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Determination of Arrhenius Parameters

I or the Living Graph Determination of Arrhenius Parameters on the Web site for this book is very useful for this type of calculation. [Pg.676]

In this chapter, we describe how experimental rate data, obtained as described in Chapter 3, can be developed into a quantitative rate law for a simple, single-phase system. We first recapitulate the form of the rate law, and, as in Chapter 3, we consider only the effects of concentration and temperature we assume that these effects are separable into reaction order and Arrhenius parameters. We point out the choice of units for concentration in gas-phase reactions and some consequences of this choice for the Arrhenius parameters. We then proceed, mainly by examples, to illustrate various reaction orders and compare the consequences of the use of different types of reactors. Finally, we illustrate the determination of Arrhenius parameters for die effect of temperature on rate. [Pg.64]

An IR laser pyrolysis method was developed for the determination of Arrhenius parameters for unimolecular elimination of chloroalkanes97. This technique was reported to be a clean, efficient method for the measurement of high-temperature homogeneous gas-phase reaction rates. A pulse of C02 laser radiation was used to excite multiphoton SiF4... [Pg.1083]

The accurate determination of rate constants for the reactions of 19F atoms is often hampered by the presence of reactive F2 and by the occurrence of side reactions. The measurement of the absolute concentration of F atoms is sometimes a further problem. The use of thermal-ized 18F atoms is not subject to these handicaps, and reliable and accurate results for abstraction and addition reactions are obtained. The studies of the reactions of 18F atoms with organometallic compounds are unique, inasmuch as such experiments have not been performed with 19F atoms. In the case of addition reactions, the fate of the excited intermediate radical can be studied by pressure-dependent measurements. The non-RRKM behavior of tetraallyltin and -germanium compounds is very interesting inasmuch as not many other examples are known. The next phase in the 18F experiment should be the determination of Arrhenius parameters for selected reactions, i.e., those occurring in the earth s atmosphere, since it is expected that the results will be more precise than those obtained with 19F atoms. [Pg.112]

This term refers to the determination of kinetic parameters (f(nr) or g(ar), A and ",) for a reactant subjected to a predetermined heating programme, usually, but not necessarily, a constant rate of temperature increase (d77di = P) (Chapter 5). Isothermal data may provide the more sensitive tests for distinguishing the best fit rate equations (g( r) = kt), whereas rising temperature observations may be preferred for the determination of Arrhenius parameters (A and EJ. Reasons for any differences noted in the results of the alternative treatments should be investigated. [Pg.570]

J. P. A. Heuts, R. G. Gilbert, and L. Radom,/. Phys. Chem., 100,18997 (1996). Determination of Arrhenius Parameters for Propagation in Free-Radical Polymerizations An Assessment of Ab Initio Procedures. [Pg.95]

The use of gamma radiation for the Initiation of free radical chain reactions In liquids offers several advantages over the more conventional methods of initiation. With this technique radical reactions that are not readily accessible by other methods can be studied. Because of the wide temperature range within which radiolytic initiation can be applied this method allows an accurate determination of Arrhenius parameters and therefore can bring better understanding and deeper insight to the factors that control the rates and mechanism of free radical reactions. [Pg.161]

The reverse of this step has been discussed before (Section 5.2). There are sufficient rate data on the pressure dependence of this reaction to allow the determination of Arrhenius parameters for low- and high-pressure rate coefficients and (Fig. 55). Examples of fall-off curves are given in Fig. 36. [Pg.267]

An Arrhenius plot of In k against 1/T is used to determine the Arrhenius parameters of a reaction a large activation energy signifies a high sensitivity of the rate constant to changes in temperature. [Pg.679]

This type of reaction is involved as an intermediate step in few synthetically useful reactions, in the formation of polysulfones by copolymerization of an olefin with SO 2, as well as in aerosol formation in polluted atmospheres. We will discuss later in some detail the most important chain reactions involving step 11. However, Good and Thynne determined the Arrhenius parameters for the addition of methyl and ethyl radicals to SO2 in gas phase, the rate constants being 5 x 10 and 4 x 10 s respectively at ambient... [Pg.1097]

Determine the Arrhenius parameters A and A for each diether and specify the units of each. [Pg.86]

Ashmore and Chanmugam44 were the first workers to determine accurate Arrhenius parameters for the propagation reaction (21) in their study of the effects of NO and NOC1 as sensitiser of the H2-C12 chain reaction. They found k21 (250°) = 4.8 0.4 x 108 I.mole-1.sec 1 and E21 = 5.50 kcal.mole-1. [Pg.153]

Steiner and Rideal45 determined the Arrhenius parameters for (22), log k22 = 10.86 — 5200/4.58 T, from a study of the HCl-catalysed ortho-para hydrogen reaction in the temperature range 600-770°. When allowance is made for the better data for the hydrogen dissociation available to Steiner and Rideal, their results agree well with earlier work by Rodebush and Klingelhoefer46. [Pg.153]

Mezyk SP (1995) Rate constant determination for the reaction of sulfhydryl species with the hydrated electron in aqueous solution. J Phys Chem 99 13970-13975 Mezyk SP, Bartels DM (1995) Direct EPR measurement of Arrhenius parameters for the reactions of H atoms with H2O2 and D atoms with D2O2 in aqueous solution. J Chem Soc Faraday Trans 91 3127-3132... [Pg.85]

Vinyl fluoride is an interesting monomer, precursor of PVF or Tedlar (produced by the Dupont Company), known for its good resistance to UV radiation. But in telomerisation, the most intensive work was achieved by Tedder and Walton who used several telogens exhibiting cleavable C-Br or C-I bonds, under UV at various temperatures (Table 17). Their surveys were mostly devoted to the obtaining of monoadduct and to their kinetics (e.g., determination of relative rate constants of formation of normal and reverse isomers and of Arrhenius parameters). [Pg.203]

In order to determine the Arrhenius parameters for a reaction it is necessary to determine values of the experimental rate constant as a function of temperature. This set of data is then fitted to the Arrhenius equation using a graphical procedure. For many reactions, particularly in solution involving organic solvents, Arrhenius studies are restricted to differences between the melting and boiling temperatures of the solvent and this limits the number of data points that can be collected. [Pg.67]

In the available literature, no direct measurements of the absolute decomposition rates or equivalent pressures are reported. Therefore, when comparing the experimental and calculated enthalpies of decomposition, consideration has been restricted to determination of the parameter E (molar enthalpy) from Arrhenius plots. [Pg.219]

From the standpoint of statistics, the transformation Eq. 2.2-19 into Eq. 2.3.b-l and the determination of the parameters from this equation may be criticized. What is minimized by linear regression are the (residuals) between experimental and calculated y-values. The theory requires the error to be normally distributed. This may be true for r, but not necessarily for the group /(Pa - PrPs/I Wa and this may, in principle, affect the values of k, K, K, Ks, — However, when the rate equation is not rearranged, the regression is no longer linear, in general, and the minimization of the sum of squares of residuals becomes iterative. Search procedures are recommended for this (see Marquardt [41]). It is even possible to consider the data at all temperatures simultaneously. The Arrhenius law for the temperature dependence then enters into the equations and increases their nonlinear character. [Pg.115]

Experimental Determinations of Activation Parameters and Arrhenius Parameters... [Pg.370]


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