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Practice of Kinetics (Comprehensive Chemical Kinetics, Volume 1)

Practice of Kinetics (Comprehensive Chemical Kinetics, Volume 1)

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410 TREATMENT OF EXPERIMENTAL DATAsimplify considerably once all the n-butyl lithium had reacted. This was found tobe the case. The procedure adopted was as follows: n-butyl lithium was allowed toreact with isoprene, the initial concentrations and the temperature being chosenso that no n-butyl lithium remained when all the isoprene had disappeared; theresulting mixture consisted <strong>of</strong> active centresCH.3CHSb I IC4H, (CH2-CH= C-CH,}! CH,-CH=C-CH,-Li+in equilibrium with an associated complex, probably involving four such molecules,which is incapable <strong>of</strong> initiating the polymerization <strong>of</strong> isoprene. The importantfeature from our point <strong>of</strong> view is that the active centres were capable <strong>of</strong>initiating the polymerization <strong>of</strong> a further sample <strong>of</strong> isoprene. Following thisargument one stage further, it was obviously possible in principle to study the rate<strong>of</strong> disappearance <strong>of</strong> this second charge <strong>of</strong> isoprene at a constant active centreconcentration and so obtain particularly simple kinetic behaviour, thusd[isoprene]- = k,[AC][isoprene]dt= k[isoprene]where k, the first order rate coefficient, includes the bimolecular rate coefficient,k,, and the constant active centre concentration, [AC].To prove these assertions, the rate <strong>of</strong> disappearance <strong>of</strong> isoprene had to be shownto be first order with respect to isoprene at a given active centre concentration.For this purpose, the concentration <strong>of</strong> isoprene was measured dilatometrically ata series <strong>of</strong> times following its addition to a solution <strong>of</strong> active centres; a series <strong>of</strong>such experiments were carried out, some to test the reproducibility <strong>of</strong> the data andsome at different initial concentrations <strong>of</strong> isoprene. These data were analysed onthe basis <strong>of</strong> eqn. (36), the rate coefficients being obtained from the particular form<strong>of</strong> the general rate expressionnamely,f(a) = Z-k’(t-to)ha = 1-k(t-to)It should be noted that t%e iate coefficient k and the slope <strong>of</strong> the straight line <strong>of</strong>f(a) uersus t - to, k‘, are identical in this case.Table 4 gives the results <strong>of</strong> a typical run; the concentrations <strong>of</strong> isoprene aregiven to rather more figures than the basic experimental data warrant so that no

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