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               88                                                                                     Stereochemistry


















                                      FIGURE 9 Conformers of meso-tartaric acid and of 1,2-dibromoethane.

               line of the double bonds or bisecting the rings). Also in  question was provided by K. S. Pitzer in 1936 when he
               this category are the biphenyls, to be discussed later. Yet  discovered that ethane itself (Fig. 10) exists in staggered
               another common type of chirality due to “chiral planes”  conformation and that the three possible staggered confor-
               is seen in the benzenechromium complex in Fig. 8F. (The  mations are separated by energy barriers of 12.1 kJ/mole
               normal symmetry plane of the benzene rings is abolished  (corresponding to the eclipsed conformation as the en-
               by the out-of-plane coordinated chromium atom.)   ergy maximum). Such barriers are high enough to allow
                                                                 detection ofthe individual conformers by vibrationalspec-
                                                                 troscopy but far too low to allow chemical separation.
               XI. CONFORMATION                                  What one sees in chemical behavior (and also in physi-
                                                                 cal measurements involving “slow” time scales, such as
               van’t Hoff’s counting of stereoisomers was based on  measurement of dipole moments or of electron diffraction
               the assumption that rotation about single bonds was  patterns), is an average of the contributing stable con-
               “free,” otherwise there should be at least three isomers  formations (called “conformers”) produced by their rapid
               of meso-tartaric acid shown in Fig. 9A–C two of which  interconversion.
               (Fig. 9B, C) would be chiral and enantiomeric. (This is  The staggered conformations of butane (in Newman
               on the assumption that the substituents are staggered—  projections) are shown in Fig. 11 and resemble those in
               see below—otherwise many more isomers could exist.)  1,2-dibromoethane  (Fig.  9).  There  are  three;  in  two  of
               In 1932, However, S.-I. Mizushima discovered by vibra-  them (the enantiomeric gauche conformers in Fig. 11A,
               tional spectroscopy that there are, in fact, two isomers of  C the terminal methyl groups are close enough together
               1,2-dibromoethane (Fig. 9D, E; vibrational spectroscopy  to give rise to van der Waals repulsion. Thus these
               cannot distinguish between enantiomers). It was estab-  conformers are less stable (by 4 kJ/mole) than the anti
               lished later that the bromine substituents are “staggered”  conformer  (Fig.  11B),  in  which  the  methyl  groups  are
               rather than “eclipsed,” meaning that the torsion angle Br–  remote from each other. [The relative instability of the
                          ◦
                                        ◦
               C–C–Br is 60 (Fig. 9D) or 180 (Fig. 9E) rather than 0 .  gauche (Fig. 9D) relative to the anti confomer (Fig. 9E)
                                                           ◦
               The structures in Fig. 9D, E are said to differ in “confor-  is even greater in BrCH 2 CH 2 Br because of additional
               mation” (rotation about single bonds).            dipole  repulsion  in  Fig.  9D  and  its  enantiomer.]  The
                 Why are there differing isomers for 1,2-dibromoethane  conformations of Fig. 11A, C in which the torsion angle
               even though they cannot be isolated? The answer to this  ω[C(1)–C(2)–C(3)–C(4)] is 60 ◦  are called “gauche”












                      FIGURE 10 Eclipsed and staggered conformations of ethane. Since the hydrogen atoms on the front carbon obscure
                      those in the rear in the eclipsed conformation, the torsion angle is offset by a few degrees in the Newman formula.
                      [Reprinted with permission from Eliel, E., Allinger, N. L., Morrison, G. A., and Angyal, S. J. (1981). “Conformational
                      Analysis,” American Chemical Society, Washington, DC. Copyright 1981 American Chemical Society.]
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