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Tuning Reactivity of Platinum(II) Complexes

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2.2.3 The Interchange Mechanism (I)<br />

Between the limiting dissociation (D) and the limiting association (A) mechanisms<br />

there exists a continuum <strong>of</strong> mechanisms that are characterised by a single activated<br />

complex in which bond-making and bond-breaking between the metal centre and the<br />

entering-plus-the leaving groups are synchronised. If the bond between the metal and<br />

the leaving group is weakened before the incoming group tightly binds to the metal<br />

centre, then the probability <strong>of</strong> the solvent attaching to the reactive metal centre is higher<br />

leading to a dissociation mechanism. 7 This permits the solvent, which is normally in a<br />

higher molar excess to dominate the substitution process, leading to a dissociative-<br />

activated interchange mechanism (ID). If the reaction rate is more dependent on the<br />

nature <strong>of</strong> the incoming group and the leaving group leaves the metal centre only once<br />

the incoming group is fully bound to the reactive centre, the mode <strong>of</strong> activation changes<br />

from ID to associatively-activated interchange mechanism (IA). 5<br />

2.3 Measurements <strong>of</strong> Integrated Rate Constants<br />

2.3.1 Reversible Second-order Reactions<br />

Often, ligand substitution reactions in square-planar complexes do not go to completion,<br />

but have a tendency to attain a state <strong>of</strong> equilibrium and can be written as:<br />

M L 3 X + Y<br />

A + B<br />

k2 k-2 C<br />

or<br />

k 2<br />

k -2<br />

M L 3 Y + X<br />

w here, A = M etal com plex (M L 3 X), X is the leaving group<br />

B = incom ing nucleophile, Y<br />

7<br />

(2.4)<br />

The forward reaction step is thus second-order, while the reverse reaction step is first-<br />

order, which results in mixed order dependence. Because <strong>of</strong> the complex nature <strong>of</strong> the<br />

reaction, the reaction can be studied by selecting pseudo first-order conditions, in which

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