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Spatial shape

The living polymerization process offers enormous flexibiUty in the design of polymers (40). It is possible to control terminal functional groups, pendant groups, monomer sequencing along the main chain (including the order of addition and blockiness), steric stmcture, and spatial shape. [Pg.516]

Perturbative reasoning can be used to justify conceptual models of chemistry that are far from evident in Eq. (1.1) itself. An important example is the concept of molecular structure - the notion that nuclei assume a definite equilibrium configuration R0, which determines the spatial shape and symmetry of the molecule. At first glance, this concept appears to have no intrinsic meaning in Eq. (El),... [Pg.5]

Biophysical studies have shown that many denatured proteins can spontaneously refold in vitro, upon removal of a denaturing agent (urea, detergent, acid, and so on). Certain enzymes and other proteins can accelerate the folding process in vitro, and it has been concluded that their role in vivo is to prevent misfolding or aggregation. However, these protein factors serve more to facilitate the folding process than to specify a particular spatial shape for the product. [Pg.29]

In the development of the tetrafunctional initiator 24, the spatial shapes of initiator molecules turned out to be crucial for obtaining well-defined initiators [140]. As shown in Scheme 11, 24 is prepared from the corresponding tetrafunctional phenol via a reaction with 2-chloroethyl vinyl ether to attach vinyl ether moieties, followed by addition of trifluoro-acetic acid or hydrogen iodide. In this acid addition, the four vinyl ether groups should be well separated spatially. If the vinyl ether groups are located too close to each other, the treatment with the acid leads to intramolecular cyclization and other side reactions. [Pg.328]

Polymers e-g may also be called collectively as polymers with controlled spatial shapes amphiphilic polymers (h) may include block, star-shaped, and graft polymers covered in classes b, e, and f. Comparison of Figs. 1 and 2 also tells us that, unlike the anionic and coordination (Zieglar-Natta) counterparts, cationic polymerization still fails to provide general methods to control the steric structures of polymers, although the first indication... [Pg.382]

Figure 9 Schematic illustrations of amphiphilic block copolymers of varying spatial shapes and thypical examples of amphiphilic AB-block copolymers of vinyl ethers (1-5 [80-85]). Figure 9 Schematic illustrations of amphiphilic block copolymers of varying spatial shapes and thypical examples of amphiphilic AB-block copolymers of vinyl ethers (1-5 [80-85]).
A substantial step towards the understanding of the physical, chemical, or biological properties of a molecule is to study and analyze its spatial shape. Besides the constitution, a major shape-determining feature is the configuration of a molecule, i. e. the stereochemistry. Furthermore, molecular chirality plays a major role in many areas of chemistry. Enantiomers often exhibit quite different physical, chemical, and biological properties. The exploration of the configurational space of a molecule and the analysis of the various isomers a molecule can adopt is therefore of great importance. [Pg.323]

The addition of hh to Zi in equation (20) accounts for the lack of Wh electrons in the empty bound states. The number of holes not only determines the total number of electronic states, but also how many of them are bound. As decreases, the outer bound orbitals merge into the continuum, without appreciably varying their spatial shape. This means that the screening by a low-lying orbital in the continuum is very similar to that of a weakly bound state. [Pg.238]

This is because stereochemistry nomenclature is merely a formal description of the real molecular structure. The correct spatial shape of the pharmacophore is not represented at all. A correct description of stereochemistry is possible with descriptors based on the three-dimensional structure only. Molecules can show the same pharmacophore (i. e., same three-dimensional arrangement of pharmacophore centers) but different chirality according to chirality nomenclature. [Pg.581]

Figure 10. Molecular scheme of calix[4]arene and its spatial shape. Figure 10. Molecular scheme of calix[4]arene and its spatial shape.
Although the principle and applications of the TL technique is very similar to that of the TG method, the time window of the TL method is generally submicroseconds to seconds, which is about three orders of magnitude shifted to the longer scale compared with that of the TG method (see below). The difference comes from the different characteristic length of the refractive index modulation. While the TG signal comes from the spatial modulation of the refractive index in an order of 100-0.1 fim, the TL method detects the spatial shape of the refractive index distribution created by the focused laser beam, whose radius is usually 100-10 /an. [If the Temp.G component is compared with the corresponding temperature lens component (TL due to (dn/dT) [24,62], the difference becomes less clear, particularly for the fast time limit. The TL as well as the TG method can be used for dynamics up to a few picoseconds [62, 63],... [Pg.279]

For an isolated polymer chain, the problem is purely geometrical. Indeed, the spatial shape of an ideal chain resembles the path of a randomly wandering Brownian particle (see Chapter 6). What new features will the shape of the chain acquire, if we allow for the excluded volume Clearly, since the private space of each monomer is not available to the rest, the chain cannot possibly cross itself at any stage. This sort of behavior can be described as self-avoiding. For example, if there were an equivalent Brownian particle, it would not be allowed to cross its own track. A two-dimensional version of such a trajectory is sketched in Figure 8.2. Thus, we have made it a purely geometrical problem of self-avoiding random walks. [Pg.153]

Many medicines are based on proteins pharmacological companies would love dearly to be able to predict, by a cheap computation, what is the equilibrium spatial shape of a polypeptide chain with a given sequence. This prediction of tertiary structme based entirely on the sequence is really a multi-billion dollar problem. What people try to do to address it in practice is to invoke an additional information, a hint apart from the sequence itself — to find other known proteins with elements of sequence similarity, and then to guess the new tertiary structure based on the elements of the known ones. This might be a nice practical solution, particularly when it works, but here in this book we are not interested in such things, for us it is almost like cheating. We want to discuss the heads-on approach in the end, this... [Pg.197]


See other pages where Spatial shape is mentioned: [Pg.272]    [Pg.27]    [Pg.58]    [Pg.193]    [Pg.208]    [Pg.20]    [Pg.227]    [Pg.14]    [Pg.1544]    [Pg.78]    [Pg.104]    [Pg.404]    [Pg.219]    [Pg.365]    [Pg.116]    [Pg.382]    [Pg.382]    [Pg.412]    [Pg.138]    [Pg.465]    [Pg.14]    [Pg.423]    [Pg.69]    [Pg.402]    [Pg.204]    [Pg.48]    [Pg.807]    [Pg.44]    [Pg.31]    [Pg.341]    [Pg.335]    [Pg.197]   
See also in sourсe #XX -- [ Pg.382 ]

See also in sourсe #XX -- [ Pg.323 ]




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Lipids spatial shape

Polymers with Unique Spatial Shapes

Shaping of the spatial response

Spatial phase shaping

Unique-spatial shape

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