Numerical results on the integral expression for the semiclassical S matrix are compared with exact quantum results for a multidimensional problem. The collision of a rigid rotor with an atom is treated. The integral method proves to be easy to apply. Within its range of maximum validity (no sign changes in the pre‐exponential factor of the semiclassical wavefunction) the agreement was typically within 20%. When sign changes occurred, the agreement was about a factor of 2 or better. Conditions affecting sign changes are described
In a paper of this series a distorted wave approximation to the T matrix for atom-symmetric top scat...
The quantum impulse approximation theory has been extended to the inelastic collision. The total ine...
The time-dependent equations of the classical picture of inelastic collisions (classical-trajectory ...
Numerical results on the integral expression for the semiclassical S matrix are compared with exact ...
An integral semiclassical expression for the S matrix of inelastic and reactive collisions was formu...
Sometimes, as in reactive systems, action‐angle variables are not conveniently defined at all points...
The asymptotic evaluation of the integral representation for an S matrix element in a previously dev...
The multidimensional Bessel and Airy uniform approximations developed earlier in this series for the...
Methods are described which effectively solve two of the technical difficulties associated with appl...
This series of papers is concerned with the derivation of the equations of the classical picture of ...
We calculate semiclassical S-matrix elements S_(mn) by numerical integration along complex-valued tr...
Semiclassical techniques have been widely used for describing the dynamics of molecular collisions. ...
Semiclassical approximations, simple as well as rigorous, are formulated in order to be able to desc...
Semiclassical theory for bound states is discussed and a method is described for calculating the eig...
The analytical quantum mechanics of chemically reactive linear collisions is treated in the vibratio...
In a paper of this series a distorted wave approximation to the T matrix for atom-symmetric top scat...
The quantum impulse approximation theory has been extended to the inelastic collision. The total ine...
The time-dependent equations of the classical picture of inelastic collisions (classical-trajectory ...
Numerical results on the integral expression for the semiclassical S matrix are compared with exact ...
An integral semiclassical expression for the S matrix of inelastic and reactive collisions was formu...
Sometimes, as in reactive systems, action‐angle variables are not conveniently defined at all points...
The asymptotic evaluation of the integral representation for an S matrix element in a previously dev...
The multidimensional Bessel and Airy uniform approximations developed earlier in this series for the...
Methods are described which effectively solve two of the technical difficulties associated with appl...
This series of papers is concerned with the derivation of the equations of the classical picture of ...
We calculate semiclassical S-matrix elements S_(mn) by numerical integration along complex-valued tr...
Semiclassical techniques have been widely used for describing the dynamics of molecular collisions. ...
Semiclassical approximations, simple as well as rigorous, are formulated in order to be able to desc...
Semiclassical theory for bound states is discussed and a method is described for calculating the eig...
The analytical quantum mechanics of chemically reactive linear collisions is treated in the vibratio...
In a paper of this series a distorted wave approximation to the T matrix for atom-symmetric top scat...
The quantum impulse approximation theory has been extended to the inelastic collision. The total ine...
The time-dependent equations of the classical picture of inelastic collisions (classical-trajectory ...