Revisiting eigen displacements of tetragonal BaTiO3: Combined first principle and experimental investigation

BaTiO3 is a classical ferroelectric studied for last one century for its ferroelectric properties. Lattice dynamics of BaTiO3 is crucial as the utility of devices is governed by phonons. In this work, we show that traditional characterization of the polar phonon modes is ambiguous and often misinter...

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Veröffentlicht in:Physica. B, Condensed matter Condensed matter, 2022-01, Vol.624, p.413381, Article 413381
Hauptverfasser: Dwij, Vivek, De, Binoy Krishna, Sharma, Gaurav, Shukla, D.K., Gupta, M.K., Mittal, R., Sathe, Vasant
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container_start_page 413381
container_title Physica. B, Condensed matter
container_volume 624
creator Dwij, Vivek
De, Binoy Krishna
Sharma, Gaurav
Shukla, D.K.
Gupta, M.K.
Mittal, R.
Sathe, Vasant
description BaTiO3 is a classical ferroelectric studied for last one century for its ferroelectric properties. Lattice dynamics of BaTiO3 is crucial as the utility of devices is governed by phonons. In this work, we show that traditional characterization of the polar phonon modes is ambiguous and often misinterpreted. By combining Raman, Neutron and X-ray diffraction, dielectric spectroscopic observations with first principle calculations, we have re-examined the character of the normal modes of phonons of tetragonal BaTiO3. We obtained Eigen displacements of vibrational modes through DFT calculations and reclassified the polar modes being Slater (Ti–O), Last (Ba–TiO3) and Axe (BO6) vibrations by correlating experimental and theoretical calculations. The study thus provides authentic nomenclature of the polar modes. •Actual eigen displacements of the polar phonon modes in BaTiO3 are identified.•X-ray diffraction, neutron diffraction and Raman spectroscopy supports the finding.•First principle calculations is also employed for identification of eigen displacements.
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subjects Barium titanates
BaTiO3
Density functional theory
Diffraction
Ferroelectric materials
Ferroelectricity
Ferroelectrics
First principles
Lattice theory
Lattice vibration
Mathematical analysis
Phonons
Raman spectroscopy
Vibration
title Revisiting eigen displacements of tetragonal BaTiO3: Combined first principle and experimental investigation
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