2003
DOI: 10.1002/chin.200319273
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Kinetic Studies of the Reactions of Si:C and Si:Si Bonds

Abstract: Physical chemistryPhysical chemistry Z 0225 Kinetic Studies of the Reactions of Si:C and Si:Si Bonds -[164 refs.]. -(MORKIN, T. L.; OWENS, T. R.; LEIGH, W. J.; Chem. Org. Silicon Compd. 3 (2001) 949-1026; Dep. Chem., McMaster Univ., Hamilton, Ont. L8S 4M1, Can.; Eng.) -Lindner 19-273

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“…The nonlinear variations in log k amine with T -1 result from the superposition of a positive temperature dependence of k C on a negative temperature dependence of the complex partitioning ratio, k H /(k H + k -C ), which occurs because the reaction is strongly exothermic and the rate constant for the product-forming step (k H ) is dominated by entropic factors. 9 The temperature dependence of k amine , as defined by this mechanism, is given explicitly by eq 6, where A C and E C are the Arrhenius preexponential factor and activation energy for formation of the intermediate complex, A -C and A H are the preexponential factors for reversion of the complex to starting materials and collapse to product, respectively, and ∆E -C,H () E -C -E H ) is the difference in activation energies for the two processes. Integration of the logarithmic form of this expression with respect to T -1 leads to the prediction that k amine goes through a maximum value (i.e., E a overall ) 0) at the temperature where the partitioning ratio is equal to the quantity (1 -E C /∆E -C,H ).…”
Section: Discussionmentioning
confidence: 99%
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“…The nonlinear variations in log k amine with T -1 result from the superposition of a positive temperature dependence of k C on a negative temperature dependence of the complex partitioning ratio, k H /(k H + k -C ), which occurs because the reaction is strongly exothermic and the rate constant for the product-forming step (k H ) is dominated by entropic factors. 9 The temperature dependence of k amine , as defined by this mechanism, is given explicitly by eq 6, where A C and E C are the Arrhenius preexponential factor and activation energy for formation of the intermediate complex, A -C and A H are the preexponential factors for reversion of the complex to starting materials and collapse to product, respectively, and ∆E -C,H () E -C -E H ) is the difference in activation energies for the two processes. Integration of the logarithmic form of this expression with respect to T -1 leads to the prediction that k amine goes through a maximum value (i.e., E a overall ) 0) at the temperature where the partitioning ratio is equal to the quantity (1 -E C /∆E -C,H ).…”
Section: Discussionmentioning
confidence: 99%
“…18 This indicates that the Hammett F-value for amine addition to 1,1-diarylsilenes is small but positive, consistent with a reaction mechanism analogous to that for oxygen-centered nucleophiles. 9 This mechanism is shown in eq 4, while eq 5 gives the expression for the overall rate constant for reaction (k amine ), derived using the steady state assumption for the intermediate complex.…”
Section: Discussionmentioning
confidence: 99%
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