JOURNAL ARTICLE

Induced smectic phases in phase diagrams of binary nematic liquid crystal mixtures

Tsang‐Min HuangKathleen M. McCrearyShila GargThein Kyu

Year: 2011 Journal:   The Journal of Chemical Physics Vol: 134 (12)Pages: 124508-124508   Publisher: American Institute of Physics

Abstract

To elucidate induced smectic A and smectic B phases in binary nematic liquid crystal mixtures, a generalized thermodynamic model has been developed in the framework of a combined Flory–Huggins free energy for isotropic mixing, Maier–Saupe free energy for orientational ordering, McMillan free energy for smectic ordering, Chandrasekhar–Clark free energy for hexagonal ordering, and phase field free energy for crystal solidification. Although nematic constituents have no smectic phase, the complexation between these constituent liquid crystal molecules in their mixture resulted in a more stable ordered phase such as smectic A or B phases. Various phase transitions of crystal–smectic, smectic–nematic, and nematic–isotropic phases have been determined by minimizing the above combined free energies with respect to each order parameter of these mesophases. By changing the strengths of anisotropic interaction and hexagonal interaction parameters, the present model captures the induced smectic A or smectic B phases of the binary nematic mixtures. Of particular importance is the fact that the calculated phase diagrams show remarkable agreement with the experimental phase diagrams of binary nematic liquid crystal mixtures involving induced smectic A or induced smectic B phase.

Keywords:
Liquid crystal Phase diagram Phase (matter) Materials science Isotropy Biaxial nematic Mesophase Anisotropy Binary number Crystallography Thermodynamics Condensed matter physics Chemistry Optics Organic chemistry Physics

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Citation History

Topics

Liquid Crystal Research Advancements
Physical Sciences →  Materials Science →  Electronic, Optical and Magnetic Materials
Material Dynamics and Properties
Physical Sciences →  Materials Science →  Materials Chemistry
Nonlinear Dynamics and Pattern Formation
Physical Sciences →  Computer Science →  Computer Networks and Communications

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