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Fp values

Figure 9-17 plots flood capacity versus flow parameter. The FP values of 0.4-0.7 are estimated by Kister, el al. [136] in absence of data. The plots show that for low and moderate pressures the flood capacity factor versus FP correlates the effects of liquid rate and pressure on the optimized tray capacity [136]. At higher pressures an additional effect of pressure on capacity shows a decline of optimized tray capacity. [Pg.273]

The free fraction of the radon daughters f measured in rooms with lo i/ ventilation and no aerosol sources shows values between 0.06 - 0.15 (Table lb) with a mean value near 0.10. In this case the values of the attachment rates X range between 20 hr and 40 hr. The fp-values < 0.05 were obtained in rooms with aerosol sources, which always had values of the attachment rate > 100 It1 (Table III). [Pg.296]

The results of these measurements show that the fraction of the free radon daughters in rooms with low and moderate ventilation and without any aerosol sources are higher (fp = 0.06 - 0.15) than proposed in literature (Jacobi and Eisfeld, 1980 ICRP 32, 1981 NEA, 1983). A mean value of 10 % (fp = 0.1) was determined. Only additional aerosol sources in a room such as cigarette smoke, cooking, candle light or stove heating led to a decrease of the fp-value below 0.05. [Pg.296]

Table 6.2. Selection of various methods used to produce first-principles (FP) values for the relative stability at 0 K of different crystal structures... Table 6.2. Selection of various methods used to produce first-principles (FP) values for the relative stability at 0 K of different crystal structures...
While this concept of mechanical instability offers a potential explanation for the large discrepancies between FP and TC lattice stabilities for some elements, the calculations of Craeivich et al. (1994) showed that such instabilities also occur in many other transition elements where, in fact, FP and TC values show relatively little disagreement. The key issue is therefore a need to distinguish between permissible and non-permissible mechanical instability. Using the value of the elastic constant C as a measure of mechanical instability, Craievich and Sanchez (1995) have found that the difference between the calculated elastic constant C for f.c.c. and b.c.c. structures of the transition elements is directly proportional to the FP value of(Fig. 6.9(a)). [Pg.167]

Fp value required Not less than minutes Not less than minutes... [Pg.640]

The Fp value was calculated by the Kaye validator automatically based on the temperature recorded by the thermocouples inside the vials. Precalibration and postcalibration for all thermocouples were performed before and after the study, respectively, and found to be within limits. [Pg.642]

Relative stability of the respective parent carbocations estimated from proton-transfer or halide-transfer equilibria, in kcal mol T po values in log unit of log(K/Ko) for the gas-phase ionization are obtained by multiplying the p values of the gas-phase stability AAG(cc) by a factor of 1000/2.303RT. The Y-T p values corrected to those at 25°C in 80% aqueous acetone, otherwise noted, p value in 80% aqueous ethanol at 25°C. p value in 30E. fp value in AcOH. [Pg.353]

In the lower steady field range only N0+ ions are detected. At moderate fields, however, various other species, NgO"1",and 0+,appear additionally. The intensities of these species increase steeply with rising F values. The onsets for N20+ and 0+ desorption are coincident at FR 4V/nm, the N ions come up somewhat later. The intensities of N 0+ are observed to reach about the same level as those of NO for small Fp.Further augmentation of the field strength is associated with decreasing N0+ rates. Both Nt and 0+ intensities increase con-tinuously within the measured range of Fp values, however, the 0 ions are much less abundant. [Pg.183]

For HPA, removed from the sorbents hematite, silica and polyoxymethylene, the molecular structure has been compared with that of the native molecule, on the basis of their circular dichroism spectra (11). It was found that after desorption the helix content of HPA is some twenty to thirty percent lower. This reduction is virtually independent of the type of sorbent and the desorption method. It suggests that the change in the helix content is related to properties of the protein molecule itself. It is still not clear to which extent the adsorption and the desorption step affect the protein structure. It Is furthermore interesting that the helix reduction is larger for the samples with lower F -values. This supports the earlier conclusion that a reduced Fp value reflects further structural rearrangements in the protein molecule. It is noted that the decrease In the helix content of desorbed HPA found by us is considerably less than that reported by others (19). [Pg.40]

However, a positive fi does not always mean that the substance must be explosive. For example, benzene remains rather stable in spite of its fP value of+125 kG. As discussed in Sect. 4.3, a positive value is a necessary but not sufficient condition for a spontaneous decomposition of a substance into its elements to take place. Therefore, we cannot simply assume that just because there is a possibility of transformation, it will take place within a certain span of time, be it years, millennia, or millions of years. [Pg.106]

The Ek values of SPU samples over the wide range of plasticizer s concentrations are not lower than these of the initial non-plasticized samples. Calculations of a rupture stress, fp, on stretching of the plasticized samples (the stress calculated on the trae cross-section area of a sample fp = OklEk + 100)7100) shows that at 30% plasticizer content the fp value is appreciably lower than that at stretching of the non-plasticized SPU samples (fp=300 MPa). Usually, for the practical purposes, the content of plasticizers blended into polyurethanes does not exceed 20%. [Pg.353]

In the case when (/ A < v r, the larger is the/fp value and the smaller will be the particle size, also making necessary the relative correction. [Pg.2130]

Table 8.1 Values of critical Student s-f factors tc for three commonly used values of the error probability p as a function of the number of degrees of freedom dof) for both one and two sided cases. Note that for a given value of dof the value of tf, for the two sided case at a given p-value (e.g., p = 0.1) is equal to the corresponding fp-value for the one sided case but at half the p-value (e.g., p = 0.05). Table 8.1 Values of critical Student s-f factors tc for three commonly used values of the error probability p as a function of the number of degrees of freedom dof) for both one and two sided cases. Note that for a given value of dof the value of tf, for the two sided case at a given p-value (e.g., p = 0.1) is equal to the corresponding fp-value for the one sided case but at half the p-value (e.g., p = 0.05).
Activated nutshell carbons with of 1200-1300 m /g can adsorb about 40 wt% of water (Hall and Holmes 1992) that, however, could be smaller than the Fp value determined from N2... [Pg.464]

Figure 9.4 Plot of fp values against 1/n for a series of aromatic oligomers. Reprinted from A. F. Diaz, J. Crowley, j. Bargon, C. P. Gardini, J. B. Torrance, j. Electroanal. Chem. 121, 355 (1981), Copyright 1981, with permission from Elsevier... Figure 9.4 Plot of fp values against 1/n for a series of aromatic oligomers. Reprinted from A. F. Diaz, J. Crowley, j. Bargon, C. P. Gardini, J. B. Torrance, j. Electroanal. Chem. 121, 355 (1981), Copyright 1981, with permission from Elsevier...
However, the electrochemical oxygen evolution reaction (OER) from the water in acid solutions is thermodynamically slightly more favorable than the CER given by Eq. 2 (the fP value for the OER is 1.229 V). Bearing in mind that electrocatalysis essentially implies the activity and selectivity of various electrode materials toward a certain electrode reaction [2], the correct choice of electrode material that is of high electrocatalytic activity for the CER and of lower activity for the OER is of extreme importance. Anyhow, CAT is always subjected to current loss due to the OER as a side reaction. This fact sets additional demands toward the anode material for the CER, i.e., its stability toward the OER and consequently its durability in CAT. [Pg.412]

Figure 5.6 shows the unattached fraction of radon (/ ,Rn) and thoron (/p,Tn) decay products as a function of the particle concentration of atmospheric aerosols. The fp values as a function of the particle concentration, Z, are measured by means of a condensation nuclei counter (CNC). Many working places have aerosol sources due to human activities and combustion and technical processes with a high particle concentration, Z > 4 X 10 particles cm , and therefore fp values below 0.01. The fp values are higher than 0.1 for places with particle concentrations <4 x 10 particles cm . This is the case in poorly ventilated rooms (ventilation rate <0.5 h ) without additional aerosol sources, rooms with an operating air cleaner and poorly ventilated underground caves. For the unattached thoron decay products in indoor air, the unattached fraction is estimated by the equation... [Pg.89]

On the other hand, the persistence like micelles was estimated to from static light scattering data in the dilute region [22] using the equation of Polod et al. [23]. These Lq and (fp values were utilized to calculate the end-to-end diffusion distance R(Xs) ( = [Ed(Ts) p] ) of about 200 nm, which is nearly equal to the value obtained from Eq. (1). [Pg.70]

The calculation of the titration error is directly connected to the preceding considerations. It is calculated as follows. Let fp be the potential at the final point (when the indicator color changes). The fp value is slightly different from the theoretical one ep (that at the equivalence point). Let (ppf be the fraction titrated at the final point. According to the definition of the titration error, already given when we considered acids and bases, the absolute titration error is %p — 1 since 1 is the fraction titrated at the equivalence point. The general expression of (p — 1, which is valid for any point of the titration curve, is (with i = 2)... [Pg.293]


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Fp 60/40—

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