Domain wall freezing in KDP-type ferroelectrics
β Scribed by V.H Schmidt; G Bohannan; D Arbogast; G Tuthill
- Publisher
- Elsevier Science
- Year
- 2000
- Tongue
- English
- Weight
- 208 KB
- Volume
- 61
- Category
- Article
- ISSN
- 0022-3697
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β¦ Synopsis
Hysteresis loops in KH 2 PO 4 (KDP) and its ferroelectric (FE) isomorphs disappear some 60 K below T c . This disappearance may result from an order-disorder transition of the domain wall. The lowest energy wall consists of a single layer of nonpolar H 2 PO 4 groups of Slater energy 1 0 . Including only the Slater/Takagi interactions predicts that a domain wall can become wider by having small protrusions that then diffuse along the wall. Reducing temperature would decrease domain wall mobility without causing a freezing transition. However, if one includes the Ishibashi dipolar interaction, this dipolar energy is minimized for a zero-entropy smooth domain wall with a particular ordered H-bond arrangement. Accordingly, there could be an order-disorder transition within the wall, if the bias "field" favoring this H-bond ordering is not great enough to smear out the transition. We are applying this model to predict domain wall mobility temperature dependence, and simultaneously measuring FE hysteresis in KDP-ferroelectrics to determine the nature and sharpness of this proposed domain wall transition.
π SIMILAR VOLUMES
The sohtonic mechanism for the protonic transfer is used to calculate a mobility of domain walls in hydrogen-bonded ferroelectrics. A one-dimensional model is considered. It is assumed that the sequence of proton jumps in doubleminimum wells of hydrogen bonds brings about a domain wall motion. Calcu
A thermodynamic approach is used to derive the driving force on a domain wall in a piezoelectric material. Using 2D finite element simulations, the influence of different kinds of defects on the kinetics of a domain wall in ferroelectricferroelastic gadolinium molybdate, Gd 2 Γ°MoO 4 Γ 3 (GMO), is st