink region, and the liquid phase is denoted by the blue region. b The density of the ice phase vs. P (at T = 270 K and E = 3.0 V nm−1). The different colour circles correspond to different ice polymorphs, denoted by the same colour in a
Fig. 4
Fig. 4
Relative enthalpy per water molecule. Relative enthalpy per water molecule (based on vdw-DF2 calculations without including ZPE correction) versus P for ice χ, ice II, ice XI, ice B, and polar ice B, where ice VI is taken as the reference in the calculation
Fig. 5
Fig. 5
Phase diagram for TIP4P/2005 water model. The TP phase diagram for TIP4P/2005 water model, obtained from free-energy calculations

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