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Fractional values of

Tieszen and Fagre (1993) data sets, can be used to apply to mammals generally, we can express the spacing Bcolu Bcarb as a function of diet for mammals generally. We use the fractionation values of dp coLLA. dN-couA. etc., from the Ambrose and Norr (1993) and Tieszen and Fagre (1993) data sets. Combining equations (1) and (7) ... [Pg.231]

Generally, it is best to let xrepresent the substance with the smallest coefficient in the chemical equation. This helps to avoid fractional values of x in the equilibrium expression. Fractional values make solving the expression more difficult. [Pg.344]

Figure 1,12 Potential well for Ni2Si04 olivine. Abscissa values are fractional values of isotropic compression and/or expansion. Figure 1,12 Potential well for Ni2Si04 olivine. Abscissa values are fractional values of isotropic compression and/or expansion.
Ortega-Borges and Lincot [48] carried out a detailed kinetic study of CdS deposition from the standard ammonia (ammonium)/thiourea bath using a quartz crystal microbalance to measure film thickness. They measured a deposition rate with fractional values of reaction order... [Pg.136]

The fractal dimension D of an ideal solid is 3.00, of a perfectly flat surface 2.00, and of a straight line 1.00—the familiar geometric dimensions. Porous solids and rough surfaces, however, have effective dimensions corresponding to fractional values of D. [Pg.119]

Rb-He pressure shifts agree fairly well with the pressure shifts predicted by Alekseev and Sobelman.3 Roughly 90% of the shift is due to the Fermi shift and 10% to the polarization shift. The fractional values of these shifts are typical for all the rare gases. [Pg.257]

Its value for the description of experimental data is convincingly elucidated in the well-known monograph by McBain [2, p. 5]. This formula was introduced originally by analogy with the distribution of a substance between phases in which it exists in various states of association. However, experimental values very soon showed the impossibility of this explanation it allows neither fractional values of n which vary smoothly with temperature, nor such values as n = 10 for the adsorption of iodine on starch [3]. [Pg.58]

If the solution of (6.10) is integral, then we terminate. If there exist fractional values of the y variables, then these can be rounded to the closest integer values, and subsequently these can be used as the starting y1 vector with the possibility of the resulting primal problem being feasible or infeasible. [Pg.124]

This equation is more accurate over a wider practical velocity range than Eq. 12.6, 12.7, or 12.8. The equation is compact, but it is more difficult to manipulate mathematically than Eqs. 12.6 and 12.7 because of the fractional value of exponent n. [Pg.271]

For the second reduction peak in Figure 5, napp=0.5. Competing reactions are indicated by a fractional value of napp. [Pg.335]

Even though this equation is based on an overly simple model, it illustrates well the double-layer properties that govern the electrosorption valency in the absence of pet. In particular, it shows that a fractional value of / need not necessarily indicate pet. We shall return to the hard-sphere electrolyte model when we discuss dipole moments of adsorbates. [Pg.324]

From the graph it can be seen that any fractional value of x leads to a negative value of In x. Also, negative values of x have deliberately been excluded and plugging these into a calculator immediately shows that Inx is not defined in such cases. [Pg.62]

Table 6.3. Polar Point Croups and Maximum Fractional Value of the Rigid Oriented Gas for a Phase-Matched Interaction for Optimum Molecular Orientation in the Unit Cell... Table 6.3. Polar Point Croups and Maximum Fractional Value of the Rigid Oriented Gas for a Phase-Matched Interaction for Optimum Molecular Orientation in the Unit Cell...

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