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Slope coefficient

Plotting the heat demand against T should produce a straight line with a negative slope coefficient. [Pg.663]

Of interest here is the question relating to the value for the slope coefficient, k, from equation (1), when surfactant structures incorporating both ionic (say sulphonate) and nonionic moieties are included together. The Ghanges in electric double layer effects imparted from salt addition might dominate the packing constraints and therefore the phase inversion process, or perhaps oxyethylene dehydration effects from the presence of toluene could also play a role. [Pg.323]

Because the slope coefficient in the equations above is practically constant, within experimental uncertainty, the T-dependency of the hydrogen fractionation factor for mica and amphibole can be generahzed as... [Pg.783]

The slope coefficients A for the various sulfides are listed in table 11.16. [Pg.796]

Table 11.16 Slope coefficients relating sulfur isotopic fractionation factors between sulfides and aqueous H2S to temperature (K) (after Ohmoto and Rye, 1979). Table 11.16 Slope coefficients relating sulfur isotopic fractionation factors between sulfides and aqueous H2S to temperature (K) (after Ohmoto and Rye, 1979).
An extensive table gives values of intercept and slope coefficients for each of a large number of functional types. Another shows how the summations of the various slope coefficients and intercept coefficients are made for each of a number of illustrative cases (Ref 40, p 252)... [Pg.373]

Finally, we compute Glesjer s test statistics for the three models discussed in Section 14.3.5. We regress e2, e, and log e on 1, Xh and X2. We use the White estimator for the covariance matrix of the parameter estimates in these regressions as there is ample evidence now that the disturbances are heteroscedastic related to X2. To compute the Wald statistic, we need the two slope coefficients, which we denote q, and the 2x2 submatrix of the 3x3 covariance matrix of the coefficients, which we denote Vq. The statistic is W - q Vq 1q. For the three regressions, the values are 4.13, 6.51, and 6.60, respectively. The critical value from the chi-squared distribution with 2 degrees of freedom is 5.99, so the second and third are statistically significant while the first is not. [Pg.44]

Press CTRL + SHIFT + ENTER. The values of the slope (coefficients) and the intercept have been entered into the highlighted cell range. [Pg.24]

The slope coefficients p are nearly identical for all series, 0.76 0.04 at 20°C (see Table IV), but decrease with increasing temperature (90ACS364). [Pg.12]

Predicted species observations Intercept Slope coefficient... [Pg.93]

The logarithm of the constants, calculated in the above way, changes linearly with the difference of [= TiOHj] and [= TiO densities. The constant in the straight line equation equals to the logarithm of the real ionization constant of the surface groups, whereas slope coefficient is proportional to the edl capacity. [Pg.166]

Concentration-response curve fitting of activity value y to obtain IC50 (or EC50) ymx and are fitted maximum and minimum values of data if data do not define maximum or minimum asymptote, ymx can be fixed to 100% and yrain to 0% respectively n is hill-slope coefficient and c is inhibitor (or activator) concentration... [Pg.250]

This means that for the bi-logarithmic co-ordinates of a planar ore body there is a linear dependence of the limiting current density on the current density rate. The corresponding slope coefficient is 1/3. Results of laboratory physico-chemical simulation (Korostin, 1976) confirmed this dependence for the interval of current density rate B (Fig. 2-38). [Pg.60]

The effect of liposomal methylprednisolone on the inhibition of rat splenocyte proliferation provides an explicit example of Black-Leff principles in pharmacodynamics (24). Direct measurements of the drug-receptor complex were shown to account for the percent inhibition of lymphocyte proliferation for liposomal and free drug formulations jointly as specified by Eq. (23.21) (including a slope coefficient, n). The time course of in vivo lymphocyte proliferation was well captured by combining this relationship with suitable PK driving functions. [Pg.616]

The additive model in two factors was Y = and implied that the two factors influenced the response independently and in a magnitude proportional to the two slope coefficients, b and b. The response surface could be depicted as a plane, or as a series of straight line contours. Suppose the effects of impeller speed (X,) and solvent rate each increased... [Pg.154]

FIGURE 5.6 (a) Plot of the slope coefficient 5, vs. the surfactant (DDBS) concentration the points are the values of 5, for the curves in Figure 5.5 the fine is the theoretical curve obtained using the procedure described after Equation 5.85 (no adjustable parameters), (b) Plots of the relaxation time and the Gibbs elasticity vs. the DDBS concentration is computed from the equilibrium surface tension isotherm = n (S, /Eq) is calculated using the above values of 5,. [Pg.170]

Tests of the joint hypothesis that all slope coefficients are zero ... [Pg.152]

Step 3 Compute the slope coefficient, checking it to see if it equals 1 ... [Pg.75]

Note, in this procedure, that it is just as easy to see if = b. If they are not exactly equal, it is the same as the slope coefficient not equaling 1. Because the slope coefficient ratio in our example is very close to 1 (and the values and f>L are nearly equal), we can say that the data set is approximately linear. [Pg.75]


See other pages where Slope coefficient is mentioned: [Pg.307]    [Pg.106]    [Pg.785]    [Pg.797]    [Pg.607]    [Pg.373]    [Pg.305]    [Pg.301]    [Pg.332]    [Pg.152]    [Pg.99]    [Pg.158]    [Pg.606]    [Pg.94]    [Pg.1065]    [Pg.255]    [Pg.41]    [Pg.54]    [Pg.76]    [Pg.307]    [Pg.152]    [Pg.142]    [Pg.143]    [Pg.149]    [Pg.166]    [Pg.68]    [Pg.74]    [Pg.75]   
See also in sourсe #XX -- [ Pg.255 ]

See also in sourсe #XX -- [ Pg.152 ]




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