Notes on the Electroelastic Interaction in Joint Hamiltonian and Stochastic Treatment of Polarization Response

Abstract

Conventional Landau theory for ferroelectric phase instability is extended by entities accounting for the violation of thermodynamic equilibrium and the impact of thermal fluctuations. The physical content concerns Ginzburg-Landau type model Hamiltonians assigned to the mean field interaction of macroscopically small and microscopically large lattice cells affected by thermal fluctuations. A special topic derived in a systematic way is long range electroelastic interaction formally given by selfconsistent solution of the polarization and strain fields. Test solution for inhomogeneous strain in a slab is presented within the framework of lattice cell picture.

Keywords:

• Kinetics of ferroelectric domains

Acknowledgments

This research was supported by the Latvian State research program, Project #2 and Collaboration project # 05.0005.