ABSTRACT
Phase diagrams for modulated phases are constructed based on a competing interactive ISING model. Commensurate phases with the wave number q = 0, 1/6, 1/3 and 1/2 are stable at zero temperature, if the model Hamiltonian is treated classically. On the other hand, the regions of incommensurate wave number as well as high-order commensurate ones extend down to 0 K, if the quantum statistical mechanics is employed. Based on the calculated phase diagram, phase transitions of K2SeO4, Rb2MoO4, Rb2SeO4, and Cs2WO4 are discussed.
Funding
This work was partially supported by a research grant, category A1-2(2015) from the Yamaguchi University Foundation.