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Dissymmetry configuration

This report presents various methods developed primarily at our laboratory for chromatographic resolution of racemates of several pharmaceuticals (e.g., -blockers, NSAIDS, anta-acids, DL-amino acids, Bupropion, Baclofen, Etodolac, Carnitine, Mexiletine). Recently, we developed methods for establishing molecular dissymmetry and determining absolute configuration of diastereomers (and thus the enantiomers) of (/< .S )-Baclofcn, (/d.SJ-Bctaxolol with complimentary application of TLC, HPLC, H NMR, LCMS this ensured the success of diastereomeric synthesis and the reliability of enantioseparation. [Pg.32]

The following discussion is divided into three subsections the ketone chromophore (Section 4.4,1.1.), for which configurational assignments are based on the effect of ring dissymmetry and substitution pattern on the rotatory power of the n-rt transition. For conjugated chro-mophores (Section 4.4.1.2.) it is both the helicity of the chromophore and the vicinal substituent effect that determines the rotatory power of the 71-71 transition. Finally, the versatile stereochemical method, exciton chirality method (Section 4.4.2.), is based on the chiral interaction between the electric dipoles of the allowed transitions in two or more chromophores. [Pg.499]

The sulfenate-sulfoxide and sulfinate-sulfone rearrangements are very reliable and proceed with complete syn stereoselectivity17, ls. The allenic sulfoxides can be used for the synthesis of chiral alkylallenes with retention of configuration (see Section 1.1.3.). The relative configuration at sulfur in the allenic sulfoxides is not important for further synthetic purposes and racemization at sulfur is often observed without affecting the allenic axial dissymmetry. [Pg.538]

Dissymmetry may occur if the ligand adopts a preferred flattened tetrahedral geometry about the metal ion. CD spectra of [VO(sal(5)pn)] and [VO(sal(55)chxn)] exhibit evidence of A (71) and A (72) configurations. From CD spectra, for complexes with tetradentate SBs,726 the geometry around V02+ has a slight pseudotetrahedral distortion. [Pg.533]

These heterocycles have been the subject of considerable research. Particular interest has focused on the stereochemistry of the dibenzarsole and dibenzostibole system. If the condensed ring system is planar and the heteroatom has a normal pyramidal configuration, substitution in one of the benzene rings would lead to dissymmetry about the heteroatom and the materials would be expected to demonstrate optical activity. [Pg.548]

Molecular mechanics calculations and temperature-dependent CD spectra may reveal details of the conformational map not attainable by DNMR. Thus, double minima within each of the anti and syn forms were inferred from molecular mechanics calculations and were also supported by the temperature dependence of the CD spectra. Rotational strength calculations for the stable conformations predicted by the molecular mechanics calculations (or for any other arrangement) are in fair agreement with respect to both the sign and the dissymmetry factor for many of the studied compounds and may also allow for tentative assignments of absolute configuration in cases where this is not known (87JA492). [Pg.230]

While Pasteur was able to deduce many important conclusions using optical crystallography as his main tool, structural crystallography has the ability to go much further. It has been established that tartaric acid contains two centers of dissymmetry, with the naturally obtained optically active acid having the (i ,i )-configuration [23], En-... [Pg.373]

Octahedral Vanadium(III). It has been pointed out by Jorgensen (19) that the vanadium(III) ion may not be the most suitable example on which to study the reduction of interelectronic repulsion parameters. In principle, both the vanadium(III) and the cobalt(II) ions to be discussed below are configurationally instable owing to the influence of the Jahn-Teller effect (76) on the orbitally d enerate ground states Ti, and respectively. However, in contrast to Ej states, it may be expected that the distortion should be relatively small in electronic Ti, and T g states. Since any indication of a dissymmetry is lacking in the electronic spectra studied here, the influence of the Jahn-Teller effect will not be considered farther. [Pg.201]

Chirality may exist in many molecules that do not possess a chiral center. Such compounds may possess a chiral plane or a chiral axis, and are said to be dissymetric with respect to either that plane or that axis. Certain optically active allenes, biaryls, alkylidenecyclohexanes, and spiranes provide examples of axially dissymmetric molecules (chiral axis), irons-Cycloalkenes exemplify planar dissymmetry in molecules. The configurations of these classes may be specified by the Cahn-Ingold-Prelog convention using the usual R and 5 descriptors. Special subrules, which we will not describe here, are applied to this purpose. The interested reader is referred to references 8 (see p. 43) and 9 for details. Scheme 2.1 presents some molecules that are optically active because of planar or axial dissymmetry, and for which the absolute configurations have been determined. [Pg.45]

It can be stated with reasonable assurance that the particle content is conserved in the process though the dissymmetry of the density profile in the blobs renders any Abel inversion strictly speaking unpracticable. Relaxation sets in, in pinch discharges, provided there is a small dissipative mechanism related to some level of microscopic activity. Then lines of force can break and rejoin on a time scale close to the resistive diffusion time. It is widely accepted that such states evolve towards a minimum energy state which obeys a force-free configuration in which V X -B = (jl-B with (ji a constant for all field lines, and B is the magnetic field. [Pg.178]


See other pages where Dissymmetry configuration is mentioned: [Pg.536]    [Pg.180]    [Pg.36]    [Pg.95]    [Pg.399]    [Pg.13]    [Pg.260]    [Pg.148]    [Pg.251]    [Pg.657]    [Pg.120]    [Pg.332]    [Pg.412]    [Pg.407]    [Pg.438]    [Pg.138]    [Pg.29]    [Pg.347]    [Pg.12]    [Pg.13]    [Pg.355]    [Pg.148]    [Pg.273]    [Pg.296]    [Pg.167]    [Pg.63]    [Pg.857]    [Pg.220]    [Pg.97]    [Pg.181]    [Pg.78]    [Pg.1124]    [Pg.295]    [Pg.634]    [Pg.332]    [Pg.458]   
See also in sourсe #XX -- [ Pg.65 ]




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Configurational dissymmetry

Dissymmetry

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