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The RRKM Mechanism for Unimolecular Gas Phase Reactions

The formation of the transition state from the excited molecule is referred to as a microcanonical process, while the formation of the transition state in conventional TST in Chapter4 and in VTST in Chapter 6 is referred to as canonical process. The terms microcanonical and canonical in statistical mechanics refer respectively to processes at constant energy and processes at constant temperature. [Pg.428]

The rate constants 8ki, k2, ka, k3 in the equations above have meaning for example, Equation 14.1 means [Pg.428]

Here [A] is the concentration of A. and t refers to time. 8ki (E) is a differential rate coefficient for the reaction in which a molecule is excited to an energy between E and E + 8E. Thus, Equation 14.5 is the equation for the rate of appearance of A molecules with energy between E and E + 8E. [Pg.428]

After some rearranging, this equation yields the following result for [A ], [Pg.429]

Equation 14.11 explicitly contains the equilibrium assumption of transition state theory, i.e. that the transition state and the excited molecules are in chemical equilibrium. [Pg.429]


See other pages where The RRKM Mechanism for Unimolecular Gas Phase Reactions is mentioned: [Pg.428]    [Pg.433]    [Pg.441]   


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