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IR-9.3                                  C O O R D I N A T I O N  C O M  P O U N D S





                       that differ only in the spatial  d istribution of the components are known  a s  s tereoisomers.
                       Stereoisomers that are mirror images of one another are called  e nantiomers (sometimes
                       these have been called optical isomers),  w  hile those  t  hat are not are called
                       diastereoisomers  ( or geometrical isomers).  T  his is an important distinction in chemistry
                       as, in general, diastereoisomers  e  xhibit different physical, chemical and spectroscopic
                       properties from one another, while enantiomers exhibit identical properties (except in the
                       presence of other chiral entities). It is instructive to consider an everyday analogy in order
                       to establish how the configuration of a  m  olecule (and the embedded spatial  r elationships)
                       can be described.
                         Using the terminology introduced above, left and right hands may be regarded as
                       enantiomers of one another, since  t hey are different (non-superimposable), but they are
                       mirror images of each other. In both cases the thumbs are adjacent to the index  fi nger, and
                       the components  o f  e ach hand are similarly disposed relative to all the other  p arts of that
                       hand. If the thumb and index  fi nger of a r ight hand were to be exchanged, the resulting hand
                       could be considered to be a d iastereoisomer of the normal right hand (and it too would have
                       an enantiomer, resulting from a  s imilar exchange on a  l eft hand). The key point is that the
                       relative positions of the components  o f  d iastereoisomers (the normal right hand and the
                       modified one) are different.
                         In order to describe the hand fully the components  ( four fingers, one  t humb and the
                       central part of the hand) must be identified, the points of attachment available on the hand,
                       and the relative positions of the fingers and thumb around  t he hand, must b e  d escribed and
                       whether  t he hand is ‘left’ or ‘right’ must  b e  s pecified. The last three steps deal with the
                       configuration of the hand.
                         In the case of a  c oordination compound, the name  a nd formula describe  t he ligands
                       and central atom(s). Describing the configuration of such a c oordination compound requires
                       consideration of three factors:

                       (i)  coordination geometry –  i dentification of the overall shape of the molecule;
                       (ii) relative configuration –  d escription of the relative positions of the components  o f  t he
                           molecule, i.e. where the ligands are placed around  t he central atom(s) in the identified
                           geometry;
                       (iii) absolute  c onfiguration –  i dentification of which enantiomer is being specified (if the
                           mirror images are non-superimposable).

                         The next three sections deal with these steps in turn. A  m  ore detailed discussion of the
                       configuration of coordination compounds can be found elsewhere. 9




           IR-9.3.2    Describing the coordination geometry

           IR-9.3.2.1  Polyhedral symbol

                       Different geometrical arrangements of the atoms attached to the central atom are possible
                       for all coordination numbers greater than one. Thus, two-coordinate  s pecies may involve  a
                       linear or a  b ent disposition of the ligands and central atom. Similarly, three-coordinate
                       species may be trigonal  p lanar or trigonal pyramidal, and four-coordinate species may be




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