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CHANGE OF UNITS

AHf j given in Table 4.1 is used for AHy after the following change of units ... [Pg.216]

Adding variances on different variables at the denominator, e.g. pH and temperature in solutions, does not make much sense and is certainly not invariant upon rescaling. Proportions of explained total variance do not survive a simple change of units For this reason, PCA is commonly carried out instead on normalized variables such as... [Pg.218]

The latter theorem enables the system steady-state gain to be determined as the relation between the input and output as t -> oo after a step change of unit magnitude h s been applied to the system. [Pg.600]

Determine (i) the response of 0t to a step change of unit magnitude in F, and (ii) the frequency response relationships between 8t and F. Assume the temperatures of all the inlet streams and the rate of flow of stream 2 through A and that of stream 3 through B to remain constant. [Pg.606]

Fig. 7.41. Response of 6t to a step change of unit magnitude in F. (Examples 7.3 and 7.4)... Fig. 7.41. Response of 6t to a step change of unit magnitude in F. (Examples 7.3 and 7.4)...
The change of units serves to emphasize the similarities between the analysis of semiconductors and electrolytic systems (see, e.g.. Chapter 5). The Fermi energy Ep is closely related to the electrochemical potential of electrons introduced in Section 5.2. Statistical mechanical arguments have been used to show that, under equilibrium conditions, the Fermi energy is equal to the electrochemical potential of electrons. At equilibrium, a single value of Fermi energy is sufficient to define the state of the system. Under nonequilibrium conditions, a separate Fermi energy can be defined for electrons and holes. [Pg.212]

Table 5-3. Change of unit-cell dimensions due to photoirradiation (Ape) and thermal expansion (Ate) and the ratio of the changes (Ape/Ate)... Table 5-3. Change of unit-cell dimensions due to photoirradiation (Ape) and thermal expansion (Ate) and the ratio of the changes (Ape/Ate)...
Analytical specificity relates to accuracy and the ability to determine the analyte exclusively without being affected by other substances. Analytical sensitivity is described by the slope of the calibration curve and the ability of an analytical procedure to produce a signal for a defined change of unit. The terms sensitivity and specificity for analytical procedures have different definitions when applied to diagnostic procedures (see Chapter 14), and they should not be confused. [Pg.279]

The total rate of change of unit surface dsi/df = dSa,i/dt + ds j/dt is obtained by combination of both adsorption and desorption ... [Pg.372]

The superscript denotes that the dimensional limits have been treated by means of a nonxmiform scaling. If one is only interested in computing eigenvalues, it doesn t matter for this problem whether one uses the uniform or nommiform scaling, since they are rendered equivalent by simple changes of units for the dynamical variables ... [Pg.242]

In X-ray method Vegard s law is applied, which assume that the changes of unit cell is directly proportional to the increase of concentration of solid solution. Usually the measurements of the changes of inter-plane distance (t/) in the function of introduced additive are conducted. Irrespectively of numerous departures from the Vegard s rule it has a significant experimental importance and give the possibility to establish maximum of component content in the solid solutions (Figs. 2.19 and 2.61). [Pg.77]

At 920 °C a high peak on DTA curve appears, but no symmetry and volume change of unit cell is observed. The distance between triplet lines is increasing. Similarly at 600 °C no symmetry changes occur, and no continuity in triplet peaks position changes appears. [Pg.82]

Sodium and phosphorous are good double stabilizers [129]. The studies of the system Ca2Si04-CaNaP0 have shown that for p polymorph only 0.5% CaNaPO is sufficient and it is stable at room temperature till 10% of this stabilizer. Addition of 15-25% CaNaPO gives a -C2S and 30-70% a. The increase of stabilizers content causes the changes of unit cell dimensions, however, without the stracture change. [Pg.96]

Solid solutions C2Fj A studied, among others, Woermatm et al. [177]. They found two discontinuities in the changes of unit cell parameters for / =0.30 and 0.50 (Fig. 2.61). However, the change of inclination is very low. First discontinuity is hnked with the polymorphic transformation of pirre C2F at 430 °C, which is caused by discontinuity in increase of the imit cell volume [100]. This polymorphic transformation does not appear in the case of soUd solution for/r=0.33, for stmcture change from Pnma to Imma, which has shown Smith [176]. [Pg.105]

Fig. 2.61 Changes of unit cell parameters of ferrite phase CjFl- in relation to AljOj content. (Alter [177])... Fig. 2.61 Changes of unit cell parameters of ferrite phase CjFl- in relation to AljOj content. (Alter [177])...
Every change of scale (including every change of unit of measure) preserves the character of polynomial equations in the sense that kinetic differential equations remain kinetic, while nonkinetic ones remain nonkinetic. [Pg.88]

Elemental analysis showed that the precipitate has the formula Ba5.66SnCI7.52F6.03- Therefore, it is not BaCIF. It contains tin 15% of barium has been substituted by tin. In addition, in contrast with BaCIF, the CI/(CI -F F) ratio is not 0.5 the precipitate is enriched in chlorine, and it is poorer in fluorine. Other precipitates obtained at different Ba/(Ba-F Sn) ratios larger than 0.85 showed some significant variations in their chemical composition. The presence of tin and excess chlorine in the precipitated samples can be held responsible for the change of unit cell parameters. [Pg.233]

On the other hand, the change of unit-cell length of b during the reaction observed in the SCSC polymerization of DCH is shown in Fig. 2.7. The conversion of the monomer crystal suddenly increased after the induction period and is expressed sigmoidally as shown in Fig. 2.7a. The diffraction spots during the conversion rates between 30... [Pg.10]

Miller et al. reported the thermal dimerization of o-benzyldithiol cobalt complex as shown in Schane 2.4b [10]. Since the change of unit-cell dimensions and molecular transformation is too large during the reaction, the reaction should be an example of the SCSC transformation. [Pg.11]

Both the porosity and the volume concentration are dimensionless quantities. The mass concentration and wet density have the dimension kg-m. Another frequently used unit is g L (the change of unit between kg-m and g L does not bring in a multiplicative constant). The M and V indices are generally omitted from the notations of the various concentrations, but the units are self-explanatory enough for guidance. In practice, the mass concentration is most cotranonly used and denoted by C. [Pg.263]

In problem solving, two or more conversion factors are often needed to complete the change of units. In setting up these problems, one factor follows the other. Each factor is arranged to cancel the preceding unit until the needed unit is obtained. Once the problem is set up to cancel units, the calculations can be done without writing intermediate values. This process is worth practicing until you understand unit cancellation, the steps on the... [Pg.50]

Figure 5 shows the change of unit cell volume V of CeZn as a function of pressrue at room temperature up to 10 GPa (Uwatoko et al. 1992b). The volume V is calculated by the following relation V = [Pg.6]

Relation (4) takes into account only the distribution of the two monomeric units in terms of triads and the short range interactions between these monomeric units. Of course, in the [ m], local conformational changes of units are included but no asymmetric structures of macromolecular chains are considered. [Pg.314]


See other pages where CHANGE OF UNITS is mentioned: [Pg.599]    [Pg.146]    [Pg.392]    [Pg.31]    [Pg.607]    [Pg.219]    [Pg.273]    [Pg.11]    [Pg.456]    [Pg.39]    [Pg.374]    [Pg.117]    [Pg.95]    [Pg.411]    [Pg.466]    [Pg.39]    [Pg.374]    [Pg.92]    [Pg.466]    [Pg.41]    [Pg.341]    [Pg.1202]    [Pg.266]    [Pg.599]    [Pg.721]    [Pg.48]   


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Rearrangements Connected with the Change of Sugar Unit(s)

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