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Polarity value

Polarization which can be induced in nonconducting materials by means of an externally appHed electric field is one of the most important parameters in the theory of insulators, which are called dielectrics when their polarizabiUty is under consideration (1). Experimental investigations have shown that these materials can be divided into linear and nonlinear dielectrics in accordance with their behavior in a realizable range of the electric field. The electric polarization PI of linear dielectrics depends linearly on the electric field E, whereas that of nonlinear dielectrics is a nonlinear function of the electric field (2). The polarization values which can be measured in linear (normal) dielectrics upon appHcation of experimentally attainable electric fields are usually small. However, a certain group of nonlinear dielectrics exhibit polarization values which are several orders of magnitude larger than those observed in normal dielectrics (3). Consequentiy, a number of useful physical properties related to the polarization of the materials, such as elastic, thermal, optical, electromechanical, etc, are observed in these groups of nonlinear dielectrics (4). [Pg.202]

It is of interest to compare the observations with different physical mechanisms as shown in Fig. 5.19. Typically, the polarization values for polymers are weak and do not overlap those of piezoelectrics. What is observed is that there is over a 6 order-of-magnitude range in polarizations from the weakest signals (Teflon) to the strongest (PZT 95-5). The polarization signals from ionic crystals are stronger than those in polymers and overlap those of piezoelectrics, albeit at larger strains. [Pg.128]

The main source of spontaneous polarization in crystals is the relative freedom of cations that fit loosely into the crystal s octahedral cavities. The number of degrees of freedom of the octahedrons affects the spontaneous polarization value and hence influences the crystal s ferroelectric properties. Abrahams and Keve [389] classified ferroelectric materials into three structural categories according to their atomic displacement mechanisms onedimensional, two-dimensional and three-dimensional. [Pg.217]

The variation in the repolarization character causes systematic changes in the properties of the materials. Particularly, the transition from onedimensional structure compounds to three-dimensional structure compounds is accompanied by a decrease in the spontaneous polarization value and in the compound s Curie temperature, and a change in the character of the compound s chemical bonds [390]. [Pg.218]

The crystal structure of MsM OF compounds, where M = NH4, K, Rb, is made up of infinite chains of oxyfluoroniobate octahedrons that are similar to MNbOF4 chain-type compounds. Infinite chains are separated by isolated complexes NbFy2, whose structure is similar to that found in the island-type compound K2NbF7. The structure of the M5Nb30Fi8 compounds was described and discussed in Chapter 3.2. Due to the separation of the chains, the displacement of the niobium ion is in the same direction in all chains. The above displacement leads to a spontaneous polarization value that is as high as 4-5 pC/cm2. [Pg.232]

Since the pH change //(ApH) is practically zero for the discharge in 9molL KOH solution, we can assume that 77a + 7/t (solid) is the same for the two solutions (9molL l KOH and 25% ZnCl2). Therefore, the difference in the polarization values (in Tables 1 and 2) is... [Pg.119]

Thus, while the relation between the partial current densities and potential is exponential, in the region of low polarization a linear relation is obtained between polarization and the net CD, owing to a superposition of the currents of forward and reverse process. At A = 10 mV, the error introduced by the approximation above will be between 1 and 20%, depending on the relative values of a and p it becomes even smaller with decreasing polarization. Hence we can by convention consider the interval of polarization values between -10 and 10 mV as that of low polarization where the linear relation (6.6) is valid. [Pg.87]

The first two points were discussed in detail in Section 34.1. The third one is also of great importance. This can be seen from the following discussion. Let us consider a certain static polarization value at which the level is located just above the Fermi... [Pg.651]

Solvents grouped in the same region of the triangle will have similar selectivity, whereas solvents from other groups will have different selectivity even if their solvent strengths are similar. Acetone is a solvent characterized by a polarity value of 5.1 (group VI, e). Its X values given in Table 4.2 show its polar interaction properties that involve 35% proton-acceptor, 23% proton-donor, and 42% dipole interactions. Solvents near the comers have mainly one kind of selectivity. [Pg.80]

The polarity values of binary acetonitrile/water and methanol/water mobile phases used in RPLC were measured and compared with methylene selectivity (acH2) for both traditional siliceous bonded phases and for a polystyrene-divinylbenzene resin reversed-phase material [82], The variation in methylene selectivity for both was found to correlate best with percent organic solvent in methanol/water mixtures, whereas the polarity value provided the best correlation in acetonitrile/water mixtures. The polymeric resin column was found to provide higher methylene selectivity than the siliceous-bonded phase at all concentrations of organic solvent. [Pg.538]

The investigation of the 4300—6000 A region revealed four weak bands at 4560,4916, 5312, and 5750 A which have positive and negative polarization values. It is now believed that they all belong to the expected i 2u transition,... [Pg.28]

The polarization study on naphthalene was complemented by Lavalette 39) who determined the polarized excitation spectrum, again using photoselection. The polarization of the strong Tm - Ti band at 4170 A was monitored as a function of the wavelength of polarized excitation into the singlet bands. As expected, a minimum polarization value of —0.18 was obtained at 2900 A near the 0—0 band of the S2 5q Mg) transition. [Pg.28]

Using specific metal combinations, electrodeposited alloys can be made to exhibit hardening as a result of heat treatment subsequent to deposition. This, it should be noted, causes solid precipitation. When alloys such as Cu-Ag, Cu-Pb, and Cu-Ni are coelectrodeposited within the limits of diffusion currents, equilibrium solutions or supersaturated solid solutions are in evidence, as observed by x-rays. The actual type of deposit can, for instance, be determined by the work value of nucleus formation under the overpotential conditions of the more electronegative metal. When the metals are codeposited at low polarization values, formation of solid solutions or of supersaturated solid solutions results. This is so even when the metals are not mutually soluble in the solid state according to the phase diagram. Codeposition at high polarization values, on the other hand, results, as a rule, in two-phase alloys even with systems capable of forming a continuous series of solid solutions. [Pg.200]

However, it is emphasized that the reported polarity values do not provide a rigorous basis for a prediction of the behavior of ionic liquids in catalysis, as the measurements of polarity values are particularly dependent on the methods used in some cases the values are not consistent. For example, in one report the polarity of selected ionic liquids was stated to increase in the order [BMIM]PFg<[BMIM]Tf2N< [OMIM]PFg (75), whereas in another the order was just the opposite (77). In any case, the differences are small. [Pg.171]

Table 6-8 shows values of the various parameters needed to calculate monomer reactivity ratios from Eqs. 6-60 and 6-62 [Jenkins and Jenkins, 1999]. The monomers in Table 6-8 are lined up in order of their u values. The Patterns of Reactivity scheme, like the Q e. scheme, is an empirical scheme. Monomer reactivity ratios calculated by the patterns of reactivity scheme are generally closer to experimental values than those calculated by the Q e scheme, which supports the rationale of assigning different polarity values to a monomer and the radical derived from the monomer. [Pg.503]

An)nvay, the principal use of artificial tongues is within the food sciences. The applications concern almost exclusively liquid food mainly wine (about 18% of the studies examined), fruit juices (almost 15%), mineral water (about 13%), followed by infusions like tea and coffee, soft drinks, milk, beer, and other alcoholic beverages. All these liquid foods are characterized by both low-viscosity and high-polarity values. [Pg.64]

Table 1. Binding constants (K) for host-guest complexes of artificial receptors with 11, and microenvironmental polarity parameters ( ) and steady-state fluorescence polarization values (P) for the guest bound to hosts in aqueous solution at 30.0 °C ... Table 1. Binding constants (K) for host-guest complexes of artificial receptors with 11, and microenvironmental polarity parameters ( ) and steady-state fluorescence polarization values (P) for the guest bound to hosts in aqueous solution at 30.0 °C ...
The fatigue treatment signal is interrupted regularly for hysteresis measurements to monitor the development of the hysteresis shape, or at least the polarization values. These intermediate hysteresis measurements are performed after increasing time intervals, e.g. in such a... [Pg.67]


See other pages where Polarity value is mentioned: [Pg.112]    [Pg.131]    [Pg.215]    [Pg.218]    [Pg.223]    [Pg.227]    [Pg.233]    [Pg.118]    [Pg.454]    [Pg.88]    [Pg.128]    [Pg.270]    [Pg.651]    [Pg.82]    [Pg.38]    [Pg.306]    [Pg.606]    [Pg.19]    [Pg.21]    [Pg.314]    [Pg.463]    [Pg.463]    [Pg.464]    [Pg.274]    [Pg.421]    [Pg.362]    [Pg.591]    [Pg.45]    [Pg.234]    [Pg.54]    [Pg.66]   
See also in sourсe #XX -- [ Pg.7 ]




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