A Discrete Two-Sublattice Model of the Lattice Instability in A2BX4-Type Crystals
スポンサーリンク
概要
- 論文の詳細を見る
The discrete four-sublattice model previously proposed for reproducing the lattice instabilities in A2BX4-type crystals is reduced to a two-sublattice model. Eigenfrequencies and the associated eigenvectors of the dynamical matrix are given analytically for general k values. The conditions on the interaction parameters for the appearance of incommensurate phase transitions are clarified.
- 2001-09-15
著者
-
Janssen Ted
Theoretical Physics University Of Nijmegen
-
Ishibashi Yoshihiro
School Of Communications Aichi Shukutoku University
-
Janssen Ted
Theoretical Physics, University of Nijmegen, Nijmegen, The Netherlands
関連論文
- A Discrete Two-Sublattice Model of the Lattice Instability in A_2BX_4-Type Crystals
- The Bottleneck Effect due to Multiple Gates in One-Dimensional Traffic
- On the Lattice Instability in Incommensurate Phase Transition of K_2SeO_4
- A Discrete Two-Sublattice Model of the Lattice Instability in A2BX4-Type Crystals
- On the 74 K Phase Transition in Hexagonal Barium Titanate