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Calculation of coefficients

For a reliable calculation of coefficient a from the potential dependence of kinetic cnrrents, experimental data are needed in which the kinetic currents are varied by at least an order of magnitnde. It follows that in at least one point the ratio 4/4 shonld not be higher than 3. In the case considered in Section 6.4, where 4,red = 4,ox this corresponds to valnes of 4/4 or k°/Kj which are not higher than 0.15. The highest valne of typically fonnd in aqneons solntions is about 2 X 10 cm/s. It follows that steady-state methods can yield reliable kinetic parameters only for reactions in which < 3 X 10 cm/s. At a component concentration of this corresponds... [Pg.198]

Despite the quantitative variability of salts and silicate dust particles in the plants of Arid ecosystems, we can easily discern a trend towards the selective uptake of trace elements. The calculation of coefficient of biogeochemical uptake (Cb) shows the rates of exposure to heavy metals in biogeochemical food webs. One can see that the elements contained in the plant species of both Steppe and Desert ecosystems are in equal measure susceptible to the influence of environmental factors. The most extensively absorbed are Sr, Cu, Mo, and Zn. Their values of Cb are more than unit. The group of other elements, like Ti, Zr, and V, are poorly taken up, with their values of Cb often dropping below 0.1 (see Figures 4 and 5). [Pg.177]

The calculation of coefficients for the transfer of heat or mass between the particles and the fluid stream requires a knowledge of the heat or mass flow, the interfacial area, and the driving force expressed either as a temperature or a concentration difference. Many early investigations are unsatisfactory in that one or more of these variables was inaccurately determined. This applies particularly to the driving force, which was frequently based on completely erroneous assumptions about the nature of the flow in the bed. [Pg.343]

Table III. Parameters for Calculation of Coefficients Second Virial... Table III. Parameters for Calculation of Coefficients Second Virial...
To check the quality of separation into groups the variation coefficient of qualitative features was estimated. The calculation of coefficient Q(x) is based on the contrast of the number of different events pairs ... [Pg.51]

The calculation of coefficients ak of equation (5.11) for SP located on m-simplex boundary is reduced to the analysis of the inner azeotropes in the systems with the less number of component Let us consider, for example, one of such boundary points x where xf > 0, xf > 0,..., x, > 0, x, +1 = 0,..., x = 0. This SP obviously is the inner azeotrope on 1-subsimplex (12. .. 1), where its location and corresponding characteristic equation of (1 — 1) degree are determined as a result of the consideration of copolymerization of following monomers Mt, M2,... Mj. The obtained solutions L2,. .. of the above equation are also the roots of the characteristic equation (5.11) of m-component system, and the rest (m — 1) roots are calculated by the following formula... [Pg.37]

In this section, we look at a few simple examples of finding the modified Onsager equations and the calculation of coefficients Ay for particular schemes of the interrelated chemical transformations that are not very complicated. [Pg.91]

Note that the ratio of the first two to all four denominator terms in eqn 8.53 equals the fraction of nickel present as NiPh, (plus a negligible amount as NiPh3). A knowledge of that fraction—e.g., from spectra—can facilitate the calculation of coefficient values from rate data. [Pg.225]

Comparison of the (x/g) values with the corresponding values of the uolhlM parameter permits the calculation of coefficient G in Eq. (62) for each sample or fraction. [Pg.136]

Complex dependencies RI = /(f ) in nonisothermal conditions of GC analysis may be described by polynomials of different degrees (up to 13 have been tested) or splines (cubic splines seem most convenient). However, the calculation of coefficients of an N-degree polynomial needs data for at least N + I reference compounds instead of only two tg values as in classical RI systems. In connection with this fact, it is interesting to mention the combined hn-log RI system, which was proposed in 1984 (3,4). If both the dependencies (3) and (6) are nonlinear at temperature programming, every local window of retention times for reference compounds may be precisely approximated by linear and logarithmic addends in variable proportion ... [Pg.885]

The coupled thermodynamic analysis, i.e. the calculation of coefficients Gk, and G l in Eqs. (3.204), (3.205), and (3.206), respectively, has been performed using the multiple linear regression analysis omitting the statistically non-important terms in the molar excess Gibbs energy of mixing at 0.99 confidence level according to the Smdent s test. [Pg.214]

The first term represents interactions in the binary systems while the second one describes the interaction of all the three components. The calculation of coefficients A ij and for the chosen temperature is then performed using the multiple linear regression analysis, omitting the statistically non-important terms on a chosen confidence level. The excess viscosity so defined and calculated already may yield relevant information on the structure of the investigated system. [Pg.361]

Despite the quantitative variability of salts and silicate dust particles in the plants of Arid ecosystems, we can easily discern a trend towards the selective uptake of trace elements. The calculation of coefficient of biogeochemical uptake (Cb) shows that the elements contained in the plant species of both Steppe and Desert ecosystems are in equal measure susceptible to the influence of environmental factors. The most... [Pg.279]

Calculation of coefficients and use of test points Determination of the first-order model... [Pg.366]

Figure 12. (a) Propagation of the preferential flow zones (fingers) along the fracture surface with time for different angles of the fracture model inclination (from vertical) (27), and (b) results of calculations of coefficient a for eq 3, which describes the process of chaotic diffusion, using the results of the Su et al. (27) and Tokunaga etal. (26) experiments. [Pg.213]

Using the equations presented in this section, one can calculate the two-phase isentropic compressibility and the two-phase sonic velocity. In the following, some numerical results are presented from Firooza-badi and Pan (1997), who employed the PR-EOS for the calculation of coefficient derivatives. [Pg.175]

FIGURE 13.1 Scheme for calculation of coefficient of local resistance. [Pg.145]

To clarify the description, calculation of coefficients will be presented only for x- coordinate. For y-coordinate calculations will be analogical. [Pg.163]

In the study of Tassios and Vintzileou (1987) and in the Code of Structural Interventions (2012), an analytical relationship for the calculation of coefficients of friction for different... [Pg.3545]


See other pages where Calculation of coefficients is mentioned: [Pg.114]    [Pg.8]    [Pg.26]    [Pg.243]    [Pg.30]    [Pg.110]    [Pg.98]    [Pg.324]    [Pg.134]    [Pg.135]    [Pg.135]    [Pg.135]    [Pg.209]    [Pg.115]    [Pg.393]    [Pg.30]    [Pg.110]    [Pg.271]    [Pg.40]   
See also in sourсe #XX -- [ Pg.193 ]




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