Enantiomers geometric

D.W. Armstrong, A. Alak, K. Bui, W. DeMond, T. Ward, T.E. Riehl and W.L. Hinze, Facile Separation of Enantiomers, Geometrical Isomers, and Routine Compounds on Stable Cyclodextrin LC Bonded Phases, J. Indus. Phenomena, 2(1984)533. 

FACILE SEPARATION OF ENANTIOMERS, GEOMETRICAL ISOMERS, AND ROUTINE COMPOUNDS ON STABLE CYCLODEXTRIN LC BONDED PHASES... 

When additional substituents ate bonded to other ahcycHc carbons, geometric isomers result. Table 2 fists primary (1°), secondary (2°), and tertiary (3°) amine derivatives of cyclohexane and includes CAS Registry Numbers for cis and trans isomers of the 2-, 3-, and 4-methylcyclohexylamines in addition to identification of the isomer mixtures usually sold commercially. For the 1,2- and 1,3-isomers, the racemic mixture of optical isomers is specified ultimate identification by CAS Registry Number is fisted for the (+) and (—) enantiomers of /n t-2-methylcyclohexylamine. The 1,4-isomer has a plane of symmetry and hence no chiral centers and no stereoisomers. The methylcyclohexylamine geometric isomers have different physical properties and are interconvertible by dehydrogenation—hydrogenation through the imine. 

Long before chiral allenes were known (Problem 9.72), the resolution of 4-methylcyclohexylideneacetic acid into two enantiomers had been carried out. Why is it chiral What geometric similarity does it have to allenes ... 

The trisulfane molecule exists as two conformers which have been termed as cis- and trans-HzSi. While the trans-form is a helical molecule of C2 symmetry with the motif ++ (or — for the enantiomer), the cfs-form is of Q symmetry with the motif +- (identical to -+). Both forms have been detected by rotational spectroscopy [17, 45, 46]. The motif gives the order of the signs of the torsion angles at the SS bonds. The geometrical parameters [17] are presented in Table 4. The trans-isomer is by only 1 kj mol more stable than the cfs-form but the barrier to internal rotation from tmns to cis is 35 kJ mor [46]. The dipole moments were calculated by ab initio MO theory at the QCISD/TZ+P level as 0.68 D (trans) and 2.02 D (cis) [46]. For geometrical parameters of cis- and trans-trisulfane calculated at the MP2/6-311++G> > level, see [34]. 

The symmetry properties of the pentacoordinate stereoisomerizations have been investigated on the Berry processes. They have been analyzed by defining two operators Q and The operator / is the geometrical inversion about the center of the trigonal bipyramid. Since this skeleton has no inversion symmetry, / moves the skeleton into another position. Moreover, if the five ligands are different, it transforms any isomer into its enantiomer, as shown in Fig. 3. 

The term fine chemicals is widely used (abused ) as a descriptor for an enormous array of chemicals produced at small scale and is frequently assumed to infer a significant added value of the product derived from the degree of complexity (number of functional groups, geometric isomers, and enantiomers) and precision in their manufacture. Whether the term fine chemicals refers to the finesse of the chemistry or to the small scale of manufacture is far from clear. However, in order to assist our discussion the following division can be adopted [2] ... 

Stereo isomers have the same constitution, but a different spatial arrangement of their atoms they differ in their configuration. Two cases have to be distinguished geometric isomers (diastereomers) and enantiomers. 

Table 9.3 Number of possible geometric isomers depending on the number of different ligands (designated by A, B, C,. ..) for some coordination polyhedra (excluding chelate complexes). Of every pair of enantiomers only one representative was counted...

In general, the same sense of chiral induction is obtained with either geometrical stereoisomer, which facilitates the use of (E/Z)-isomeric mixtures. An exception to this was recently reported by Heller and Bomer [56d]. Remarkably, hydrogenation of methyl (Z)-/3-acetylamino pentenoate with [(S,S)-Et-DuPhosRh (COD)]BF4 at 1 bar gave the (R)-enantiomer of product in 31% ee, whereas the same reaction at 30 bar resulted in an inversion of configuration and the (S)-product in 77% ee. 

It is to be noted that geometrical isomers are now also classified as diastereoisomers. Therefore diastereomers are any stereoisomers which are not enantiomers of each other and the term is not restricted to optical isomers only. 

An example is l-Methyl-2-chlorocyclopropane which exists as a pair of geometric isomers and since each isomer has a non superimposable mirror image, it has a pair of enantiomers. Thus its forms are... 

The geometrical isomers are xxii and xxiii. The cis and trans both will exist in two optically active forms along with their one racemic modification. Therefore, the optically active forms of cis and trans will all be different and we will have two pairs of enantiomers. This is also according to the rule of 2 optically active forms where n represents the number of different chiral centres. 

Now, let us examine the case where all three carbon atoms of cyclopropane become asymmetric and satisfied by different groups. In such a case because the molecule contains three different chiral centres, therefore, there will be 23 = 8 optically active forms (four pairs of enantiomers) and there will be four geometrical isomers. The different forms are (xxv) a-d). 

The zwitterionic A5S7-fluorosilicates 4-22 were isolated as crystalline solids. Compounds 4-8, 13, and 17-22 were structurally characterized in the solid state by single-crystal X-ray diffraction. In contrast to the achiral zwitterions 4-16, the zwitterions 17-22 are chiral, the respective crystals consisting of pairs of enantiomers [(A)- and (C)-enantiomers]. In all cases, the /-coordination polyhedron was found to be a somewhat distorted trigonal bipyramid, with fluorine atoms in the two axial sites. This is illustrated for 6 and 19 in Fig. 1. Selected geometric parameters for compounds 4-8, 13, and 17-22 are listed in Table I. As can be seen from these data, the axial Si-F distances [1.647(2)-1.743(1) A] are significantly longer than the equatorial ones [1.589(2)-1.638(1) A]. The Si-Cl distances amount... 

As demonstrated by single-crystal X-ray diffraction, the /-coordination polyhedra of 85-87 are distorted trigonal bipyramids, with each of the axial positions occupied by the oxygen atoms. This is shown for compound 86 in Fig. 11. In all cases, the crystals are formed from pairs of (A)- and (A)-enantiomers. Selected geometric parameters for 85-87 are listed in Table XIII. As can be seen from the Si-O [1.8004(10)-1.829(6) A], Si-N [1.741(7)-1.764(6) A], and Si-C distances [1.867(8)-1.915(2) A], the A/02N2C frameworks of 85-87 are built up by five normal covalent bonds and do not involve a bonding system in the sense of the 4+1 coordination usually observed for pentacoordinate silicon species with Si-N bonds. 

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