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Reaction rates determination

Most hot-corrosion phenomena of practical significance are controlled by the kinetics of the reactions proceeding, rather than by the thermodynamic stability of the reactants or products involved. It must, however, be borne in mind that reaction rates determined under simplified laboratory conditions are frequently inapplicable to the more complicated conditions experienced in practice. Factors of major importance in this context are stress and thermal cycling. [Pg.951]

Flynn and Dickens [142] have translated the relaxation methods of fluid kinetics into terms applicable to solid phase thermogravimetry. The rate-determining variables such as temperature, pressure, gas flow rate, gas composition, radiant energy, electrical and magnetic fields are incremented in discrete steps or oscillated between extreme values and the effect on reaction rate determined. [Pg.21]

The reaction rate determines how fast the concentration of a chemical species a increases or decreases due to chemical reactions. It depends on temperature and on the concentrations of other chemical species involved in the reaction. Consider the case of a simple reaction ... [Pg.218]

Figure 16 Reaction rate determination of 1,2/1,4 ketal in LANA reaction (scheme 5). Yield, graphed on the y-axis vs. time on the x-axis, was estimated by RPLC on Zorbax C18. Column 25 cm x 4.6 mm (5 p). The mobile phase was 100 mM KH2P04 (pH 6.5) acetonitrile (45 55) at 1.0 ml/min. The column temperature was 35°C, and detection was at 254 nm. Figure 16 Reaction rate determination of 1,2/1,4 ketal in LANA reaction (scheme 5). Yield, graphed on the y-axis vs. time on the x-axis, was estimated by RPLC on Zorbax C18. Column 25 cm x 4.6 mm (5 p). The mobile phase was 100 mM KH2P04 (pH 6.5) acetonitrile (45 55) at 1.0 ml/min. The column temperature was 35°C, and detection was at 254 nm.
Figure 3.13 Reaction rates, determined from the change in the size of the (2 x 2) area between successive panels of the data of Figure 3.12, normalized to (squares) the length of the boundary between oxygen and CO domains (the full line is a linear fit) and... Figure 3.13 Reaction rates, determined from the change in the size of the (2 x 2) area between successive panels of the data of Figure 3.12, normalized to (squares) the length of the boundary between oxygen and CO domains (the full line is a linear fit) and...
Determine TES from equation 12.6.3 using the reaction rate determined in step 5. [Pg.491]

Rate constants for the dissolution and precipitation of quartz, for example, have been measured in deionized water (Rimstidt and Barnes, 1980). Dove and Crerar (1990), however, found that reaction rates increased by as much as one and a half orders of magnitude when the reaction proceeded in dilute electrolyte solutions. As well, reaction rates determined in the laboratory from hydrothermal experiments on clean systems differ substantially from those that occur in nature, where clay minerals, oxides, and other materials may coat mineral surfaces and hinder reaction. [Pg.25]

Fig. 8-8. Energy levels for redox electron transfer reaction at a metal electrode (a) in equilibrium, (b) in anodic polarization with reao tion rate determined by interfadal electron transfer, (c) anodic polarization with reaction rate determined by both interfadal electron transfer and diffusion of hydrated partides. EF0)Eooxj.a= Fenni level of redox electrons at an interface. Fig. 8-8. Energy levels for redox electron transfer reaction at a metal electrode (a) in equilibrium, (b) in anodic polarization with reao tion rate determined by interfadal electron transfer, (c) anodic polarization with reaction rate determined by both interfadal electron transfer and diffusion of hydrated partides. EF0)Eooxj.a= Fenni level of redox electrons at an interface.
Equations 2.26 and 2.27 carmot be solved analytically except for a series of limiting cases considered by Bartlett and Pratt [147,192]. Since fine control of film thickness and organization can be achieved with LbL self-assembled enzyme polyelectrolyte multilayers, these different cases of the kinetic case-diagram for amperometric enzyme electrodes could be tested [147]. For the enzyme multilayer with entrapped mediator in the mediator-limited kinetics (enzyme-mediator reaction rate-determining step), two kinetic cases deserve consideration in this system in both cases I and II, there is no substrate dependence since the kinetics are mediator limited and the current is potential dependent, since the mediator concentration is potential dependent. Since diffusion is fast as compared to enzyme kinetics, mediator and substrate are both approximately at their bulk concentrations throughout the film in case I. The current is first order in both mediator and enzyme concentration and k, the enzyme reoxidation rate. It increases linearly with film thickness since there is no... [Pg.102]

Detonation pressure calcd values and theoretical expressions) 174-78 (Reaction rate determined by detonation pressure)... [Pg.489]

Equation (211) is applicable to the reaction rate determined by stages 1 and 2a of mechanism (327). It is only necessary, as the adsorbed radical N2H2 is a product of stage 2a, to substitute for the partial pressure of this radical in the kinetic equation, its fugacity, />NzHz, determined by the equilibrium of stage 2b ... [Pg.260]

In the first stage of its development, up to about 1965, reaction rate determinations by means of dynamic NMR were rather semi-quantitative. Increased precision in the results became possible only after the elimination of numerous systematic errors by improved experimental techniques. Equally important is a development in the theory of the lineshapes of dynamic NMR spectra and its presentation in a form suitable for practical applications in spectral analysis. Advances... [Pg.228]

Here c is the vector column of substance concentrations, T is the transposed stoichiometric matrix, and w(c) is the vector column of reaction rates determined from eqns. (6) (8). It is an unsteady-state kinetic model. [Pg.16]

Figure 5 shows the simulation of the reaction kinetic model for VO-TPP hydro-demetallisation at the reference temperature using a Be the network with coordination 6. The metal deposition profiles are shown as a function of pellet radius and time in case of zero concentration of the intermediates at the edge of the pellet. Computer simulations were ended when pore plugging occurred. It is observed that for the bulk diffusion coefficient of this reacting system the metal deposition maximum occurs at the centre of the catalyst pellet, indicating that the deposition process is reaction rate-determined. The reactants and intermediates can reach the centre of the pellet easily due to the absence of diffusion limitations. [Pg.340]

The reaction rate determines the application potential and/or the need of improvement to accelerate the conversion. For example, the production of biogas via fermentation of biomass and the onboard production of H2 via steam reforming of CH3OH require different times for a certain degree of conversion. However, for the biogas production the time is of less importance, as one can simply wait and/or increase the size of the fermentation vessel. This is obviously not possible for the onboard production of H2 in a vehicle. [Pg.249]

Kinetics is the study of reaction rates, determining which products are formed fastest. Kinetics also helps to predict how the rate will change if we change the reaction conditions. [Pg.133]

For reactions that run independently of each other (parallel reactions) and result in the same product, the reaction with the fastest reaction rate determines the kinetics of the whole process. [Pg.53]

Finally the resulting rate expression for the surface reaction rate determining is given by (3.14). [Pg.73]


See other pages where Reaction rates determination is mentioned: [Pg.91]    [Pg.83]    [Pg.644]    [Pg.59]    [Pg.145]    [Pg.527]    [Pg.292]    [Pg.176]    [Pg.49]    [Pg.228]    [Pg.229]    [Pg.106]    [Pg.229]    [Pg.141]    [Pg.142]    [Pg.251]    [Pg.55]    [Pg.160]    [Pg.127]    [Pg.77]    [Pg.22]    [Pg.147]   
See also in sourсe #XX -- [ Pg.187 ]

See also in sourсe #XX -- [ Pg.892 , Pg.893 , Pg.894 , Pg.895 , Pg.896 , Pg.897 , Pg.898 , Pg.899 ]




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