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Intrinsic well

Figure 5-25. Sections through a hyperbolic paraboloid energy surface constructed over an RIP diagram. The intrinsic barrier AG of the main reaction and the intrinsic well AC of the disparity reaction are shown. Figure 5-25. Sections through a hyperbolic paraboloid energy surface constructed over an RIP diagram. The intrinsic barrier AG of the main reaction and the intrinsic well AC of the disparity reaction are shown.
In fact, the idea of applying Marcus theory to systematize the well depths of H-bonded complexes has been described in the literature on a number of occasions ° . The concepts behind this approach are summarized in Fig. 6.14 which fills out the energy profiles for some of the reactions in Fig. 6.13. The symmetric system, that in which the proton affinities of A and are identical, is taken as a base point, and the depth of the energy well, AE, is denoted an intrinsic well depth. As B is changed to a stronger base Bj, the increase in its proton affinity is described by APA and the new proton transfer profile is represented by the dashed curve in Fig. 6.14. [Pg.323]

The next step was to search for peptides that would reverse the intrinsic reactivity preferences of the substrate. For this goal, we attempted a strategy of mimicking with a catalyst the intrinsic, well-known affinity of vancomycin for the D-Ala-D-Ala moiety that is a signature of its biological function. Peptide 82 proved effective in this manner, providing a 24 1 ratio of 79 to 80. Peptide 82 may indeed bind in a manner very similar to the Lys-o-Ala-o-Ala sequence, directing the catalytic amino acid sidechain into the vicinity of the Gg hydroxyl of 78, and... [Pg.179]

Since it is a non-quantum mechanical method, molecular mechanics is not intrinsically well suited to treating reaction mechanisms other than "reactions" that are simply conformational changes. That is, it would be completely unreasonable to study a bond-breaking process using a standard molecular mechanics package, because the method was not at all parameterized to treat bond-broken structures. Similarly, we might expect that an insufficient data base would exist to allow the development of reliable molecular mechanics parameters for reactive intermediates. Nevertheless, in some specific cases the method has been applied successfully to the evaluation of reaction mechanisms. [Pg.136]

In many cases, however, well-designed catalysts provide intrinsically different reaction paths, and the specific nature of the catalyst surface can be quite important. This is clearly the case with unimolecular reactions for which the surface concentration effect is not applicable. [Pg.723]

For many studies of single-crystal surfaces, it is sufficient to consider the surface as consisting of a single domain of a unifonn, well ordered atomic structure based on a particular low-Miller-mdex orientation. However, real materials are not so flawless. It is therefore usefril to consider how real surfaces differ from the ideal case, so that the behaviour that is intrinsic to a single domain of the well ordered orientation can be distinguished from tliat caused by defects. [Pg.285]

Surface states can be divided into those that are intrinsic to a well ordered crystal surface with two-dimensional periodicity, and those that are extrinsic [25]. Intrinsic states include those that are associated with relaxation and reconstruction. Note, however, that even in a bulk-tenuinated surface, the outemiost atoms are in a different electronic enviromuent than the substrate atoms, which can also lead to intrinsic surface states. Extrinsic surface states are associated with imperfections in the perfect order of the surface region. Extrinsic states can also be fomied by an adsorbate, as discussed below. [Pg.293]

A transition structure is, of course, a maximum on the reaction pathway. One well-defined reaction path is the least energy or intrinsic reaction path (IRC). Quasi-Newton methods oscillate around the IRC path from one iteration to the next. Several researchers have proposed methods for obtaining the IRC path from the quasi-Newton optimization based on this observation. [Pg.154]

This concludes our discussion of the viscosity of polymer solutions per se, although various aspects of the viscous resistance to particle motion continue to appear in the remainder of the chapter. We began this chapter by discussing the intrinsic viscosity and the friction factor for rigid spheres. Now that we have developed the intrinsic viscosity well beyond that first introduction, we shall do the same (more or less) for the friction factor. We turn to this in the next section, considering the relationship between the friction factor and diffusion. [Pg.621]

Intrinsic bioremediation is becoming an acceptable option in locations where the contaminated groundwater poses Htde threat to environmental health. Nevertheless, although intrinsic bioremediation is appealingly simple, it may not be the lowest cost option if there are extensive monitoring and documentation costs involved for several years. In such cases it may well be more cost effective to optimize conditions for biodegradation. [Pg.30]

The best fibers, installed in systems operating at 0.9 )J.m, had losses of 5 dB/km. The lower intrinsic losses in the 1.3 to 1.55-)J.m window were unattainable by this technique. Fundamental cation—oxygen vibrational modes as well as OH contamination were intrinsic to the compositions. [Pg.253]

In Figure 13 the relation between the intrinsic coercivity and the particle diameter dis given. The figure is based on a described model (35). The maximum is found around the critical particle diameter. In general the particle diameter and size is not very well defined. For the multidomain particles (d > ) the is smaller than the intrinsic anisotropy field of the particle. Nucleation effects cause a decrease in as the increases. This behavior is... [Pg.177]

Control of the core is affected by movable control rods which contain neutron absorbers soluble neutron absorbers ia the coolant, called chemical shim fixed burnable neutron absorbers and the intrinsic feature of negative reactivity coefficients. Gross changes ia fission reaction rates, as well as start-up and shutdown of the fission reactions, are effected by the control rods. In a typical PWR, ca 90 control rods are used. These, iaserted from the top of the core, contain strong neutron absorbers such as boron, cadmium, or hafnium, and are made up of a cadmium—iadium—silver alloy, clad ia stainless steel. The movement of the control rods is governed remotely by an operator ia the control room. Safety circuitry automatically iaserts the rods ia the event of an abnormal power or reactivity transient. [Pg.240]

Most catalysts for solution processes are either completely soluble or pseudo-homogeneous all their catalyst components are introduced into the reactor as Hquids but produce soHd catalysts when combined. The early Du Pont process employed a three-component catalyst consisting of titanium tetrachloride, vanadium oxytrichloride, and triisobutjlalurninum (80,81), whereas Dow used a mixture of titanium tetrachloride and triisobutylalurninum modified with ammonia (86,87). Because processes are intrinsically suitable for the use of soluble catalysts, they were the first to accommodate highly active metallocene catalysts. Other suitable catalyst systems include heterogeneous catalysts (such as chromium-based catalysts) as well as supported and unsupported Ziegler catalysts (88—90). [Pg.387]

Analytical and test methods for the characterization of polyethylene and PP are also used for PB, PMP, and polymers of other higher a-olefins. The C-nmr method as well as k and Raman spectroscopic methods are all used to study the chemical stmcture and stereoregularity of polyolefin resins. In industry, polyolefin stereoregularity is usually estimated by the solvent—extraction method similar to that used for isotactic PP. Intrinsic viscosity measurements of dilute solutions in decahn and tetraHn at elevated temperatures can provide the basis for the molecular weight estimation of PB and PMP with the Mark-Houwiok equation, [rj] = KM. The constants K and d for several polyolefins are given in Table 8. [Pg.431]


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See also in sourсe #XX -- [ Pg.239 ]

See also in sourсe #XX -- [ Pg.239 ]




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Intrinsic well depth

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