Thermodynamic theory of PbTiO3
- 15 October 1987
- journal article
- Published by AIP Publishing in Journal of Applied Physics
- Vol. 62 (8), 3331-3338
- https://doi.org/10.1063/1.339293
Abstract
A phenomenological thermodynamic theory of PbTiO3 was developed using a modified Devonshire form of the elastic Gibbs free energy. The spontaneous strain as a function of temperature was determined from pure sol‐gel derived PbTiO3 powder and used with selected data from the literature to determine the coefficients of the energy function. The theoretical prediction of the phase stability, spontaneous polarization and strains, and dielectric and piezoelectric properties agree well with experimental data. This theory provides a way of predicting the intrinsic single domain dielectric and piezoelectric properties of PbTiO3, which have not been completely determined from experimental measurements.Keywords
This publication has 14 references indexed in Scilit:
- Temperature behavior of the complex piezoelectric d31 coefficient in modified lead titanate ceramicsMaterials Letters, 1986
- A phenomenological Gibbs function for the single cell region of the PbZrO3:PbTiO3 solid solution systemFerroelectrics, 1985
- Temperature Behavior of Dielectric and Electromechanical Coupling Properties of Samarium Modified Lead Titanate CeramicsJapanese Journal of Applied Physics, 1985
- New Piezoelectric Materials for Ultrasonic TransducersJapanese Journal of Applied Physics, 1985
- Effects of Additives on Piezoelectric and Related Properties of PbTiO3CeramicsJapanese Journal of Applied Physics, 1972
- Electromechanical Properties of PbTiO3 Ceramics Containing La and MnThe Journal of the Acoustical Society of America, 1971
- Low Thermal Gradient High-Temperature Furnace for X-Ray DiffractometersJournal of Applied Physics, 1970
- The growth and ferroelectric properties of high resistivity single crystals of lead titanateMaterials Research Bulletin, 1970
- Ferroelectric properties of PbTiO3Physica, 1962
- XCVI. Theory of barium titanateJournal of Computers in Education, 1949