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Issue 43, 2015
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A possible critical point for nematic order on the basis of Landau free energy having dual instabilities for nano-segregated smectic liquid crystals

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Abstract

Landau expansion of free energy assuming dual instabilities for the nano-segregated SmA phase is analyzed. In addition to known phase sequences (on cooling, disordered isotropic liquid → nematic phase → smectic phase, and disordered isotropic liquid → smectic phase), a new sequence (disordered isotropic liquid → density wave with subsidiary nematic order → smectic phase) and the existence of a critical point are demonstrated in the case where the instability for density wave formation occurs at a higher temperature.

Graphical abstract: A possible critical point for nematic order on the basis of Landau free energy having dual instabilities for nano-segregated smectic liquid crystals

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Article information


Submitted
12 Aug 2015
Accepted
21 Aug 2015
First published
27 Aug 2015

Soft Matter, 2015,11, 8493-8498
Article type
Paper

A possible critical point for nematic order on the basis of Landau free energy having dual instabilities for nano-segregated smectic liquid crystals

K. Saito, M. Hishida and Y. Yamamura, Soft Matter, 2015, 11, 8493
DOI: 10.1039/C5SM02014J

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