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Exercice II . Inertia and Lability of cobalt complexes The [ C o ( N H 3 ) 5 C l ] 2 + complex

Exercice II. Inertia and Lability of cobalt complexes
The [Co(NH3)5Cl]2+ complex was first synthesized by A. Werner in 1893. This compound is still widely used as a single electron acceptor.
i) Make an electron count of this complex named A (oxidation state, dn configuration, total number of electrons).
ii) Recall briefly the principles of the angular overlap theory.
iii) This complex is in a low spin state. Give the spin value and fill the d-block for this complex in octahedral symmetry.
iv) Calculate the total stabilization energy for the [Co(NH3)5Cl]2+ complex considering the approximation that e is similar for the ligands NH3 and Cl-
v) We consider the exchange of the Cl ligand in the coordination sphere of this complex by a water molecule. A dissociative mechanism will be assumed with an square
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pyramidal intermediate. Calculate the activation energy in term of required for this substitution.
vi) Make a schematic energy diagram of the reaction path of this substitution reaction.
2. The [Co(NH3)5Cl]2+ complex (A) can be reduced by one electron to give a complex named B.
i) Make an electron counting for complex B (oxidation state, dn configuration and total number of electrons)
ii) Give the spin value of the complex B considering it is high spin and fill in the orbitals of d block.
iii) Is there any change structural change (bond length) during this reduction process from A to B? Justify.
iv) Calculate the activation energy required for the exchange of a ligand of B by a water ligand. It will be assumed again that the intermediate has a square based pyramid (note that e' for B is similar for an NH3 and Cl ligand).
v) Comment on the relative values of e and e' and justify.
vi) Compare the activation energy to make the substitution reaction in the case of A and B . Comment qualitatively on the inertia and lability of these complexes.
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