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Medium-speed chemical reactions

Both the exact solution and the RKI method as applied by Nielsen et al (1987) suffer from the fact that diffusion and the chemical reaction are separately computed, that is, uncoupled. When the chemical reaction [Pg.149]

To show how CN works, take the simple Eq. 7.8 as example. The first and second derivatives are discretised as usual the chemical term is -following the CN style - changed to the mean of Cg and C, making the whole discrete equation [Pg.150]

5 no longer works. The same applies to the CN-style the second-order chemical term in Eq. 7.32, which [Pg.150]

For the first case, Eq. 7.38, Mastragostino et al (1968) and Lasia (1983) have substituted the approximation [Pg.151]

This is not completely trouble-free, since we now have mixed the CN equation systems for Cl and Ci but all terms are at least linear. In [Pg.151]


In industry, iodine is used for dyes, antiseptics, germicides. X-ray contrast medium, food and feed additives, pharmaceuticals, medical soaps, and photographic film emulsions and as a laboratory catalyst to either speed up or slow down chemical reactions. [Pg.256]

The speed of reaction of O3 with linolenic acid and DTT measured by this chemical system indicates that unsaturated fatty acid and sulfhydryls react nearly equally if present in the same concentration (100 yM) in an aqueous medium. The questions then are (a) are sulfhydryls and unsaturated fatty acids equally... [Pg.73]

When structural and dynamical information about the solvent molecules themselves is not of primary interest, the solute-solvent system may be made simpler by modeling the secondary subsystem as an infinite (usually isotropic) medium characterized by the same dielecttic constant as the bulk solvent, that is, a dielectric continuum. Theoretical interpretation of chemical reaction rates has a long history already. Until recently, however, only the chemical reactions of systems containing a few atoms in the gas phase could be studied using molecular quantum mechanics due to computational expense. Fortunately, very important advances have been made in the power of computer-simulation techniques for chemical reactions in the condensed phase, accompanied by an impressive progress in computer speed (Gonzalez-Lafont et al., 1996). [Pg.286]

Figure 7.1 shows some slow and fast reactions. The two photographs on the left show examples of slow reactions. The ripening of apples takes place over a number of weeks, and the making and maturing of cheese may take months. The burning of solid fuels, such as coal, can be said to involve chemical reactions taking place at a medium speed or rate. The other example shows a fast reaction. The chemicals inside explosives, such as TNT, react very rapidly in reactions which are over in seconds or fractions of seconds. [Pg.115]

It is obviously important to be able to model chemical reactions, as these lie at the heart of chemistry and biochemistry. Most reactions of interest do not take place in the gas phase but in some medium, be it in a solvent, in an enzyme or on the surface of a catalyst. The environment can have a significant impact upon the reaction by speeding it up or slowing it down or even changing the reaction pathway. Good agreement can sometimes be obtained for calculations performed on isolated systems (i.e. in the gas phase), but to model the system properly the environment must be taken into account. [Pg.610]

In ultrasounds field, the most important chemical reactions occur in the proximity of the cavitation bubble, were its opening takes place and, therefore, the release of maximal speed and pressure gradients. Admitting that a macromolecular chain in this zone is rigid fixed at one of its extremities and in free movement at the other one and is tangentially disposed to the surface of spherical cavity in dilatation, when its radius is maximal, and also considering the liquid medium is incompressible, according to Stock s law, the friction force that arises is equal to ... [Pg.239]

For the purposes of our discussion here, we suppose that the medium under examination, composed of different chemical species, is isotropic, in a state of local thermodynamijc equilibrium with no polarization or chemical reaction [PRU 76]. The flow velocity is much slower than the speed of light, so the relativistic phenomena can be discoimted = U jc 1, where U is the velocity... [Pg.165]

A principle applied in physical organic chemistry to account for the effect of solvation on the rates of nucleophilic reactions. This theory states that an increase in the ion-solvating power of the medium will tend to speed up the formation and concentration of charges, thereby inhibiting their breakdown or diffusion. This approach is predicated on the idea that a more polar solvent can potentially stabilize ionic intermediates and alter chemical reactivity. [Pg.347]

Excited-states simulations were mainly limited to small and medium-sized molecules before the 90s. However, many important photophysical processes, as for example, the photoisomerization of rhodopsin, take place in a biological environment, seldom not without the presence of an enzyme. To study photochemical processes in the large-size systems, alternative methods are required. One such method, the QM/MM method," was developed by Warshel and Levitt in 1976. This approach combines the accuracy of quantum chemical models with the speed of molecular mechanics. An alternative method to combine different quantum chemical approaches, the ONIOM method, was developed by Morokuma and co-workers." These methods were initially used in the context of ground-state reactions. Early applications of the QM/MM hybrid method to photochemical processes can be found as early as 1982," however, it was not until at the beginning of this century that the method started to be used extensively for photochemical and photophysical dynamics. To find representative investigations of that time consult the reference list." " ... [Pg.47]

Biocatalysis in organic solvents has unique advantages compared to traditional aqueous enzymology/fermentation. Often times in nonaqueous media enzymes exhibit properties drastically different from those displayed in aqueous buffers. These novel properties are given in Table 4.3. In addition to those mentioned in Table 4.3, the solubility of hydrophobic substrates and/or products increases in organic solvents, which diminishes diffusional barriers for bioconversions, and thus speeds up the reactions and improves the potential for direct applications in industrial chemical processes. Once organic solvent becomes a reaction medium, there cannot be contamination, which thus precludes release of proteolytic enzymes by microbes and favors the direct application of the process in an industrial setting. Most proteins (enzymes) inherently function in an aqueous environment, and hence their behavior in nonaqueous solvents is completely different due to the loss in the three-dimensional structure. Thus, only polar solvents... [Pg.76]

TYSON and FIFE [4] have presented a theory of target pattern formation in the BZ reaction, based on the assumption that at the center of each pattern there is a heterogeneity which periodically triggers waves of excitation (either oxidation or reduction) which then propagate away from the center at speeds determined by the chemical composition of the medium at the wave front. They describe the chemistry of the reaction in terms of the highly successful Oregonator model [5,6]. In suitably scaled and reduced form the Oregonator equations are... [Pg.89]

Zhabotinsky et al. [32] studied refraction and reflection of waves in the ferroin-catalyzed BZ reaction-diffusion medium using the oxygen inhibition of excitability in the BZ reaction [33] to create a sharp boundary between two regions with different wave velocities. Figure 1 shows refraction of a chemical wave at the boundary between two regions of different wave speed. Measurements of the angles and speeds have shown that refraction of chemical waves obeys Snell s Law within experimental accuracy. [Pg.404]


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