The Symmetry of Multiferroics
A. Brooks Harris
Abstract
This paper represents a detailed instruction manual for constructing the Landau expansion for magnetoelectric coupling in incommensurate ferroelectric magnets. The first step is to describe the magnetic ordering in terms of symmetry adapted coordinates which serve as complex valued magnetic order parameters whose transformation properties are displayed. In so doing we use the previously proposed technique to exploit inversion symmetry, since this symmetry had been universally overlooked. Having order parameters of known symmetry which describe the magnetic ordering, we are able to construct the trilinear interaction which couples incommensurate magnetic order to the uniform polarization in order to treat many of the multiferroic systems so far investigated. The role of this theory in comparison to microscopic models is discussed.
Create a lesson
Related papers
Real-space overlap is not enough: ambiguity in nanobeam iterative ptychography
Stephanie M. Ribet, Mohsen Danaie, Willem P. M. de Kleijne et al.
Covariant formula for the driving force for interface migration
Adam Morawiec
Coexisting Large and Small Polarons in Photoexcited CeO2
Valentina Mazzotti, Eleonora Spurio, Nicolas Delnour et al.
Attosecond Reconstruction of Strain Tensors via Electronic Fingerprints
Jing Li, Jiayu Yan, Guoyong Yuan et al.
Two-step transient liquid phase bonding of NiTi to Ti-6Al-4V through a NbZrW barrier
Zhaoxi Cao, Samuel Price, John P. Reidy et al.
Libron-phonon coupling and hydrogen-bond dynamics in the vacancy-ordered perovskite (NH4)2SnCl6: a temperature- and pressure-dependent Raman study
Vasco S. Neto, Mayra A. P. Gómez, Bruno S. Araújo et al.