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Geometric isomerism defined

The L-B films offer some advantages over aqueous-hydrocarbon interfaces of micelles and the related assemblies discussed above in terms of the magnitude of their orienting ability and the ease of interpretation of selectivity in photoreactions conducted in them. Molecules in the films have very little freedom of motion (stiff reaction cavities), their interfaces are very well defined, and therefore the alignment of reactant molecules can be readily expressed in the products. Photodimerization of stilbazole derivatives 62, N-octadecyl-l-(4-pyridyl)-4-(phenyl)-l,3-butadiene, (63), surfactant styrene derivatives 64 and 65, and cinnamic acids have been carried out in L-B films [18, 196-200], In all cases, single isomeric head-head dimers are obtained. Geometric isomerization of olefins has not been observed in competition with photodimerization. Independent of the location of the chromophore (i.e.,... [Pg.144]

Geometric isomerism was first defined by Wislicenus in 1887 as isomerism occurring in compounds where rotation is restricted by double bonds or ring systems. Geometric isomers do not rotate the plane of polarized light (unless they also contain a chiral center), and hence are not optically active. [Pg.2146]

The geometrical isomerism of 4-aminocrotonic acid, which helped to define the active conformation of the neurotransmitter, y-aminobutyric acid, is described in Section 12.7. [Pg.505]

This important type of geometrical isomerism concerns polymers with 0=C double bonds in the main chain (Figure 10). A tram isomer corresponds to the state when two main-chain bonds adjacent to a double bond (X-C and C-Y bonds in the chain. ..—X—OC—Y—...) are nearly parallel to each other, that is, when the main-chain groups X and Y are located at different sides of the plane defined by the C=C double bond. In a cis isomer the groups X and Y are located on the same side of the plane. [Pg.7]

Define the terms geometric isomerism and optical isomerism and give an example of each. [Pg.994]

Definitions. Define and illustrate the following terms (a) complex ion, (b) ligand, (c) strong-field complex, (d) weak-field complex, (e) geometrical isomerism, (f) kinetic stability, (g) thermodynamic stability. [Pg.474]

Some time ago we developed conditions to investigate this system. Conditions were defined for the successful solubilization of integral membrane enzymes, using CHAPS, a zwitterionic detergent, and for reconstituting these enzymes into proteoliposomes (Beyer et al. 1985, Beyer 1985). As it is possible to separate proteins in micellar solution under certain circumstances, it should also be possible to characterize individual enzymes of the sequence by use of the reconstituted system. Problems, however, arise in such a system when a reaction is mediated by more than one enzyme and it will be shown that indeed carotene desaturation proceeds by cooperation of the membrane-integral desaturases with peripheral protein factors. In addition to these problems there are two other crucial points as to the nature of the terminal electron acceptor and - as has also been found -the state of geometrical isomerism of the carotene intermediates. [Pg.287]

Isomers that differ by their chemical constitution are constitutionally isomeric. As traditionally defined, stereoisomers are molecules with the same chemical constitution that differ with respect to the relative spatial arrangement of their constituent atoms. Since many types of flexible molecules exist whose shape rapidly change with time and that are not adequately representable by any geometric model, stereoisomers must be defined as follows, without reference to molecular geometry ... [Pg.204]

Permutational isomerism was defined in 1970 [12]. It relies on a conceptual dissection of molecules into a set of ligands L and a skeleton in a fashion that is appropriate for a considered problem [10]. Any distinct molecules that result from a given molecule by permuting its ligands are called permutationally isomeric. The set of all isomers that can be generated in this way is called a family of permutation isomers. Although stereoisomers exist that are not permutation isomers, and there are non-steroisomeric permutational isomers, the notion of permutational isomerism in combination with the concept of chemical identity serves well as a basis for a unified essentially non-geometric treatment of stereochemistry [10, 35]. [Pg.207]


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See also in sourсe #XX -- [ Pg.20 ]




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