Werner's theory of coordination compounds:
Swiss chemist Alfred Werner was the first one to propose a theory of coordination compounds to explain the observed behaviour of them.
Let us consider the different coloured complexes of cobalt(III) chloride with ammonia which exhibit different properties as shown below.
In this case, the valences of the elements present in both the reacting molecules, cobalt(III) chloride and ammonia are completely satisfied. Yet these substances react to form the above mentioned complexes.
1. Most of the elements exhibit, two types of valence namely primary valence and secondary valence and each element tend to satisfy both the valences.In modern terminology, the primary valence is referred as the oxidation state of the metal atom and the secondary valence as the coordination number. For example, according to Werner, the primary and secondary valences of cobalt are 3 and 6 respectively.
2. The primary valence of a metal ion is positive in most of the cases and zero in certain cases. They are always satisfied by negative ions. For example in the complex CoCl3.6NH3, The primary valence of Co is +3 and is satisfied by 3Cl- ions.
3. The secondary valence is satisfied by negative ions, neutral molecules, positive ions or the combination of these. For example, in CoCl3.6NH3 the secondary valence of cobalt is 6 and is satisfied by six neutral ammonia molecules, whereas in CoCl3.5NH3 the secondary valence of cobalt is satisfied by five neutral ammonia molecules and a Cl- ion.
4. According to Werner, there are two spheres of attraction around a metal atom/ion in a complex. The inner sphere is known as coordination sphere and the groups present in this sphere are firmly attached to the metal. The outer sphere is called ionisation sphere. The groups present in this sphere are loosely bound to the central metal ion and hence can be separated into ions upon dissolving the complex in a suitable solvent.
5. The primary valences are non-directional while the secondary valences are directional. The geometry of the complex is determined by the spacial arrangement of the groups which satisfy the secondary valence. For example, if a metal ion has a secondary valence of six, it has an octahedral geometry. If the secondary valence is 4, it has either tetrahedral or square planar geometry.
The following table illustrates the Werner's postulates.
Even though, Werner’s theory was able to explain a number of properties of coordination compounds, it does not explain their colour and the magnetic properties.
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