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Solution composition rates

The characteristics of soluble sihcates relevant to various uses include the pH behavior of solutions, the rate of water loss from films, and dried film strength. The pH values of sihcate solutions are a function of composition and concentration. These solutions are alkaline, being composed of a salt of a strong base and a weak acid. The solutions exhibit up to twice the buffering action of other alkaline chemicals, eg, phosphate. An approximately linear empirical relationship exists between the modulus of sodium sihcate and the maximum solution pH for ratios of 2.0 to 4.0. [Pg.7]

Prepare the solutions and measure the pH at one temperature of the kinetic study. Of course, the pH meter and electrodes must be properly calibrated against standard buffers, all solutions being thermostated at the single temperature of measurement. Carry out the rate constant determinations at three or more tempertures do not measure the pH or change the solution composition at the additional temperatures. Determine from an Arrhenius plot of log against l/T. Then calculate Eqh using Eq. (6-37) or (6-39) and the appropriate values of AH and AH as discussed above. [Pg.259]

Indole itself forms a dimer or a trimer, depending on experimental conditions the dimer hydrochloride is formed in aprotic solvents with dry HCl, whereas aqueous media lead to dimer or trimer, or both. It was Schmitz-DuMont and his collaborators who beautifully cleared up the experimental confusion and discovered the simple fact that in aqueous acid the composition of the product is dictated by the relative solubilities of the dimer and trimer hydrochlorides/ -This, of course, established the very important point that there is an equilibrium in solution among indole, the dimer, the trimer, and their salts. It was furthermore demonstrated that the polymerization mechanism involves acid catalysis and that in dilute solution the rate of reaction is dependent on the concentration of acid. [Pg.300]

The wastage rate of HSI depends upon the current density and the nature of the soil or water in which the anode is used. HSI is superior to graphite in waters of resistivity greater than 10ohm m, but in waters of 0-5 ohm m and below HSI is susceptible to pitting. From collated experience in fresh water in the pH range 3 to 10 a nominal consumption rate of approximately 0-1 kg A" y" at 20°C has been observed. This is of course dependent upon solution composition and temperature. A number of reports on the performance of HSI anodes in different environments have been produced . ... [Pg.176]

Decomposition rates of (Ni,Co) mellitates [1110] increase with increase in nickel content. The a—time curves for the pure components and the mixed mellitates were deceleratory throughout and there was no discontinuity in shape with changes in composition. Rates of decomposition of the solid solutions were appreciably greater than those expected from the decomposition of the individual components present (Fig. 19). The values of E determined for the initial stages of the decomposition of mixtures were close to that found for the nickel salt (184 kJ mole 1) and in the latter stages tended to increase towards that for cobalt mellitate (251 kJ mole-1). Values of A showed a systematic decrease with increase in cobalt content. [Pg.245]

Anodic dissolution reactions of metals typically have rates that depend strongly on solution composition, particularly on the anion type and concentration (Kolotyrkin, 1959). The rates increase upon addition of surface-active anions. It follows that the first step in anodic metal dissolution reactions is that of adsorption of an anion and chemical bond formation with a metal atom. This bonding facilitates subsequent steps in which the metal atom (ion) is tom from the lattice and solvated. The adsorption step may be associated with simultaneous surface migration of the dissolving atom to a more favorable position (e.g., from position 3 to position 1 in Fig. 14.1 la), where the formation of adsorption and solvation bonds is facilitated. [Pg.299]

The further fate of the solvated electrons depends on solution composition. When the solution contains no substances with which the solvated electrons could react quickly, they diffuse back and are recaptured by the electrode, since the electrochemical potenhal of electrons in the metal is markedly lower than that of solvated electrons in the solution. A steady state is attained after about 1 ns) at this time the rate of oxidahon has become equal to the rate of emission, and the original, transient photoemission current (the electric current in the galvaihc cell in which the illuminated electrode is the cathode) has fallen to zero. Also, in the case when solvated electrons react in the solution yielding oxidizable species (e.g., Zn " + Zn" ),... [Pg.563]

For a feed rate 2000 kg/h of solution, composition 30 per cent w/w MEK, determine the number of stages required to recover 95 per cent of the dissolved MEK using 700 kg/h TCE, with counter-current flow. [Pg.633]

Central to catalysis is the notion of the catalytic site. It is defined as the catalytic center involved in the reaction steps, and, in Figure 8.1, is the molybdenum atom where the reactions take place. Since all catalytic centers are the same for molecular catalysts, the elementary steps are bimolecular or unimolecular steps with the same rate laws which characterize the homogeneous reactions in Chapter 7. However, if the reaction takes place in solution, the individual rate constants may depend on the nonreactive ligands and the solution composition in addition to temperature. [Pg.179]

Illite layers form relatively quickly by WD (most in less than 20 WD cycles), and the reaction rate is not affected greatly by changes in solution compositions or temperatures that are typical of near-surface environments. Thus, that which has been studied in the laboratory also may occur abundantly in nature. [Pg.322]

Influence of Surface Area, Surface Characteristics, and Solution Composition on Feldspar Weathering Rates... [Pg.615]

The fourth explanation for non-linear kinetics differs from the previous three in that it concerns the composition of the solution rather than any intrinsic property of the solid reactants or products. Changing solution composition can produce apparent or true parabolic dissolution kinetics either through the influence of changing pH and COj equilibria, or through the effect of chemical affinity and the reverse reaction rate. These phenomena have been discussed in detail by Helgeson and Murphy (V7) and Helgeson and others ( 1 8). [Pg.619]

Many of the same factors which complicate the interpretation of laboratory kinetic studies are among the most important limitations on the application of laboratory dissolution rate data to natural systems. These include uncertainty about 1) the effective surface area in natural systems (56,57) 2) the extent to which surface area and surface roughness change with reaction progress ( 18) and 3) the magnitude of solution composition effects on rates in natural systems. [Pg.631]

Fig. 11.9 Electrochemical properties of supercapacitors using the bare NiO and NiO/CNT (10 %) composite electrodes. The cyclic voltammetry(CV) behavior of (a) the bare NiO electrodes and (b) the NiO/CNT (10%) composite electrodes in 2M KOH aqueous solution (sweep rate, 10 mV/s) (reprinted with permission from Y. Lee etal., Synthetic Metals, 150, 2005,153-157). Fig. 11.9 Electrochemical properties of supercapacitors using the bare NiO and NiO/CNT (10 %) composite electrodes. The cyclic voltammetry(CV) behavior of (a) the bare NiO electrodes and (b) the NiO/CNT (10%) composite electrodes in 2M KOH aqueous solution (sweep rate, 10 mV/s) (reprinted with permission from Y. Lee etal., Synthetic Metals, 150, 2005,153-157).
When the interface of semiconductor electrode is in the state of band edge level pinning, the potential Mr across the compact layer remains constant and independent of the electrode potential this Mr, however, depends on the composition of the solution. Thus, the dissolution rate i>mx, which depends on, is a function of the solution composition. For example, it is known that the rate of dissolution of metal oxides depends on the pH of the solution. [Pg.307]

The initial requirement in the development of a solvent extraction process for the recovery or separation of metals from an aqueous solution is knowledge of the solution composition, pH, temperature, and flow rate. Both pH and temperature can be adjusted, within certain economic limits, before feeding to the solvent extraction circuit, but only in a few cases can the leaching or dissolution conditions be dictated by the extraction process. Consequently, no serious development work on the extraction process can be carried out before the leaching conditions or the type of feed solution are established. [Pg.282]

The economics of the solvent extraction process are very dependent upon upstream and downstream portions of the plant. Integration of the total processing step is essential to obtain maximum return. Variables, such as tonnage rates and changes in solution composition, can have a most significant result on the economics of solvent extraction. Generally, economic considerations may be divided into two major areas (1) capital investments and (2) operating costs. [Pg.328]


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Solution composition

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