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Surface decayed

This is an inverse lengtli k is known as tire Debye screening lengtli (or double layer tliickness). As demonstrated below, it gives tire lengtli scale on which tire ion distribution near a surface decays to tire bulk value. Table C2.6.4 gives a few numerical examples. [Pg.2676]

Th do not reach constant concentrations over any reasonable distances, Ra does over several hundred meters, and all the other radionuclides require less than a few meters. Constant concentrations are achieved when the inventories of a radionuclide in both groundwater and adsorbed on surfaces decay at the same rate at which this radionuclide is... [Pg.326]

Sugar maple was reacted with propylene and butylene oxide (Rowell etal., 1982). The modulus of elasticity (MOE) and modulus of rupture (MOR), fibre stress at proportional limit, and maximum crushing strength all exhibited a reduction, compared to unmodified samples. Nilsson and Rowell (1983) reacted ponderosa pine with butylene oxide and exposed the wood in an unsterile soil decay test. At low WPGs, severe surface decay due to soft rot and tunnelling bacteria was observed. Such attack was reduced at 15 % WPG,... [Pg.91]

The electric potential in the diffuse layer of a planar surface decays exponentially... [Pg.55]

A force microscope actually measures the forces between two macroscopic bodies. The finite size and the macroscopic surface of the tip and the surface spot lead to a number of fundamental consequences in their interaction (Fig. 2). First, the net force is stronger than the intermolecular forces and it acts at much larger distances. Even in the 10-100 nm range, the interaction energy, which is proportional to the size of the tip, can exceed kBT. Secondly, the force between a spherical tip and a flat surface decays with the separation as F D 2 (Fig. 2b) compared to f r 7 for the attraction between two atoms (Fig. 2a). In combination with the finite tip size, the low force gradient increases the effective interaction area and limits the resolution (see Sect. 2.3.3). Third, the surrounding me-... [Pg.67]

Specifically, write the distance between patches as h = l + Ri(l — cos 0t) + R2(l - cos 62). Because the radii are much greater than Z, and because the interaction between planar surfaces decays at a rate greater than or equal to 1/Z2, there will be important contributions to the interaction only for small 0, 02. The operative range of the cosine functions is such that they can be approximated by cos 0 = 1- 0z/2. [Pg.204]

It is clear from the above considerations that for D R van der Waal s interaction energy (so-called physical adhesion strength) between larger particles and the surface decays much more slowly with distance than that between a molecule and the surface. On the other hand, at large separations, i.e., D R, the interaction decays very quickly with distance. Also note that the... [Pg.291]

Absolute measurements of 2 3 have been made by a variety of methods similar to those already briefly described in Table 35 and Sect. 6. Results are summarized in Table 53. In evaluating results, Baulch and Drysdale have drawn attention to the need (i) to allow for first order surface decay of OH in discharge-flow systems (cf. Sect. 6.4), and (ii) to measure OH concentrations at the hot boundaries of flame reaction zones rather than using calculated full equilibrium concentrations. Results which do not conform with these requirements are excluded from the table, or an appropriate comment is made. Shock tube results which are uncorrected for boundary layer effects (cf. Sect. 5.1) are also excluded. Neither Dean and Kistiakowsky [230] nor Izod et al. [432] reported that they had made this correction. [Pg.207]

Both mechanisms predict surface decay curves of the... [Pg.198]

Unfortunately, later the development of two areas— homogeneous kinetics and heterogeneous catalysis—occurred almost independently, which caused serious intrinsic discrepancies. For instance, the traditional chain theory implies the participation of surfaces also in chain termination, which determines the existence of the low-pressure ignition limit. In the framework of this approach, two regimes—diffusional and kinetic—are distinguished. In the latter case the parameter that describes the process is the probability of surface decay of chain carriers per one collision. It is worth noticing, however, that this assumes only a disappearance of active species from the gas phase, without any analysis of its mechanism and even stoichiometry. This is why the heterogeneous termination reactions are usually represented in kinetic models as a formal reaction ... [Pg.180]

Level 1. Artifacts that require restoration of surface integrity or consistency more than strength enhancement or reintegration of loose elements. For example, loss of surface components caused by incipient surface decay or chemical decomposition. [Pg.333]

Thus, the net interaction with all the surface decays slowly as /D and the force the molecule feels is attractive and decays as 1 /D. ... [Pg.141]

Another way of thinking about this result draws on the notion we introduced in section 5.1 that the concentration perturbation introduced by the surface decays to the bulk over a distance characterised by the bulk correlation length. For a system such as a symmetrical polymer blend, for which the correlation length is a weak function of the concentration, this leads to an exponential adsorption profile... [Pg.216]

Figure 4. A one-dimensional model for a surface state, modified from Zangwill (1988). Black dots represent the lattice of atoms in a crystal, forming the periodic potential field for constituent electrons. Electronic states are perfectly oscillating over this field for an infinite crystal as indicated by the finely dashed wave. Where the lattice is terminated at a surface, new electronic wave functions are formed which are distinctly different from those in the bulk, represented by the coarsely dashed wave. These are localized in the region of the surface, decaying both into the bulk and outward from the surface. Figure 4. A one-dimensional model for a surface state, modified from Zangwill (1988). Black dots represent the lattice of atoms in a crystal, forming the periodic potential field for constituent electrons. Electronic states are perfectly oscillating over this field for an infinite crystal as indicated by the finely dashed wave. Where the lattice is terminated at a surface, new electronic wave functions are formed which are distinctly different from those in the bulk, represented by the coarsely dashed wave. These are localized in the region of the surface, decaying both into the bulk and outward from the surface.
Equation (10.19) indicates that the surface decay length conveniently characterizes the concentration profile. For a strongly segregated system the decay length is small but becomes large, 10-20 nm, when the concentration fluctuations grow near the critical point. Experimental studies demonstrate that the surface composition scales directly with the surface energy difference between the constituents. ... [Pg.277]

Derive Eq. (4.37). Hence show that for a high surface potential, the double layer potential at a large distance from a flat surface decays as... [Pg.244]

Post-harvest quality loss of food, particularly the fresh fruits and vegetables, is primarily a function of respiration, ripening and senescence, water loss (transpiration), enzymatic discoloration of cut surfaces, decay (microbial), oxidation of fats causing ran-... [Pg.337]

Where E is Young s modulus, G is the shear modulus, and p is the density. The last two expressions oidy apply to isotropic materials. It is always tme that cl>ct. A surface wave travels along a surface of a material. The particle motion is elliptical with the greatest amplitude at the surface, decaying with depth. Surface waves travel at speeds approximately the same as shear waves. [Pg.339]


See other pages where Surface decayed is mentioned: [Pg.8]    [Pg.230]    [Pg.2944]    [Pg.479]    [Pg.116]    [Pg.273]    [Pg.291]    [Pg.236]    [Pg.362]    [Pg.155]    [Pg.282]    [Pg.126]    [Pg.769]    [Pg.637]    [Pg.604]    [Pg.112]    [Pg.27]    [Pg.8087]    [Pg.154]    [Pg.461]    [Pg.257]    [Pg.405]    [Pg.1137]   
See also in sourсe #XX -- [ Pg.288 ]




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