An alternative method for implementing RRKM theory for unimolecular reactions with highly flexible transition states is described using conventional coordinates. The number of available states for motion in the transition state state N_(EJ) is determined via an appropriate average over the absolute space orientations and body-fixed momenta of the two fragments. The results of calculations of N_(EJ) for the C_2H_6 → 2CH_3 reaction (or alternatively for the corresponding recombination reaction) obtained from the present expression are shown to be equivalent numerically to those obtained previously by Wardlaw and Marcus
An efficient means is deduced for calculating RRKM microscopic reaction rates for simple-fission tra...
The variational transition state theoryrate constant is calculated for the H+CH3 → CH4bimolecular re...
Microcanonical rates and products rovibrational quantum state distributions of several unimolecular...
A method for using conventional coordinates in the implementation of RRKM theory for unimolecular di...
A simple interaction potential is deduced for calculating rates of unimolecular and recombination re...
Unimolecular rate theory for various types of reactions is implemented for any looseness of transiti...
A recent variational implementation of RRKM theory, plus an additional dynamical assumption, is used...
Unimolecular rate theory for various types of reactions is implemented for any looseness of transiti...
AbstractUnimolecular rate theory for various types of reactions is implemented for any looseness of ...
The variational canonical flexible transition state theory expressions for the thermal reaction rate...
Implementation of RRKM theory for unimolecular dissociations having transition states of any degree ...
The theory for unimolecular reactions described in part 1 is applied to the recombination of methyl ...
The transition state theory of chemical reactions has proven to be a formidable tool for analyzing c...
Rapid algorithms have been developed for the evaluation of sums and densities of states in the class...
We consider the bimolecular formation and redissociation of complexes using classical trajectories a...
An efficient means is deduced for calculating RRKM microscopic reaction rates for simple-fission tra...
The variational transition state theoryrate constant is calculated for the H+CH3 → CH4bimolecular re...
Microcanonical rates and products rovibrational quantum state distributions of several unimolecular...
A method for using conventional coordinates in the implementation of RRKM theory for unimolecular di...
A simple interaction potential is deduced for calculating rates of unimolecular and recombination re...
Unimolecular rate theory for various types of reactions is implemented for any looseness of transiti...
A recent variational implementation of RRKM theory, plus an additional dynamical assumption, is used...
Unimolecular rate theory for various types of reactions is implemented for any looseness of transiti...
AbstractUnimolecular rate theory for various types of reactions is implemented for any looseness of ...
The variational canonical flexible transition state theory expressions for the thermal reaction rate...
Implementation of RRKM theory for unimolecular dissociations having transition states of any degree ...
The theory for unimolecular reactions described in part 1 is applied to the recombination of methyl ...
The transition state theory of chemical reactions has proven to be a formidable tool for analyzing c...
Rapid algorithms have been developed for the evaluation of sums and densities of states in the class...
We consider the bimolecular formation and redissociation of complexes using classical trajectories a...
An efficient means is deduced for calculating RRKM microscopic reaction rates for simple-fission tra...
The variational transition state theoryrate constant is calculated for the H+CH3 → CH4bimolecular re...
Microcanonical rates and products rovibrational quantum state distributions of several unimolecular...