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Conductivity dynamic scattering

Lipton and Koda i h ve also recently presented results on a CdSe TFT-liquid-crystal panel. They used relatively high-conductivity dynamic-scattering material consequently, they added a capacitor in parallel with each TFT and display element to obtain the required electrical decay time. Brody and co-workers were able to utilize the long dielectric relaxation time associated with the twisted nematic fluid and did not have to add the supplemental capacitance. [Pg.269]

All of the observations made for random ionomer nonaqueous (polar) solutions parallel those for polyelectrolyte aqueous solutions the difference is only quantity, not the quality. These include upturn in a viscosity curve, negative angular dependence at low concentration and positive dependence at higher concentration in Zimm plots, appearance of two modes in dynamic scattering, and a drop in conductance. [Pg.274]

Finally, we remember that the Kapustin-Williams domains take place due to the effect of the positive conductive anisotropy of the nematic liquid crystal cr /a and disappear in the region or /a < 0 (Fig. 5.7(a)). The considerable decrease in the threshold voltage of the Kapustin-Williams domains for the large conductive anisotropy c7 /(jj proved to be a useful tool for developing liquid crystal mixtures for a dynamic scattering display with low controlling voltages [56]. [Pg.252]

The threshold conditions and optical appearance of the anisotropic modulated structure strongly depend on the cell thickness. Experiment shows that in thin cells (approximately 10 /xm or less) and, in particular, with well-purified nematic liquid crystals (electrical conductivity ca. 10 ohm cm ), the Kapustin-Williams domains (and the dynamic scattering of light) do not actually appear. Either longitudinal Vistin domains [5, 8,... [Pg.261]

As the thickness decreases the threshold voltage increases very sharply. This can be seen in Fig. 5.14, where the calculated values for Uth are given as a function of the electrical conductivity for typical values of s, = 4.7 and ) = 10 cm s , and the cell thickness is a parameter. Figure 5.14 also explains why the Kapustin-Williams domains and the dynamic scattering of light are not observed in relatively thick samples with a small electrical conductivity of 10 -10 ohm cm . ... [Pg.262]

Microemulsions with ILs acted as catalytic activity enhancer for oxidases. Zhou et al. [95] reported a water-m-[bmim][PFJ microemulsion system stabilized by TX-lOO that enhances the catalytic activity of hgnin peroxidase (LiP) and laccase. Optimum molar ratios of water to TX-lOO were 8 and >20 for UP and laccase, respectively. Compared to pure or water-saturated [bmim][PFJ, the derived microemulsion evidenced enhanced catalytic activity. Use O/W for oU-in-water ivation effect of [bmim][PFJ on LiP and laccase. Xue et al. [96] reported timable enzyme (laccase) activity in a microemulsion system, water/AOT+TX-100/[bmim][PFJ. The solution of IL [bmim][Cl] and polar organic solvent formamide (FA) were used to form a nonaqueous microemulsion as [bmim][Cl]-FA/TX-100/cyclohexane (Rg. 10.8) at 25 0.1°C, reported by Wei et al. [97]. By means of electrical conductivity, dynamic hght scattering (DLS) and UV-Vis spectroscopy measurements, microstructures, internal phases, and size regime were explored of the aforesaid microemulsion system. UV-Vis studies using CoCl indicated metal salt dissolution by microemulsion. [Pg.224]

A Sussmann found that the useful lifetime of a d.c. driven cell is inversely proportional to the current density in the cell [83]. On the other hand the electrical conductivity of the liquid crystal determines the contrast of a display based on an electrohydrodynamic effect such as dynamic scattering. The conductivity can therefore not be decreased at will in favor of longer display lifetime. For optimum contrast the conductivity is about 10 (i2 cm)" to 10 (f2 cm)" ... [Pg.124]

The specific electrical conductivity of pure Azoxy-compounds lies between 10 (12 cm)" and 10 ( 2 cm) h Various dopants are added to the Azoxy-compound to influence the conductivity and orientation. The effect of these additives on the variation with time of the electrical conductivity, of the switching times, and of contrast can be measured. It has been found that after roughly 500 hours of operation for instance the cell conductance when measuring the d.c. current flowing through the cell decreases by one to two powers of ten. As subsequent a.c. measurements revealed, this phenomenon results from the formation of double layers with lower electrical conductivity near the electrodes. These double layers disturb the ion injection from the electrode. As a result of low current densities the dynamic scattering disappears almost entirely. [Pg.125]

Electro-optical liquid crystal display devices were now well established, and the twisted nematic device was obviously the superior one, based as it was upon a field effect in a pure nematic of positive dielectric anisotropy rather than upon the conductivity anisotropy, generated by ionic dopants in nematics of negative dielectric anisotropy, as in dynamic scattering displays. [Pg.45]

The dynamic scattering display [54] exploited scattering of light by a nematic liquid crystal induced by turbulence associated with electrical conductivity [55, 56] in the liquid crystal. The effect provided the first commercially exploited liquid crystal displays, using Schiff s base liquid crystals of negative dielectric anisotropy, which in-... [Pg.780]

The conductivity of the smectic phase is important rather than rely on impurities in the liquid crystal or degradation products of the dynamic scattering, it is desirable specifically to add ionic dopants. In the early work, the homeotropic aligning dopant [hexadecyltrimethyl ammonium bromide (HMAB)] conveniently also acted as the... [Pg.1464]

The conductivity of the SmA phase is also dependent on the texture or molecular arrangement of the smectic phase. The scattering state (asc) has a different conductivity to the homeotropic state (Ctr) it was found that when cTsc is larger than oVr, then dynamic scattering will occur [57] and that, as the ratio cTsc/cTtr increases, the threshold voltage decreases. [Pg.1465]

Dynamic scattering Hydrodynamic turbulence Perpendicular or parallel Clear scattering (white) 0 Negative Ae conductivity required p-Azoxyanisole... [Pg.25]

Liquid-crystal electro-optic phenomena can be divided into two categories—those caused only by dielectric forces and those induced by the combination of dielectric and conduction forces. The two conduction-induced phenomena discussed later are dynamic scattering and the storage effect. Four of the dielectric phenomena, or field effects as they are sometimes known, are discussed first (1) induced birefringence, (2) twisted nematic effect, (3) guest-host interaction, and (4) cholesteric-nematic transition. [Pg.242]

In nematic materials with negative dielectric anisotropy and electrical resistivity less than 1-2 X 10 ohm-cm, conduction-induced fluid flow occurs during the application of an applied voltage. The wide-angle forward-scattering phenomenon known as dynamic. scatter-ing 9,60 ig most important manifestation of the turbulence that... [Pg.251]

The response times for both field- and conduction-induced phenomena can be changed by the presence of a second voltage source whose frequency is above some critical cutoff frequency, while the main source has a frequency less the critical frequency. For dynamic scattering, the critical frequency is /c, which is inversely proportional to the dielectric relaxation time of the fluid. For an applied frequency / > /c, the conduction torques do not affect the fluid and, through... [Pg.258]

Depending on the geometry, dielectric reorientations are sometimes accompanied by hydrodynamic transients, i.e., a backflow. (The reorientation caused by hydrodynamic flow is well known. ) Such back-flow transients, under certain conditions, can give rise to turbulent effects similar to dynamic scattering the latter term should be reserved specifically for the sequence domains, domain instability, and scattering, produced by conductance hydrodynamics. [Pg.299]


See other pages where Conductivity dynamic scattering is mentioned: [Pg.453]    [Pg.453]    [Pg.446]    [Pg.447]    [Pg.451]    [Pg.216]    [Pg.265]    [Pg.416]    [Pg.110]    [Pg.178]    [Pg.181]    [Pg.60]    [Pg.60]    [Pg.264]    [Pg.10]    [Pg.38]    [Pg.283]    [Pg.88]    [Pg.171]    [Pg.12]    [Pg.485]    [Pg.12]    [Pg.558]    [Pg.781]    [Pg.1224]    [Pg.1224]    [Pg.1225]    [Pg.1227]    [Pg.1231]    [Pg.1232]    [Pg.1235]    [Pg.1463]    [Pg.2026]    [Pg.129]    [Pg.255]   
See also in sourсe #XX -- [ Pg.2 , Pg.243 , Pg.249 , Pg.253 ]

See also in sourсe #XX -- [ Pg.2 , Pg.243 , Pg.249 , Pg.253 ]




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Dynamical scattering

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