Exploration of Goldstone mode and field-induced SmA-SmC-SmC Lifshitz point in chiral liquid crystal dimers for multiple polarization switching
SmC* phase structure and its device utility reviewed. Diversity for transverse dipole moment of chiral centre and collective modes in hydrogen bonded calamitic liquid crystal dimer, viz. nOBA:M*SA:nOBA for n = 12 investigated. Multiple polarization switching of Goldstone mode GM for greyscale envisa...
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Veröffentlicht in: | European physical journal plus 2022-06, Vol.137 (6), p.656, Article 656 |
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Format: | Artikel |
Sprache: | eng |
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Zusammenfassung: | SmC* phase structure and its device utility reviewed. Diversity for transverse dipole moment of chiral centre and collective modes in hydrogen bonded calamitic liquid crystal dimer, viz. nOBA:M*SA:nOBA for n = 12 investigated. Multiple polarization switching of Goldstone mode GM for greyscale envisaged in tilted SmC* phase. A simple low-frequency relaxation method to determine pitch λ of polarization helix for SmC* GM in SmC* phase by dielectric loss peak ε″
max
. Qualitative analogy between λ and reciprocal 1/Δε″
max-GM
of GM dielectric loss maximum derived. Ferroelectric characterization, i.e. by hysteresis, growth of tilt angle and spontaneous polarization as order parameters, electro-clinic effect, collective excitations, relaxations and Curie–Weiss law presented. Field-induced loss [1/Δε″
max-GM
] reflected the field diverging trend of helical pitch of polarization in SmC*. Collective response and relaxations analysed by the Cole-Davidson method. Goldstone and soft mode are resolved by field. Field study of loss inferred second-order nature C*-C transition.
L
ifshitz
P
oint results agree with T-H plane reports. AC*C
LP
demarcated in T-E plane. Second-order A-C, first-order A-C* and second-order C-C* transition lines converge at
LP
to agree with extended Landau–Ginzburg model. Design of space graded conductive-coated surface stabilized ferroelectric liquid crystal cell for multiple polarization switching modes and greyscale proposed.
Graphical Abstract |
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ISSN: | 2190-5444 2190-5444 |
DOI: | 10.1140/epjp/s13360-022-02728-1 |