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Calculated cross-sectional surface

Table 4.1 Calculated Cross-Sectional Surface Area per Bound SAN Chain (A) and Experimental Impact Strength (in Brackets) vs. the NH2(carb)/MA Molar Ratio... Table 4.1 Calculated Cross-Sectional Surface Area per Bound SAN Chain (A) and Experimental Impact Strength (in Brackets) vs. the NH2(carb)/MA Molar Ratio...
Both the calculated photoelectron ionization and escape depth data of Scofield (11) and Penn (12) are invaluable in estimating surface concentrations from Eq. (8). More recently, experimental cross section data have been reported by Thomas and his group (13) the reported data are relative to the F(ls) peak taken as unity. There are clearly examples where Scofield s calculated cross section values are at variance with the experimentally determined ones the variation is particularly noticeable when we consider outer levels, e.g., for K(2p) there are serious discrepancies, whereas the K(2s) data are acceptable. [Pg.61]

In a manner similar to that in Section 3.4, where we considered cross sections of finite particles, we can calculate cross sections per unit length of an infinite cylinder by constructing an imaginary closed concentric surface A of length L and radius R (Fig. 8.6). The rate Wa at which energy is absorbed within this surface is... [Pg.203]

This is a dynamic method which enables one to measure the tensions of surfaces at very short times (c. 0.01 s) from the moment of their creation. (The methods previously described are used to measure equilibrium tensions.) A jet of liquid emerging from a nozzle of elliptical cross-section is unstable and oscillates about its preferred circular cross-section. Surface tensions can be calculated from the jet... [Pg.75]

Related aspects of collisional TCFs have been developed by other authors. A study includes distortion potentials to describe slow collisions of atoms by polyatomics [38]. Wavepackets have been used to calculate cross sections in a related time-dependent approach applied to surfaces and are promising for molecules [39,40]. [Pg.333]

The calculated cross-sectional area Ac is the wetted cross-section of the canal or the equivalent wetted area of the restricted channel by projecting the slope to the water surface. It is given by... [Pg.727]

Consistently, the cross-sectional surface area occupied by the SAN chain at the interface (A) was calculated for samples with an average particle size of 0.4 pm and found to increase with the RGC of SAN-NH2, whereas A did not change with the RGC of... [Pg.102]

Figure 3.5.24 shows calculated cross sections of the tip-surface interaction taken along the [211] direction for positive and negative tip termination, explaining the... [Pg.462]

McBain reports the following microtome data for a phenol solution. A solution of 5 g of phenol in 1000 g of water was skimmed the area skimmed was 310 cm and a 3.2-g sample was obtained. An interferometer measurement showed a difference of 1.2 divisions between the bulk and the scooped-up solution, where one division corresponded to 2.1 X 10 g phenol per gram of water concentration difference. Also, for 0.05, 0.127, and 0.268M solutions of phenol at 20°C, the respective surface tensions were 67.7, 60.1, and 51.6 dyn/cm. Calculate the surface excess Fj from (a) the microtome data, (b) for the same concentration but using the surface tension data, and (c) for a horizontally oriented monolayer of phenol (making a reasonable assumption as to its cross-sectional area). [Pg.94]

A fractal surface of dimension D = 2.5 would show an apparent area A app that varies with the cross-sectional area a of the adsorbate molecules used to cover it. Derive the equation relating 31 app and a. Calculate the value of the constant in this equation for 3l app in and a in A /molecule if 1 /tmol of molecules of 18 A cross section will cover the surface. What would A app be if molecules of A were used ... [Pg.286]

By using this approach, it is possible to calculate vibrational state-selected cross-sections from minimal END trajectories obtained with a classical description of the nuclei. We have studied vibrationally excited H2(v) molecules produced in collisions with 30-eV protons [42,43]. The relevant experiments were performed by Toennies et al. [46] with comparisons to theoretical studies using the trajectory surface hopping model [11,47] fTSHM). This system has also stimulated a quantum mechanical study [48] using diatomics-in-molecule (DIM) surfaces [49] and invoicing the infinite-onler sudden approximation (lOSA). [Pg.241]


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See also in sourсe #XX -- [ Pg.103 ]




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