We performed Born-Oppenheimer (BO) centroid molecular dynamics (CMD) simulations in the NPT ensemble for high pressure ices VIII, VII, and X at 270 K to assess the performance of our implemented first principles isothermal-isobaric CMD. We observed that the crystal system of H2O ice successfully transforms from tetragonal to cubic at ~30 GPa in our isothermal-isobaric BO-CMD simulations by elevating pressure at 270 K, consistent with the transition from proton-ordered ice VIII to proton-disordered ice VII actually observed to occur in our simulations. Moreover, we found that our simulations are able to reproduce well both infrared and Raman spectra for high pressure ices in the frequency range above ~500 cm-1 once the adiabatic separation o...
We report fundamental progress in the description of an archetypical hydrogen-bonded system: H(2)O-i...
At atmospheric pressure, hexagonal ice (Ih) is thermodynamically stable relative to cubic ice (Ic), ...
We present a first principles theoretical framework that accurately accounts for several properties ...
To assess the performance of our implemented first principles isothermal-isobaric centroid molecular...
The nuclear quantum effects (NQEs) on the structural, elastic, electronic, and vibrational propertie...
A simple classical model for ice is used to molecular dynamics (MD) simulation, which studies the st...
All the different phases of water ice between 2 GPa and several megabars are based on a single body-...
Water ice is a unique material, presenting the most complex phase diagram known in the literature, r...
The effects of pressure and temperature on structural and thermodynamic properties of ice VII have b...
From first-principles molecular dynamics, we investigate the relation between the superionic proton ...
A self-consistent ionic model of water (protons and O2- ions) has been used to explore the low-tempe...
We investigate high-pressure ice phases using molecular dynamics simulations. Spontaneous nucleation...
Three-dimensionally-resolved proton momentum distributions and end-to-end distributions have been ca...
We report a molecular dynamics simulation study of dense ice modeled by the reactive force field (Re...
Water is the most important liquid on the earth, yet the physics behind many properties of water is ...
We report fundamental progress in the description of an archetypical hydrogen-bonded system: H(2)O-i...
At atmospheric pressure, hexagonal ice (Ih) is thermodynamically stable relative to cubic ice (Ic), ...
We present a first principles theoretical framework that accurately accounts for several properties ...
To assess the performance of our implemented first principles isothermal-isobaric centroid molecular...
The nuclear quantum effects (NQEs) on the structural, elastic, electronic, and vibrational propertie...
A simple classical model for ice is used to molecular dynamics (MD) simulation, which studies the st...
All the different phases of water ice between 2 GPa and several megabars are based on a single body-...
Water ice is a unique material, presenting the most complex phase diagram known in the literature, r...
The effects of pressure and temperature on structural and thermodynamic properties of ice VII have b...
From first-principles molecular dynamics, we investigate the relation between the superionic proton ...
A self-consistent ionic model of water (protons and O2- ions) has been used to explore the low-tempe...
We investigate high-pressure ice phases using molecular dynamics simulations. Spontaneous nucleation...
Three-dimensionally-resolved proton momentum distributions and end-to-end distributions have been ca...
We report a molecular dynamics simulation study of dense ice modeled by the reactive force field (Re...
Water is the most important liquid on the earth, yet the physics behind many properties of water is ...
We report fundamental progress in the description of an archetypical hydrogen-bonded system: H(2)O-i...
At atmospheric pressure, hexagonal ice (Ih) is thermodynamically stable relative to cubic ice (Ic), ...
We present a first principles theoretical framework that accurately accounts for several properties ...