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Graphical determination

The activation energy can be determined analytically from an expression for the rate  [Pg.25]

While the Arrhenius form of the rate constant for an elementary step is easy to justify, the situation is more complicated for composite steps or even complete reaction mechanisms. [Pg.25]

The complexity occurs because even if all the rate constants for the elementary steps have Arrhenius form, the overall rate constant will in general not have Arrhenius form. We can force the net rate to have Arrhenius form only if we allow the apparent activation energy to depend on the reaction conditions. [Pg.25]

Only in the case that the activation energy is more or less independent of the reaction conditions can we determine the activation energy for the mechanism and only in this case can the activation energy be interpreted as an energy barrier. Fortunately, for most reactions of practical interest, the dependence of the activation energy on the reaction conditions is weak except at extreme reaction conditions. [Pg.25]

The question is then how to define the activation energy for a composite reaction. The obvious answer is that as the activation energy is determined experimentally through an Arrhenius plot, we should use the Arrhenius plot to define the activation energy for [Pg.25]


Graphical determination of electrochemical reversibility, n, and half-wave potential in linear scan hydrodynamic voltammetry. [Pg.528]

Graphical determination of the stoichiometry and formation constant for a complexation reaction. [Pg.530]

The data in Table 7.6 list the mole fraction of methyl acrylate in the feedstock and in the copolymer for the methyl acrylate (Mi)-vinyl chloride (M2) system. Use Eq. (7.54) as the basis for the graphical determination of the reactivity ratios which describe this system. [Pg.459]

FIG. 22-43 Graphical determination of theoretical stages for a foam-fractionation stripping column. [Pg.2019]

Fig. 6. Diagram of load versus load-point displacement illustrating a graphical determination of the J-integral [48]. Fig. 6. Diagram of load versus load-point displacement illustrating a graphical determination of the J-integral [48].
Kuyper LF, Roth B, Baccanari DP, Farone R, Beddell CR, Champness JN, Stammers DK, Dann JG, Norrington FEA, Baker D, Goodford PJ. Receptor-based design of dihydrofolate reductase inhibitors comparison of crystallo-graphically determined enzyme binding with enzyme affinity in a series of carboxy-substituted trimethoprim analogues. J Med Chem 1982 25 1120-2. [Pg.413]

We now turn our attention to the graphical determination of the various parameters of our two-compartmental model, i.e. the plasma volume of distribution Vp,... [Pg.480]

Attention is finally focused on the advantages of conductometric titrations, which include (i) colored solutions where no indicator is found to function satisfactorily can be successfully titrated by this method (ii) the method is useful for titrating weak acids against weak bases, which does not produce a sharp change in color with indications in ordinary volumetric analysis and (iii) more accurate results are obtained because of the graphical determination of the end-point. [Pg.623]

In attempting to determine if a given set of experimental data is of the same mathematical form as equation 7.3.29, there are three routes that permit the graphical determination of the parameters Vmax and K. The most frequently used plot is known as a Lineweaver-Burk or reciprocal plot. It is based on rearrangement of equation 7.3.29 into the following form. [Pg.229]

Graphically determine if this expression is consistent with the above data. If so, what is the reaction rate constant If not, what do you recommend ... [Pg.306]

P. Novotna, V. Pacakova, Z. Bosakova and K. Stulik, High performance liquid chromato graphic determination of some anthraquinone and naphthoquinone dyes occurring in historical textiles, J. Chromatogr. A, 863, 235 241 (1999). [Pg.386]

Vfb the flat-band potential and e the dielectric constant of the semiconductor. From Eq. (10.1) the flat band potential for an electrolytic contact can be calculated from measurements of Csc (V) if Nd is known or Vn, can be graphically determined by extrapolation of a Csc 2 versus V plot to zero capacitance, as shown in Fig. 10.2. The value of 0.75 V found for p-type Si, however, is unrealistically high. [Pg.209]

A graphical determination of is preferred to a single calculation using equation (3.9), since random errors are more likely to be noticed and hence corrective measures can be attempted. [Pg.39]

Zimm plot analychem A graphical determination of the root-square-mean end-to-end distances of coillike polymer molecules during scattered-light photometric analyses. zim,plat ... [Pg.411]

Solvent extraction has also been used to enhance the selectivity of polaro-graphic determinations. Such measurements are normally carried out in aqueous solutions, and extraction followed by back-extraction has been widely used. However, it may be unnecessary to perform a back-extraction if the organic extractant phase has a sufficiently high dielectric constant to dissolve sufficient background electrolyte for a voltammetric determination or if the organic phase can be diluted with suitable polar solvents, such as methanol or acetonitrile [26]. [Pg.570]

The proper evaluation and assessment of the calculated or graphically determined values of the kinetic parameters requires the application of statistical analysis . This is also true when looking for possible patterns in the various plots (e.g., parallel lines V5-. intersecting lines). When reporting kinetic values, the error limits should always be provided. Programs are available that statistically evaluates kinetic data. See Statistics A Primer)... [Pg.647]

Fig. 5.1. Example of graphical determination of wt% conversion lower line) and mol% conversion (upper line) from chlorine content in the esterification of poly(vinyl alcohol) with chloroacetic acid to give (C4H5C102) at 100% conversion (29.5 wt% of chlorine). Dashed lines indicate values corresponding to an observed composition of 14.75 wt% of chlorine... Fig. 5.1. Example of graphical determination of wt% conversion lower line) and mol% conversion (upper line) from chlorine content in the esterification of poly(vinyl alcohol) with chloroacetic acid to give (C4H5C102) at 100% conversion (29.5 wt% of chlorine). Dashed lines indicate values corresponding to an observed composition of 14.75 wt% of chlorine...
Fic. 87. a. Reciprocal lattice rotation diagram corresponding to Fig. 86. b. Graphical determination of values for an orthorhombic crystal. [Pg.164]

The rotation diagrams of monoclinic crystals can also be used for graphical determination of the spacings of the planes this is done (as in Fig. 92) by measuring the distance of each point to the origin. This graphical method is much more rapid than calculation. [Pg.167]

The equilibrium curve also can be transformed into these coordinates. These transformations are useful for graphical determinations of numbers of theoretical trays rather than for determination of numbers of transfer units. Example 13.13 employs both sets of units. [Pg.402]

The important kinetic constants, V and Ku, can be graphically determined as shown in Figure E5.1. Equation E5.2 and Figure E5.1 have all of the disadvantages of nonlinear kinetic analysis. Kmax can be estimated only because of the asymptotic nature of the line. The value of Ku, the substrate concentration that results in a reaction velocity of Vj /2, depends on Kmax, so both are in error. By taking the reciprocal of both sides of the Michaelis-Menten equation, however, it is converted into the Lineweaver-Burk relationship (Equation E5.3). [Pg.281]

The determination of vitamins in pharmaceutical preparations continues to receive considerable attention. The voltammetric oxidation of vitamin A at a carbon paste electrode in the presence of vitamin E, a potential source of error in the assay, has been described [142,143]. Other assays involve the polaro-graphic determination of niacinamide [144-146], menadione (vitamin K3) [147], riboflavin (vitamin B2) [148], thiamine, riboflavin, and nicotinamide in multivitamin preparations [149], and multivitamins [150]. [Pg.795]


See other pages where Graphical determination is mentioned: [Pg.607]    [Pg.158]    [Pg.279]    [Pg.234]    [Pg.486]    [Pg.40]    [Pg.41]    [Pg.77]    [Pg.157]    [Pg.640]    [Pg.245]    [Pg.307]    [Pg.132]    [Pg.739]    [Pg.27]    [Pg.97]    [Pg.258]    [Pg.242]    [Pg.24]    [Pg.183]    [Pg.403]    [Pg.713]   
See also in sourсe #XX -- [ Pg.480 ]

See also in sourсe #XX -- [ Pg.234 , Pg.235 , Pg.236 , Pg.237 , Pg.238 ]




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