Page 81 - Vogel's TEXTBOOK OF QUANTITATIVE CHEMICAL ANALYSIS
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FACTORS INRUENCINC THE  STABlLlW OF COMPLEXES   2.25

       In  the  above  equilibria  it  has  been  assumed  that  no  insoluble  products  are
       formed nor any polynuclear species.
         A  knowledge  of  stability  constant  values  is  of  considerable importance in
       analytical chemistry, since they  provide information about the concentrations
       of  the various complexes formed by a metal in specified equilibrium mixtures;
       this  is  invaluable  in  the  study  of  complexometry,  and  of  various  analytical
       separation procedures such as solvent extraction, ion exchange, and chromato-
       graphy.'v3

       2.24  METAL ION BUFFERS
       Consider the equation for complex formation
       M + L = ML;  K  = [ML]/[M]  [LI
       and assume that ML is the only complex to be formed by the particular system.
       The equilibrium constant expression can be  rearranged to give:


       log[M]  = log 1/K +log[ML]/[L]
       pM  = log K - log[ML]/[L]

       This shows that the pM value of the solution is fixed by  the value of K and the
       ratio of  complex-ion concentration to that  of  the free ligand. If  more of  M is
       added to the solution, more complex will be formed and the value of  pM will
       not change appreciably. Likewise, if  M is removed  from the solution by  some
       reaction, some of  the complex will dissociate to  restore the value of PM. This
       recalls  the  behaviour  of  buffer  solutions  encountered  with  acids  and  bases
       (Section 2.20), and  by  analogy, the complex-ligand  system may  be  termed  a
       metal ion buffer.


       2.25  FACTORS INFLUENCING THE  STABlLlTY  OF  COMPLEXES
       The stability of a complex will obviously be related to (a) the complexing ability
       of the metal ion involved, and (b) characteristics of the ligand, and it is important
       to examine these factors briefly.

       (a)  Complexing ability of metals.  The relative complexing ability of metals is
       conveniently described  in  terms  of  the  Schwarzenbach classification, which  is
       broadly based upon the division of metals into Class A and Class B Lewis acids,
       i.e. electron acceptors. Class A  metals are distinguished by  an order of  affinity
       (in aqueous  solution) towards the  halogens  F- B Cl- >Br-  > 1-, and form
       their most stable complexes with the first member of each group of donor atoms
       in  the  Periodic  Table  (i.e.  nitrogen,  oxygen  and  fluorine).  Class  B  metals
       coordinate much more readily with 1-  than with F- in aqueous solution, and
       form their most stable complexes with the second (or heavier) donor atom from
       each  group  (i.e.  P,  S,  Cl).  The  Schwarzenbach  classification  defines  three
       categories of  metal ion acceptors:
       1.  Cations with noble gas configurations. The alkali metals, alkaline earths and
         aluminium  belong  to this group which exhibit Class A  acceptor properties.
         Electrostatic  forces  predominate  in  complex  formation,  so  interactions
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