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Abstract
First principles calculations are used to investigate the effects of epitaxial strain
on the structure of the perovskite oxide CaTiO\(_3\), with particular focus on the stabilization
of a ferroelectric phase related to a polar instability hidden in the orthorhombic
equilibrium bulk \(Pbnm\) structure but found in previous first-principles studies of
the ideal cubic perovskite high-symmetry reference structure. At 1.5% strain, we find
an epitaxial orientation transition between the \(ab\)-\(ePbnm\) phase, favored for compressive
strains, and the \(c\)-\(ePbnm\) phase. For larger tensile strains, a polar instability
develops in the \(c\)-\(ePbnm\) phase and an epitaxial-strain-induced ferroelectric phase
is obtained with polarization along a \(<\)110\(>\) direction with respect to the primitive
perovskite lattice vectors of the square substrate.