Abstract

ABSTRACT By performing calculations based on density functional theory (DFT), while adopting different exchange and correlations functionals, we have investigated pressure-induced phase transitions in calcium carbonate (CaCO3) up to 30 GPa. We have focused on the effect of zero-point vibrations on the stability sequence of three CaCO3 polymorphs, i.e. calcite-III, calcite-IIIb and calcite-VI, as well as on the evolution of their elastic properties. Our results show that the zero-point vibrations have a minor effect on the bulk modulus of the three CaCO3 polymorphs, in the inspected pressure range. However, we demonstrate that the zero-point vibrations have a major impact on phase transitions leading to the following polymorphic sequence: calcite-IIIb→calcite-III→calcite-VI, where transitions of the first order occur at 4 and 18 GPa. The obtained sequence shows that the boundary phase of calcite-II is calcite-IIIb; and the latter doesn't reappear at higher pressure, as previously predicted by theory.

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