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Reactions irreversible

The expressions (6.9) and (6.13) are valid for this situation. The transport term has to appear, since only at the beginning of an irreversible voltammogram can the effects of transport be neglected. This is because kc or ka increases on increasing the potential negatively or positively so that we finally reach the limiting current plateaux in Fig. 6.4. [Pg.109]

The half-wave potential for reduction or oxidation varies with kd, since there is not equilibrium on the electrode surface. For cathodic and anodic processes respectively we may write [Pg.110]

We now consider the general case and show how reversible and irreversible systems are limiting cases of the general behaviour. For simplicity, we assume that D0 = DK(p = 1). Thus (6.6) becomes [Pg.111]

Using again the Butler-Volmer formulation of electrode kinetics, [Pg.111]

k0 kd reversible system. Multiplying through by exp acnf) and since we are considering a simple electrode reaction where (ara + ac) = 1, expression (6.32) becomes [Pg.112]

The reversible transformation reactions discussed above alter the fate and toxicity of chemicals, but they do not irreversibly change the structure or properties of the chemical. An acid can be neutralized to its conjugate base, and vice versa. Copper can precipitate as a metal sulfide, dissolve and from a complex with numerous ligands, and later re-precipitate as a metal sulfide. Irreversible transformation reactions alter the structure and properties of a chemical forever. [Pg.493]

Hydrolysis. Hydrolysis is the cleavage of organic molecules by reaction with water with a net displacement of a leaving group (X) with OH-  [Pg.493]

Hydrolysis is part of the larger class of chemical reactions called nucleophilic displacement reactions in which a nucleophile (electron-rich species with an unshared pair of electrons) attacks an electrophile (electron deficient), cleaving one covalent bond to form a new one. Hydrolysis is usually associated with surface waters but also takes place in the atmosphere (fogs and clouds), groundwater, at the particle-water interface of soils and sediments, and in living organisms. [Pg.493]

Hydrolysis can proceed through numerous mechanisms via attack by H20 (neutral hydrolysis) or by acid (H+) or base (OH ) catalysis. Acid and base catalyzed reactions proceed via alternative mechanisms that require less energy than neutral hydrolysis. The combined hydrolysis rate term is a sum of these three constituent reactions and is given by [Pg.493]

Neutral hydrolysis is dependent only on water which is present in excess, so kn is a simple pseudo-first-order rate constant (with units t-1). The acid- and base-catalyzed [Pg.493]

The first-order rate equation for this reaction can be written as [Pg.21]

These equations can be written in terms of conversion Xa as follows d CAo l - Xa)) [Pg.21]

Consider the reaction and corresponding reaction rate given below. [Pg.22]

If the conversion of A is given by Xa, given the Equation 3.11, the moles of B converted are the same as the moles of A which is CaoXa resulting in the following rate equation in terms of conversion. [Pg.22]

When the order of reaction is not known, we fit the following equation to the n — th order reaction where n 1. [Pg.22]


Again, it is difficult to select the initial setting of the reactor conversion with systems of reactions in series. A conversion of 50 percent for irreversible reactions or 50 percent of the equilibrium conversion for reversible reactions is as reasonable as can be guessed at this stage. [Pg.27]

Single irreversible reactions. An excess of one feed component can force another component toward complete conversion. As an... [Pg.34]

Single reactions. For single reactions, a good initial setting is 95 percent conversion for irreversible reactions and 95 percent of the equilibrium conversion for reversible reactions. Figure 2.9 summarizes the influence of feed mole ratio, inert concentration, temperature, and pressure on equilibrium conversion. ... [Pg.63]

For multiple reactions in which the byproduct is formed in series, the selectivity decreases as conversion increases. In this case, lower conversion than that for single reactions is expected to be appropriate. Again, the best guess at this stage is to set the conversion to 50 percent for irreversible reactions or to 50 percent of the equilibrium conversion for reversible reactions. [Pg.64]

For an irreversible reaction Pj - 0 at the center of the pellet when the size of the pellet becomes very large. Thus p — YT p at the center of large pellets. Clearly, from (11.45), the pressure rises towards this value on moving into the pellet when n > 1 and falls to it when n < 1. Thus we can define the following bounds for the pressure... [Pg.130]

For an Irreversible reaction x — 0 at the center when the pellet becomes very large, so... [Pg.132]

In our earlier discussion of the dynamical equations at the opposite limit of Knudsen diffusion control, we obtained a final simplified form, represented by equations (12.15) and (12.16) (or (12.20) and (12.21) for an Irreversible reaction with a single reactant), after introducing certain... [Pg.167]

Irreversible reaction with Arrhenius temperature dependence, so that the rate function took the form... [Pg.175]

A.- ng deduction. This is an irreversible reaction which is a foremost determinant of the secretion rate of cortisol (double bonds and C-3 carbonyl). Catalyzed predominantiy by cortisone P-reductase and 3a-hydroxysteroid dehydrogenases, SP sterols result, although 5a sterols are more prevalent in the case of other glucocorticoids. Urocortisol and urocortisone result from the metabohsm of cortisol and cortisone, respectively. Compounds can be complexed to glucuronic acid at this point. [Pg.97]

Nitrations can be performed in homogeneous media, using tetramethylene sulfone or nitromethane (nitroethane) as solvent. A large variety of aromatic compounds have been nitrated with nitronium salts in excellent yields in nonaqueous media. Sensitive compounds, otherwise easily hydroly2ed or oxidized by nitric acid, can be nitrated without secondary effects. Nitration of aromatic compounds is considered an irreversible reaction. However, the reversibihty of the reaction has been demonstrated in some cases, eg, 9-nitroanthracene, as well as pentamethylnitrobenzene transnitrate benzene, toluene, and mesitylene in the presence of superacids (158) (see Nitration). [Pg.561]

As the temperature approaches the NTC zone, the reversibility of reaction 2 comes into play and the steady-state concentration of alkyl radicals rises. There is a competing irreversible reaction of oxygen with radicals containing an alpha hydrogen which produces a conjugate olefin (eq. 23). [Pg.339]

The reverse reaction is an intramolecular acidolysis of amide group by the o-carboxyhc acid to reform anhydride and amine. This unique feature is the result of an ortho neighboring effect. In contrast, the acylation of an amine with ben2oic anhydride is an irreversible reaction under the same reaction conditions. The poly(amic acid) stmcture (8) can be considered as a class of polyamides. Aromatic polyamides that lack ortho carboxylic groups are very... [Pg.398]

This development has been generalized. Results for zero- and second-order irreversible reactions are shown in Figure 10. Results are given elsewhere (48) for more complex kinetics, nonisothermal reactions, and particle shapes other than spheres. For nonspherical particles, the equivalent spherical radius, three times the particle volume/surface area, can be used for R to a good approximation. [Pg.172]

Enzyme Inhibition. En2yme inhibitors (qv) are reagents that bind to the enzyme and cause a decrease in the reaction rate. Irreversible inhibitors bind to the enzyme by an irreversible reaction, and consequendy cannot dissociate from the enzyme or be removed by dilution or dialysis. Examples of irreversible inhibitors are nerve gases such as diisopropylphosphoduoridate [55-91-4] (DEP). [Pg.288]

As discussed later, the reaction-enhancement factor ( ) will be large for all extremely fast pseudo-first-order reac tions and will be large tor extremely fast second-order irreversible reaction systems in which there is a sufficiently large excess of liquid-phase reagent. When the rate of an extremely fast second-order irreversible reaction system A -t-VB produc ts is limited by the availabihty of the liquid-phase reagent B, then the reac tion-enhancement factor may be estimated by the formula ( ) = 1 -t- B /VCj. In systems for which this formula is applicable, it can be shown that the interface concentration yj will be equal to zero whenever the ratio k yV/k B is less than or equal to unity. [Pg.1363]

Figure 14-10 illustrates the gas-film and liquid-film concentration profiles one might find in an extremely fast (gas-phase mass-transfer limited) second-order irreversible reaction system. The solid curve for reagent B represents the case in which there is a large excess of bulk-liquid reagent B. The dashed curve in Fig. 14-10 represents the case in which the bulk concentration B is not sufficiently large to prevent the depletion of B near the liquid interface and for which the equation ( ) = I -t- B /vCj is applicable. [Pg.1363]

FIG. 14-10 Gas-ph ase aud liquid-phase soliite-couceutratiou profiles for au extremely fast (gas-phase mass-trausfer hmited) irreversible reaction system A -I-vB — products. [Pg.1363]

Although the right-hand side of Eq. (14-60) remains valid even when chemical reactions are extremely slow, the mass-transfer driving force may become increasingly small, until finally c — Cj. For extremely slow first-order irreversible reactions, the following rate expression can be derived from Eq. (14-60) ... [Pg.1364]

Estimation of for Irreversible Reactions Figure 14-14 illustrates the influence of either first- or second-order irreversible chemical reactions on the mass-transfer coefficient /cl as developed by Van Krevelen and Hoftyzer [Rec. Trav. Chim., 67, 563 (1948)] and as later refined by Periy and Pigford and by Brian et al. [Am. Inst. Chem. Eng. /., 7, 226(1961)]. [Pg.1367]

An elementary explanation is given below for one of the cherished examples of Chemical Engineering the first order, monomolecular, irreversible reaction without change in mol numbers ... [Pg.81]

EMPIRICAL RATE EQUATIONS OF THE nth ORDER IRREVERSIBLE REACTIONS... [Pg.129]

Figure 5-9. Concentrations versus time of A, B, and C in a simultaneous irreversible reaction for k. = I... Figure 5-9. Concentrations versus time of A, B, and C in a simultaneous irreversible reaction for k. = I...
Consider tlie ntli-order irreversible reaction of the form A —> products, (-r ) = kC, in a constant density single-stage CESTR. If n = 1, Equation 5-158 becomes... [Pg.315]

The material balance for the single CFSTR in terms of for the first order irreversible reaction is... [Pg.316]

Results of the intermediate conversions in a reactor train of CFSTRs involving the second order irreversible reaction kinetics A + B products... [Pg.348]

For the second order irreversible reaction, the selectivity of species R is... [Pg.352]

Consider a combination of CFSTR and plug flow systems as shown below for a first order irreversible reaction. [Pg.396]

Figure 5-38 shows plots of the dynamic response to changes in the inlet concentration of component A. The figure represents possible responses to an abrupt change in inlet concentration of an isothermal CFSTR with first order irreversible reaction. The first plot illustrates the situation where the reactor initially contains reactant at and... [Pg.403]

Fig ure 6-22. Temperature versus conversion for a first order irreversible reaction in an adiabatic continuous flow stirred tank reactor. [Pg.506]


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