2005
DOI: 10.1063/1.2135410
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Modeling of dual frequency liquid crystal materials and devices

Abstract: We present a director-based model of the dual frequency nature of liquid crystals based on a Debye-type relaxation of the permittivity in the direction parallel to the director. This relaxation is governed by a first order differential equation in terms of the polarization and electric field along the long axis. We demonstrate that this equation can be used as an extension to the well-known Eriksen-Leslie-Parodi theory. Since solution is in the time domain, the frequency response of the applied waveform need n… Show more

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Cited by 14 publications
(3 citation statements)
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“…Hence, the Freedericksz mechanism can be exploited to reorient the LC molecules from the equilibrium planar (|| to the substrate) to the field‐driven homeotropic (⊥ to the substrate) configuration with E of f < f c and the return to equilibrium with E of f >> f c . This dual frequency protocol (DFP) is the basis for a variety of devices including switches, retarders, modulators, and displays . The point to be noted is that the dual frequency character exists for the CsLC composite also, although with a slightly higher f c value, and diminished ε a .…”
Section: Resultsmentioning
confidence: 99%
“…Hence, the Freedericksz mechanism can be exploited to reorient the LC molecules from the equilibrium planar (|| to the substrate) to the field‐driven homeotropic (⊥ to the substrate) configuration with E of f < f c and the return to equilibrium with E of f >> f c . This dual frequency protocol (DFP) is the basis for a variety of devices including switches, retarders, modulators, and displays . The point to be noted is that the dual frequency character exists for the CsLC composite also, although with a slightly higher f c value, and diminished ε a .…”
Section: Resultsmentioning
confidence: 99%
“…Another type of LC materials that suits for fast tuning is dual-frequency liquid crystal (DFLC) [7], which exhibits a positive dielectric anisotropy (Δε ε ∥ − ε ⊥ > 0) when frequency f of applied field is below f c (crossover frequency) while turns to a negative one (Δε < 0) at f >f c . This property enables the possibility of tuning LC orientations by dual-frequency addressing at a relatively low voltage, permitting a fast switching time down to submilliseconds [8,9]. Dual-frequency liquid crystal devices such as optical retarder [10] and variable optical attenuator [11] have been reported with response time ∼0.5 ms at V rms 25 V and ∼0.9 ms at V rms 20 V, respectively.…”
mentioning
confidence: 99%
“…Moreover, we can increase the switching speed of this proposed pi cell by a dual frequency driving method. 10,14,15 The difference of the intensity operational range results from the various profiles of LC director after polymerizations. In the case of the pi cell stabilized in the RB state, the LC director throughout the device is stabilized in a more relaxed ͑i.e., lower tilt͒ state, which thus has higher freedom of switching compared to the pi cell stabilized using the conventional polymerization.…”
mentioning
confidence: 99%