Abstract
We report on a study of pressure-dependent structural properties of LaAlO3, which is considered to be a model material of the class of `tilted' perovskites. Our high-pressure investigation by means of Raman spectroscopy and synchrotron radiation shows that LaAlO3 presents structural instabilities under pressure and undergoes a soft-mode-driven rhombohedral-to-cubic phase transition in the vicinity of 14 GPa, which can be analysed in the framework of a Landau model. The structural changes are described in terms of a collective restoring of the initially tilted AlO6 octahedra towards the ideal cubic perovskite structure without tilting. Up to 40 GPa, the pressure dependence of the volume of the pseudo-cubic phase is described by a third-order Birch-Murnaghan equation of state with parameters V0 = 54.57(4) Å3, KT = 190(5) GPa and K' = 7.2(4).
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