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Spatial Configurations

Ladenburg and Olschlagel (6), working on i -ephedrine in 1889 demonstrated the presently accepted structure  [Pg.349]

It was shown that f -ephedrine is a secondary amine, containing an alcoholic hydroxyl group, as indicated by the formation of a nitrosamine and a dibenzoyl derivative. The presence of a methyl group is evident from the appearance of methylamine by oxidative or degradative reac- [Pg.349]

However, misled by the abnormality of some chemical reactions, Miller (18) in 1902, suggested a different structure, [Pg.350]

Emde suggested that ephedrine and i -ephedrine are stereoisomerides, a fact supported by the ease with which ephedrine is converted to -ephedrine and particularly by the reversibility of this reaction, which was confirmed by Gadamer (251). [Pg.350]

To clarify the situation Schmidt (22) in 1909 reported a decisive experiment on distillation of ephedrine hydrochloride in an atmosphere of carbon dioxide. Methylchloride and propiophenone are formed, a reaction compatible only with structure I. [Pg.350]


Double bonds also occur in other covalent compounds. By considering each double bond to behave spatially as a single bond we are able to use Table 2.6 to determine the spatial configurations of such compounds. [Pg.40]

The spatial configurations of each of these compounds can be deduced by reference to Table 2.8.)... [Pg.40]

Other compounds containing lone pairs of electrons readily form co-ordinate links and in each case a change in spatial configuration accompanies the bond formation. The oxygen atom in dimethyl ether, CHj—O—CHj, has two lone pairs of electrons and is able to donate one pair to, for example, boron trichloride ... [Pg.41]

Chemical Properties. Because of its chiral center, malic acid is optically active. In 1896, when tartaric acid was first reduced to malic acid, the levorotatory enantiomer, S(—), was confirmed as having the spatial configuration (1) (5,6). The other enantiomer (2) has the R configuration. A detailed discussion of configuration assignment by the sequence rule or the R and S system is available (7). [Pg.521]

The referential formulation is translated into an equivalent current spatial description in terms of the Cauchy stress tensor and Almansi strain tensor, which have components relative to the current spatial configuration. The spatial constitutive equations take a form similar to the referential equations, but the moduli and elastic limit functions depend on the deformation, showing effects that have misleadingly been called strain-induced hardening and anisotropy. Since the components of spatial tensors change with relative rigid rotation between the coordinate frame and the material, it is relatively difficult to construct specific constitutive functions to represent particular materials. [Pg.119]

The deformation may be viewed as composed of a pure stretch followed by a rigid rotation. Stress and strain tensors may be defined whose components are referred to an intermediate stretched but unrotated spatial configuration. The referential formulation may be translated into an unrotated spatial description by using the equations relating the unrotated stress and strain tensors to their referential counterparts. Again, the unrotated spatial constitutive equations take a form similar to their referential and current spatial counterparts. The unrotated moduli and elastic limit functions depend on the stretch and exhibit so-called strain-induced hardening and anisotropy, but without the effects of rotation. [Pg.119]

For some purposes, it is convenient to express the constitutive equations for an inelastic material relative to the unrotated spatial configuration, i.e., one which has been stretched by the right stretch tensor U from the reference configuration, but not rotated by the rotation tensor R. The referential constitutive equations of Section 5.4.2 may be translated into unrotated terms, using the relationships given in the Appendix. [Pg.163]

The triple product of three noncolinear line elements in the reference configuration provides a material element of volume dV. Another well-known theorem in tensor analysis provides a relation with the corresponding element of volume dv in the current spatial configuration... [Pg.172]

The components of strain ej- relative to the unrotated spatial configuration are shifted to components of strain relative to the reference configuration by the stretch U, or to components of strain Cy relative to the current spatial configuration by the rotation R. The tensors E, e, and e all are measures of the same irrotational part of the deformation, but with components relative to different configurations. [Pg.175]

Identify potential sources of strong blast present within the area covered by the flammable cloud. Potential sources of strong blast include —extended spatial configuration of objects such as process equipment in chemical plants or refineries and stacks of crates or pallets ... [Pg.131]

Thus, the transition state includes one A and one H"-, but the kinetics says nothing about the charge distribution or spatial configuration of these components this is the basis of the problem of kinetic indistinguishability that we discussed in Section 3.3. [Pg.217]

Notice that P f) has a maximum at f — 1/2. The presence of this maximum can be directly traced back to the length-2 loop of the STG shown above, which yields a period-2 component in the spatial configurations. The half-width of the peak (=log(l/g)) is seen to decrease as q decreases, a natural consequence of the period-2 part of the STG being visited more often as q increases. Figure 6.4 shows in empirical estimate of the power spectrum for rule R56 obtained for a size iV = 2 = 2048 system. [Pg.309]

Crystallinity Molecular weight Flammability Spatial configuration Chemical resistance... [Pg.15]

Inhibitors must possess chemical and physical properties that will ensure absorption by root tips or penetration by foliar surfaces, and translocation to the active site. Once there they must assume the precise spatial configuration required to complement the molecular architecture of the active center if they are to block the key reaction. A comprehension of comparative biochemistry and information on how plants differ in the architecture of the reactive sites should assist in developing truly selective herbicides. [Pg.140]

Inputs of organic matter and nutrients, benthic metabolism, and nutrient retention at each stream section depend on diffuse and point sources. Yet, under low flow conditions, water and matter transport downstream becomes impeded or discontinued due to stream contraction and fragmentation during dry periods. Therefore, nutrient export from rivers in semiarid regions will depend, more so than in more humid regions, on the interplay between the spatial configuration of organic matter... [Pg.187]

The pyruvate dehydrogenase complex consists of a number of polypeptide chains of each of the three component enzymes, all organized in a regular spatial configuration. Movement of the individual enzymes appears to be restricted, and the metabofic intermediates do not dissociate freely but remain bound to the enzymes. Such a complex of enzymes, in which the sub-... [Pg.140]

Fig. 76.—Spatial configuration of a polymer chain taking the origin of coordinates at one end of the chain. Fig. 76.—Spatial configuration of a polymer chain taking the origin of coordinates at one end of the chain.
Skorodumova, N.V. and Simak, S.I. (2000) Spatial configurations of monoatomic gold chains. Computational Material Science, 17, 178—181. [Pg.246]

Santos also scrutinized the polymer-like behavior of the constructed stream lines. Two characteristics were analyzed the second moment of the end-to-end distance distribution, (r2)0, which characterizes the spatial configurations of chain molecules, and the radius of gyration, Rg, that indicates how the... [Pg.69]

Rigorous calibration is a requirement for the use of the side-by-side membrane diffusion cell for its intended purpose. The diffusion layer thickness, h, is dependent on hydrodynamic conditions, the system geometry, the spatial configuration of the stirrer apparatus relative to the plane of diffusion, the viscosity of the medium, and temperature. Failure to understand the effects of these factors on the mass transport rate confounds the interpretation of the data resulting from the mass transport experiments. [Pg.108]

An enzyme consists of a polypeptide chain with a particular spatial configuration specific to that sequence of amino acids. The molecule twists and turns, forming structural features that are catalytically active, these being known as active sites. There may be more than one active site per enzyme molecule. Sometimes an auxiliary catalyst, known as a coenzyme, is also needed. Apparently, only the relevant active site of the enzyme comes into contact with the substrate and is directly involved in the catalysed reaction. The active site consists of only a few amino acid residues. These are not necessarily adjacent to one another in the peptide chain but may be brought into proximity by the characteristic folding of the enzyme structure. The active site may also include the coenzyme. The remainder of the enzyme molecule fulfils the essential function of holding the components of the active site in their appropriate relative positions and orientation. [Pg.77]

The task of expressing the energy of a system comprised of a number of nuclei and electrons as a function of their spatial configuration is... [Pg.112]

Without specifying the dimensions and spatial configuration of the solvation shell, we will treat it in terms of its macroscopic characteristic, like of other dielectric materials. First, consider a polar solution, in which the solutes possess a constant dipole moment as is shown in Fig. 4. In each solvate of a solution, the immediate surroundings are polarized due to the dipole moment, /[Pg.201]


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See also in sourсe #XX -- [ Pg.131 ]




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