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Tuning Reactivity of Platinum(II) Complexes

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[X and [Y ] = initial concentration <strong>of</strong> X and Y respectively<br />

] 0<br />

0<br />

For the kinetic analysis <strong>of</strong> equation 2.35, the absorbance can be obtained from equation<br />

2.39<br />

[ X ] ⎛ o Ao<br />

− A ⎞ ∞ ln = ln = k1t<br />

[ X ] ⎜<br />

t At<br />

A ⎟<br />

(2.39)<br />

⎝ − ∞ ⎠<br />

Often, the absorbance-time resolved data is used directly to evaluate the observed rate<br />

constants using Equation 2.39. Apart from its use in monitoring the kinetics <strong>of</strong><br />

conventionally slow reactions, the UV-visible absorption spectroscopy is also used to<br />

perform spectrophotometric titrations, especially in pKa determinations. The pKa values<br />

<strong>of</strong> the coordinated aqua ligand are important thermodynamic set <strong>of</strong> data used as<br />

indicator <strong>of</strong> the electrophilicity <strong>of</strong> the metal centre. 33<br />

2.5 Factors Affecting the Rate <strong>of</strong> Substitution<br />

2.5.1 Effect <strong>of</strong> the Entering Group<br />

In an associative substitution reaction mechanism, the second order-rate constant, k2, is<br />

strongly dependent on the nucleophilicity <strong>of</strong> the entering nucleophile. Nucleophilicity is<br />

a measure <strong>of</strong> how readily the nucleophile is able to attack an electron-deficient atom, in<br />

this case Pt metal centre, in exclusion <strong>of</strong> the proton. That is the stronger the nucleophile<br />

the greater the rate <strong>of</strong> substitution reaction <strong>of</strong> a particular Pt(<strong>II</strong>) complex. It is derived<br />

from the second-order rate constant, k2, for the substitution process. 5,15 The<br />

nucleophilicity <strong>of</strong> the ligand is usually influenced by several factors: 6,26, 34<br />

a. Basicity: Basicity <strong>of</strong> the entering nucleophile is characterised by its pKa<br />

and correlates well with the nucleophilicity <strong>of</strong> the entering<br />

nucleophile towards the metal centre.<br />

b. Polarisability: Polarisability <strong>of</strong> the nucleophile is an important<br />

consideration for the rates rather than for equilibria <strong>of</strong><br />

chemical reactions. 35 An increase in 1† polarisability reflects<br />

the effectiveness <strong>of</strong> the ligand as an electron donor.<br />

1 † The polarisability <strong>of</strong> a ligand is better explained by Pearson’s “Hard S<strong>of</strong>t Acid Base” theory which states<br />

that hard acids, i.e. those metal ions that are small bear a high charge and possess a valence electron shell<br />

23

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