phase transitionReferences
- Takezoe H, Gorecka E, Čepič M. Antiferroelectric liquid crystals: interplay of simplicity and complexity. Rev Mod Phys. 2010;82:897–937.
- Liu ZQ, Wang ST, McCoy BK, Cady A, Pindak R, Caliebe W, Takekoshi K, Ema K, Nguyen HT, Huang CC. Smectic-–smectic-C* phase transition and critical point in binary mixtures. Phys Rev E. 2006;74:030702-1–4.
- Ema K, Yao H. Some aspects of recent improvements of temperature-modulated calorimeter. Thermochim Acta. 1997;304–305:157–163.
- Yao H, Ema K, Garland CW. Nonadiabatic scanning calorimeter. Rev Sci Instrum. 1998;69:172–178.
- Sasaki Y, Aihara K, Ema K, Yao H, Huang CC. Critical behavior at the Sm–SmC* phase transition studied by high sensitivity DSC. Ferroelectrics. 2010;395:60–65.
- Sasaki Y, Le KV, Aya S, Isobe M, Yao H, Huang CC, Takezoe H, Ema K. High-resolution calorimetric study of phase transitions in chiral smectic-C liquid crystalline phases. Phys Rev E. 2012;86:061704-1–5.
- Gorecka E, Pociecha D, Čepič M, Žekš B, Dabrowski R. Enantiomeric excess dependence of the phase diagram of antiferroelectric liquid crystals. Phys Rev E. 2002;65:061703-1–4.
- Araoka F, Sugiyama G, Ishikawa K, Takezoe H. Electric-field controllable optical activity in the nano-segregated system composed of rod- and bent-core liquid crystals. Opt Mat Exp. 2011;1:27–35.
- Haga H, Onodera A, Shiozaki Y, Ema K, Sakata H. Three dimensional XY critical behavior of heat capacity at normal-incommensurate phase transition in Rb2ZnCl4. J Phys Soc Jpn. 1995;64:822–829.
- Grindlay J. An introduction to the phenomenological theory of ferroelectricity. Oxford: Pergamon Press; 1970. p. 205–208.
- Bagnuls C, Bervillier C. Nonasymptotic critical behavior from field theory at d = 3: The disordered-phase case. Phys Rev B. 1985;32:7209–7231.
- Bagnuls C, Bervillier C, Meiron DI, Nickel BG. Nonasymptotic critical behavior from field theory at d = 3: II. The ordered-phase case. Phys Rev B. 1987;35:3585–3607.
- Défontaines AD, Prost J. Critical points in layered systems. Phys Rev E. 1993;47:1184–1198.
- Susman K, Žekš B, Čepič M. Theoretical analysis of continuous pitch evolution and reversed phase sequence in antiferroelectric liquid crystals. Phys Rev E. 2010;81:031701-1–4.