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Dielectric constant of water at high

The dielectric constant is directly proportional to the density of the solvent (hence to pressure) and inversely proportional to temperature, as shown in figure 8.3. Discrete values of the dielectric constant of water at high P and T conditions are listed in table 8.2. [Pg.483]

Figure 7.1 Density p, ion product iP and dielectric constant of water at high temperature and high pressure (data taken from [31]). Figure 7.1 Density p, ion product iP and dielectric constant of water at high temperature and high pressure (data taken from [31]).
C. Yeh and M. L. Berkowitz, Dielectric constant of water at high electric fields molecular dynamics study, J. Chem. Phys., 110, 7935-7942 (1999]. [Pg.525]

Pure water at a high pressure and temperature was the solvent used as extractant in most applications. However, the addition of a modifier [157,173] or a co-extractant [47] can dramatically improve the extraction of some substances. Such is the case with the extraction of nonylphenol polyethoxy carboxylates from industrial and municipal sludges, where recovery was increased by more than 30% in the presence of 30% (v/v) ethanol in the water used as leaching agent [157]. Because of the hydrophobic nature of PAHs, the increased dielectric constant of water at a high temperature did not suffice to ensure quantitative extraction from soil. However, as can be seen from Fig. 6.14, the addition of a co-extractant (viz. sodium dodecyl sulphate, SDS, which forms charged micelles) dramatically improved the extraction of these hydrophobic compounds also, it substantially reduced the extraction time and enabled the quantitative recovery of benzo(a)-acenaphthene [47]. [Pg.270]

The other major sources of experimental information about water structure are, as in the case of ice, from dielectric and infrared spectral studies. The dielectric constant of water is high, about 80, which indicates that the molecules are intact and free to rotate. The relaxation peak, above which the dielectric constant falls to a low value, occurs at microwave frequencies (A 3 cm at o °C,... [Pg.75]

Solutes, such as acids and bases, are not fully ionized under supercritical conditions, due to the low density and low dielectric constant of the solvent, as noted elsewhere in this review. For example, the density and dielectric constant of water at 450°C and 327 bar are 0.1757 g/cm and 2.5, respectively, compared with that of 1 g/cm and nearly 80 under ambient conditions. Additionally, a modest change in pressure of a supercritical aqueous system can strongly affect the degree of dissociation, due to the high compressibility of the systems. For instance, the degree of dissociation of 0.01 M HCl is calculated to be 1.62x10 at T = 450 C, P = 197 bar, but is 5.29x10 at T = 450°C, P = 327 bar. [Pg.129]

Solvent. The solvent properties of water and steam are a consequence of the dielectric constant. At 25°C, the dielectric constant of water is 78.4, which enables ready dissolution of salts. As the temperature increases, the dielectric constant decreases. At the critical point, the dielectric constant is only 2, which is similar to the dielectric constants of many organic compounds at 25°C. The solubiUty of many salts declines at high temperatures. As a consequence, steam is a poor solvent for salts. However, at the critical point and above, water is a good solvent for organic molecules. [Pg.354]

The decrease of polarity starts well under the critical point and the dielectric constant of water is approximately 31 at 225 °C and 100 bar such systems are referred to as high temperature water (HTW). Moreover, the polarity can be adjusted by changing the temperature and pressure in order to dissolve certain organic components of a catalytic reaction mixture. Under such conditions Heck reaction of iodobenzene and various cyclic alkenes, catalyzed by [Pd(OAc)2] afforded coupled products in 17-54% yield [52]. [Pg.227]

Additionally, problems related to resolution and reliability can occur from the variation of the contact area. Great care has to be taken to optimise the feedback parameters, so that the indentation depth of the tip is as constant as possible. A recent publication [442], focussing on scanning capacitance microscopy, adds to this list the problem of adsorbed water, present at least at elevated relative humidity. Due to the high dielectric constant of water... [Pg.174]

The dielectric constant of water is 81-7 at the ordinary temperature.3 This value is a high one when compared with the same constant for other liquids and it is probably on account of its considerable dielectric power that solutions of bases, acids, and salts in water can conduct the electric current, this conduction being dependent on the electrolytic dissociation of the solute. In aqueous solution, however, some organie substances are partly associated to double or even more complex molecules.4... [Pg.274]

Water possesses vastly different properties as a reaction medium in its supercritical state than in its standard state. The diagram in Fig. 14.7 is that of a pure substance and shows the regions of temperature and pressure where the substance exists as a solid, liquid, gas, and supercritical fluid. The supercritical point for water is met at a temperature of 400°C and above and at high pressure (about 25 MPa). At the supercritical point, water behaves as a nonpolar dense gas, and hydrocarbons exhibit generally high solubility. However, the solubility of inorganic salts is very low in such liquid. Note that the dielectric constant of water is 80 at the standard state reaches approximately 0 at the supercritical point the Aw of 10 14 at the standard state reaches approximately 10-24 at the supercritical point. [Pg.507]

Water is not only the most abundant of all liquids on this planet but also one of the most complex (see Section 2.4). The dielectric constant (permittivity) at frequencies below about lO is about 78 at room temperature, and this is about one whole order of magnitude higher than the dielectric constant of simple liquids such as carbon tetrachloride. Kirkwood was the first to develop a model to explain why the dielectric constant of water is so high. He pictured groups of HjO s coupled together by means of H bonding. His idea was that the dielectric constant of water consists of three parts. [Pg.530]

The solvent also acts as a dielectric medium, which determines the field diji/dx and the energy of Interaction between charges. Now, the dielectric constant e depends on the inherent properties of the molecules (mainly their permanent dipole moment and polarizability) and on the structure of the solvent as a whole. Water is unique in this sense. It is highly associated in the liquid phase and so has a dielectric constant of 78 (at 25 C), which is much higher than that expected from the properties of the individual molecules. When it is adsorbed on the surface of an electrode, inside the compact double layer, the structure of bulk water is destroyed and the molecules are essentially immobilized... [Pg.425]


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