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A study of the structural phase transitions in AlF<sub>3</sub>: X-ray powder diffraction, differential scanning calorimetry (DSC) and Raman scattering investigations of the lattice dynamics and phonon spectrum
103
Citations
15
References
1990
Year
X-ray CrystallographyEngineeringSpectroscopic PropertyRaman LinesChemical ImagingMaterials SciencePhysicsPhysical ChemistryCubic-rhombohedral Phase TransitionBrillouin ScatteringCrystallographyPhonon SpectrumSoft ModeNatural SciencesX-ray DiffractionApplied PhysicsCondensed Matter PhysicsX-ray Powder DiffractionStructural Phase Transitions
The study investigates the 450 °C cubic‑rhombohedral transition of AlF₃ using DSC, X‑ray diffraction, Raman scattering, group‑theory analysis of the R5 mode, and a rigid‑ion model to compute the cubic phonon spectrum. The transition is first‑order with ~6 °C hysteresis, the room‑temperature structure is R3c, two soft Raman modes are observed, and the phonon density of states is strongly dependent on the soft‑mode frequency.
The cubic-rhombohedral phase transition at 450 degrees C of AlF3 is studied by DSC, X-ray powder diffraction and Raman scattering. It is demonstrated that the transition is of first order with a hysteresis of about 6 degrees. It is established by X-ray powder diffraction patterns that the room temperature space group is R3c. A temperature study of the Raman scattering spectra (that confirms the above conclusion) evidences the presence of two soft modes. It is shown from group theory that the transition can be imputed to the condensation of the R5 mode of the cubic Brillouin zone and the attribution of the Raman lines is deduced on the basis of the compatibility diagram between the cubic and rhombohedral symmetries. The frequencies of the Raman lines are used to adjust the parameters of a rigid ion model and to calculate the phonon spectrum in the cubic phase. The calculated phonon density of states appears to be strongly dependent on the soft phonon frequency.
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