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               758                                                                              Coordination Compounds


                                 TABLE X Diastereoisomer Salt Formation
                                     Racemate (X)     Resolving agent (A)  Solvent     LSD a
                                 (NH 4 ) 2 [Pt(S 5 ) 3 ]  (−)-[Ru(bipy) 3 ](ClO 4 ) 2  Acetone  (−)A(−)X
                                 [Co(EDTA)] −        L-Histidinium      Water–ethanol  (+)A(+)X
                                        H
                                        N
                                  Na[Rh(  SO 2 ) 2 (H 2 O) 2 ]    (+)-H 3 CCH(C 6 H 5 )NH 2  Water  (+)A(+)X
                                        N
                                        H
                                 [Ru(bipy) 3 ] 3+    (+)-[Co(LCysu) 3 ] 3−  Water   (+) 350 X(+)A
                                 [Co(en) 2 (NO 2 ) 2 ] +  (+)-[Co(EDTA)] −  Water    (−)X(+)A
                                   a  This column describes the less soluble diastereoisomeric (LSD) slat formed from the
                                 resolving agent (A) and one hand of the racemate. It gives (sign of rotation of the cation) (sign
                                 of rotation of the anion). This measurement was done at the yellow lines of sodium, except for
                                 the [Rh(biby) 3 ] 3+  ion, where the rotation is at 350 nm, as indicated by the subscript (+) 350 .

               the racemic mixture and right–left for the left-handed half.  Of the several claimed separations of D-47 from L-47 (op-
               Table X shows some examples of resolutions.       tical resolution) at least that of [Co(NH 3 ) 2 (NO 2 ) 2 (CN) 2 ]
                 Pasteur found for organic racemates involving asym-  seems authentic.
               metric tetrahedral carbon atoms that microorganisms  Quite apart from such modification of essentially sym-
               (themselves made up of chiral molecules all of one hand;  metric shapes, there is another general effect, causing dis-
               i.e., bacteria are very stereospecific reagents) metabolize  tortion of symmetric shapes, that is particularly common
               one hand much more rapidly than the other. In much  among coordination compounds of some transition metals
               the same way, microorganisms show at least stereos-  (but also known for other species, such as the first elec-
               electivity and occasionally, apparently, stereospecificity  tronic excited state of benzene). This is the Jahn–Teller
               (100% selection) for those few octahedral chelated com-  effect. For nonlinear assemblies of nuclei and electrons,
               pounds that have been studied. For example, racemic  unequal occupancy of degenerate orbitals is unstable, and
               mer-trisglycinatocobalt(III) serves as a nitrogen source  there will be a lower energy state of different geometry in
               for Pseudomonas stutzeri, but only the D hand is con-  which the nuclear framework has been distorted. Taking
                                                                                                    4
               sumed; the L is unaffected. This is the best way to ob-  the electronic configurations of spin-free d [e.g., Cr(II),
                                                                                9
               tain this uncharged complex compound in optically active  Mn(III)] and any d [e.g., Cu(II), Ag(II)] as examples, in
               form.                                             octahedral ligand fields the electron occupancy is shown
                                                                 in 48 and 49,
               G. Jahn–Teller Effect
               For the common four- and six-coordinated shapes, lower-
               ing of symmetry by di- or trisubstitution of one ligand by
               another leads to geometric isomerism (where the shape of
               the field around the metal ion differs between the two iso-
               mers, e.g., fac and mer). Similarly, for the six-coordinated
               octahedron (O h ), lowering of symmetry by removing re-
               flection elements (center, plane, or improper axis), as in  respectively. The Jahn–Teller theorem says that the nu-
               47, gives the                                     clei will move to lift the degeneracy (i.e., x = y  = z), as in
                                                                 Fig. 6. There are many cases of such distortion. Indeed,
                                                                 either (or both) the ground state or the first excited state of
                                                                                 n
                                                                 all configurations d (1 ≤ n ≤ 9) is subject to Jahn–Teller
                                                                 distortion. Particularly noticeable are departures from reg-
                                                                 ular shape in which the unequally occupied degenerate
                                                                 orbitals are antibonding; some examples are given in
                                                                 Table XI. The energy level diagram for T d for a partic-
                                                                                                        n
                                                                      n
               possibility of enantiomerism. This is usually done by  ular d is the inverse of that for O h , for the same d shown
               chelating. Examples of racemates D-47 + L-47 are known.  in Figs. 4 and 5.
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