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VALENCE trial

The VALENCE trial evaluated 12 weeks of treatment of SOF plus RBV in persons with genotype 2 HCV compared to 24 weeks of treatment of SOF plus RBV in subjects with genotype 3 HCV. The overall SVR12 rates were 93% (68/73) in persons with genotype 2 infection and 84% (210/250) in persons with genotype 3 infection. [Pg.70]

Molecular orbital theory is a semi-empirical method devoted to interpreting the energy-level structure of optical centers where the valence electron cannot be considered as belonging to a specific ion. In our ABe reference center, this would mean that the valence electrons are shared by A and B ions. The approach is based on the calculation of molecular orbitals (MO) of the ABe pseudo-molecule, V mo, from various trial combinations of the individual atomic orbitals, V a and of the A and B ions, respectively. The molecular orbitals V mo of the center ABe are conveniently written in the form... [Pg.159]

The approach used first, historically, and the one this book is about, is called the valence bond (VB) method today. Heitler and London[8], in their treatment of the H2 molecule, used a trial wave function that was appropriate for two H atoms at long distances and proceeded to use it for all distances. The ideal here is called the separated atom limit . The results were qualitatively correct, but did not give a particularly accurate value for the dissociation energy of the H—H bond. After the initial work, others made adjustments and corrections that improved the accuracy. This is discussed folly in Chapter 2. A cmcial characteristic of the VB method is that the orbitals of different atoms must be considered as nonorthogonal. [Pg.3]

Once multivalent carbohydrate-protein interactions are firmly established with the assistance of neoglycoconjugates such as those described above, further focus toward fine-tuned geometry and valency requirements becomes necessary for a thorough understanding of the binding interactions involved. Until now, these investigations have been more or less dependent on trial and error which... [Pg.260]

The central atom is usually the one that can form the most bonds, which is often the atom with the most empty valence orbital slots to fill. For larger molecules, this step may involve some trial-and-error, but for smaller molecules, some choices are obviously better than others. For example ... [Pg.64]

The advantage of this method is that it can be easily used with any number of cation coordination spheres whose bond distances are available. Even one coordination sphere is sufficient to give a trial value though the more that are used the more confidence one can have in the value of Rq. One needs to exercise a little care if only a few coordination spheres are known, since the oxidation state may be unstable except in the presence of strained bonds which could lead to a false value of Rq. There are a number of potential pitfalls in determining bond valence parameters. For example, the inclusion of poorly determined structures in the sample tends to increase the value (and uncertainty) of B with a corresponding decrease in Rq. A critique of these problems has been given by Tytko (1999). [Pg.228]

The use of these values may bo illustrated by a discussion of tin. It was pointed out in Section 11-4 that application of Equation 11-1 with Di taken as 2.80 A leads to valence 2.24 for the tin atoms in white tin. However, 1.40 A is not the value for Ri for tin with this valence from Table 11-3 we see that a somewhat larger value, about 1.43 A, should be used. It is found by trial that for four bond distances 3.016 A and two 3.175 A, a consistent solution is obtained for Ri = 1.423 A, interpolated linearly between the values given in Table 11-3. The valence is 2.64, and the bond numbers are 0.52 and 0.28. [Pg.421]

A trial was made to take a look at the valence of iron in adrenodoxin (29) using 3 moles of p-chloromercuribenzoate (PCMB) per gram atom of iron (less than saturated level of PCMB), all of the iron could be extracted by 5% trichloroacetic acid solution as ferric iron, which produces a ferrous-o-phenanthroline complex only by the addition of ascorbate as reductant. In the absence of the mercurial, some 50% or more of the iron atoms in the protein can be removed in the ferrous state. This result indicates that the acid extraction causes intramolecular reduction of the protein-bound iron. As shown in Fig. 10, 5.7 M urea as a protein denaturant can slowly bleach the visible absorption under aerobic conditions. About 10% of the residual absorption remains at 414 mp after the reaction is completed. In the presence of both urea and o-phenanthroline, all of the iron present in adrenodoxin reacts with o-phenanthroline to produce the ferrous complex under aerobic conditions. Similar experiments under anaerobic conditions reveal that the... [Pg.22]

Stereoisomerism. The first trials to use the XPS valence band spectra to distinguish between two stereoisomers were unsuccessful. Cis- and trans- poly(isoprene) - with short branched chain and small substitution effects-, as well as cis- and trans-poly(l,4dichloro-2,3epoxybutene) - with longer branched chain and more intense substituent effects- did not show in our first measurements significant differences in their valence band spectra that could be attributed to the searched effect. Before... [Pg.192]

Mulliken proposed a different trial function than that used in the valence bond approach. In general, this function is a normalized sum of hydrogen-atom orbitals and is written in the form... [Pg.2731]

Estimates of Covalent Character. Coulson (446) reviews attempts to determine the amount of covalent contribution to the H bond by the variation approximation scheme. Five valence bond structures which might be considered are shown in Fig. 8-3. Coulson and Danielsson (448) utilized variation trial functions appropriate to structures and j/c, together with the assumed exponential relation between bond length, r, and bond order,/ ... [Pg.235]

However, better results are obtained if specific values Kpq are taken, i.e. different proportionality factors for different pairs of atoms and orbitals, and a special formula is used for one-center off-diagonal elements (for details, see 58>). The K factors are not fitted on empirical data but obtained by trial and error after ab initio SCF calculations on model compounds (for ethylene, KCc — 1.0 for valence-shell orbitals, Xhh = 1.18, Ka,n = 1.05, K p,H = 0.98). [Pg.91]

Clinical, Valence, and Insite Clinical Trials. Despite this volatility, through 1999, SMOs were largely perceived as a cohesive group in terms of their overall business strategies. [Pg.512]

Although there are still no reliable ways of predicting the structure, this has not been for want of trying. There are currently two approaches that involve the use of bond valences. In the first, bond valences are used to assess the quality of, and improve, randomly generated trial structures in the second the structure is assembled directly using the crystal chemical rules of the bond valence model. [Pg.31]

The Lewis structure of a compound can be arrived at by trial and error. We start by notating symbols that contain the correct number of valence electrons for the atoms in the molecule. We then pair electrons to indicate covalent bonds tmtil we come up with a Lewis structure in which... [Pg.729]


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See also in sourсe #XX -- [ Pg.70 ]




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