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Relative localization

With four-electrode measurements effected from the surface, an average soil resistivity over a larger area is obtained. The resistivity of a relatively localized layer of earth or pocket of clay can only be accurately measured by using a spike electrode. Figure 3-18 gives dimensions and shape factors, Fg, for various electrodes. [Pg.116]

Summarizing, the in situ UV-Vis, XANES, and EXAFS studies of Bonino et al. [49] and of Prestipino et al. [50] on hydrated and anhydrous peroxo/hy-droperoxo complexes on crystalhne microporous and amorphous meso-porous titanosilicates have shown, for the first time, the equilibriiun between r] side-on and end-on complexes. The amount of water is the key factor in the equilibrium displacement. In this regard please note that, owing to the hydrophobic character of TS-1, substrates such as olefins are the dominant species in the channels. This fact assures a relatively local low concentration of water, which in turn guarantees a sufficient presence of the active end-on... [Pg.64]

As many chapters in this book and recent reviews [4-6, 27,110] indicate, substantial progresses are being made in the QM/MM community for both DFT/ab initio and SE based QM/MM methods. For relatively localized chemical reactions, very reliable... [Pg.192]

As in the case of most FRET imaging formalisms, Eq. (12.4) applies to the donor at a particular x, y, x coordinate j as a virtual species with an apparent kt(j) it applies for arbitrary absolute and relative local concentrations of donor and acceptor but only if population distributions are properly considered (see other chapters). For example, assuming a population of donors, a fraction a of which are in a unique DA environment (e.g., as a bound complex) and the rest free, one can generate an expression for a in terms of known parameters and experimental signals (varying from point to point), kt/kf, Qd, and Qa- Related expressions can be formulated in terms of donor and acceptor emission anisotropies and lifetimes, and for conditions of nonlinearity such as ground state depletion of the donor and/or acceptor [1] (see Section 12.3). [Pg.490]

A relatively low IP is a necessary, but not sufficient, prerequisite for activating PAHs by one-electron oxidation. Another important factor that must be combined with IP to predict carcinogenic activity through this mechanism is charge localization in a PAH cation-radical. Specificity in cation-radical reactivity derives from the relative localization of charge at one or a few carbon atoms. [Pg.187]

Covalent bonding results most commonly when electrons are shared by two atomic nuclei. Here the bonding electrons are relatively localized... [Pg.251]

The most exposed portions of molecules electron-clouds are electron-pairs whose coordinated atomic cores are located largely, or solely, on one side of the pairs, i.e., unshared electrons (particularly those attached to the relatively small kernels of carbon, nitrogen, oxygen, and fluorine atoms and which are, therefore, relatively localized in space vide infra)... [Pg.22]

The clearest use of ONIOM-PCM is for solute-solvent clusters embedded in a continuum. The method can also be used to partition the solute itself into layers that are each treated at a different level of theory. An example is the study of NMR shielding in a merocyanine in solution (Figure 4.10) [41], We looked at the shielding on the nitrogen center. Nuclear shielding is a relatively local property, and previous gas-phase studies showed that ONIOM can accurately reproduce target values [43], We investigated several... [Pg.528]

In a metal like Ni or Cu there are, below the d bands, non-ci conduction band states, as yet unresolved in XPS spectra there are heavily hybridized -non d states at the bottom of the d bands and there are relatively localized, little hybridized states at the top of the d bands. Because the d and non-rf components differ in spatial extent, interatomic screening of the final state hole should vary through the bands. There is little known about how this affects a valence electron XPS spectrum. It is these coexisting complex problems which at times make it difficult to assess agreement or disagreement between predictions of core or valence spectra and the measurements. Does the agreement seen in Fig. 5 indicate that the important physical effects are properly accounted for or is it only the consequence of accidental numerical cancellation ... [Pg.129]

D10. Dean, R. T., Hunt, J. V., Grant, A. J., Yamamoto, Y., and Niki, E., Free radical damage to proteins The influence of file relative localization of radical generation, antioxidants, and target proteins. Free Radicals Biol. Med. 11, 161—168 (1991). [Pg.234]

Here, ( c)° refers to the value of force = 0 0. f (C) is the same function as /((X), only its value is determined by the relative localization of C, rather than X, andA is the value of A , for the molecule C. Equation (15) has been verified for a number of localizing solvents C and silica as adsorbent. Thus, values of Cc have been found to decrease with increase in r, for mobile phase B/C, and the function /j(C) has been found to be identical to the fiinction/ (X), depending in each case on the value of EJa or °a 16). Knowing the function/ (/) 16. Fig. 3), where / is either a solvent or solute molecule, it is possible to calculate values of Cc (for mixtures B/C) as a function of Cb, or values of (As)expt as a function of the solute X. [Pg.168]

Figure 5.3 The shape domains of relative local convexity of a MIDCO surface G(a) of Figure 5.1, relative to a tangent sphere T of curvature b (radius 1/b) are shown. A geometrical interpretation of the classitication of points r of G(a) into locally concave Dq, locally saddle-type D, and locally convex D2 domains relative to b is given when comparing local neighborhoods of the surface to the tangent sphere T. The classification depends on whether at point r the surface G(a) is curved more in all directions, or more in some and less in some other directions, or less in all directions, than the test sphere T of radius 1/b. In the corresponding three types of domains Do(b). Dm,), and D2(b), or in short Dp, D, and D2, the molecular contour surface G(a) is locally concave, of the saddle-type, and convex, respectively, relative to curvature b. Figure 5.3 The shape domains of relative local convexity of a MIDCO surface G(a) of Figure 5.1, relative to a tangent sphere T of curvature b (radius 1/b) are shown. A geometrical interpretation of the classitication of points r of G(a) into locally concave Dq, locally saddle-type D, and locally convex D2 domains relative to b is given when comparing local neighborhoods of the surface to the tangent sphere T. The classification depends on whether at point r the surface G(a) is curved more in all directions, or more in some and less in some other directions, or less in all directions, than the test sphere T of radius 1/b. In the corresponding three types of domains Do(b). Dm,), and D2(b), or in short Dp, D, and D2, the molecular contour surface G(a) is locally concave, of the saddle-type, and convex, respectively, relative to curvature b.

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See also in sourсe #XX -- [ Pg.131 ]




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Oriented relative local convexity

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