A simple improvement of the quasiclassical histogram approximation in molecular scattering is presented, based on a continuity ansatz that relates arbitrary classical actions and non-stationary quantum states. This procedure is applied to the case of collinear collisions in atom-harmonic oscillator systems and increases the accuracy of standard quasiclassical methods
The reduced‐dimensionality procedures have particular advantages in applications to chemical reactio...
Semiclassical approximation which is the marriage of classical and quantum mechanics can be applied ...
This corrected and updated second edition of "Scattering Theory" presents a concise and modern cover...
The recently developed method of continuous quantization is applied to the atom-Morse oscillator col...
A unified description of classical and quantal scattering is presented. This description is unified ...
We present a set of coupled Schrödinger-Hamiltonian equations that may be solved to give self-consis...
National audienceThe accurate description of quantum effects, particularly quantum tunneling[1], in ...
Semiclassical approximations, simple as well as rigorous, are formulated in order to be able to desc...
The statistical quasiclassical method is applied to the hard-sphere collision of an atom with a harm...
A quasiclassical approximation to quantum mechanical scattering in the Moller formalism is developed...
This book provides a detailed exposition of quantum scattering theory as applied to chemical physics...
Semiclassical techniques have been widely used for describing the dynamics of molecular collisions. ...
A new methodology is proposed for the efficient determination of Green`s functions and eigenstates f...
Semiclassical studies on molecular bound states, molecular collisions, and time-dependent dynamical ...
A general semiclassical (multidimensional WKB-type) approximation to quantum mechanics is reviewed. ...
The reduced‐dimensionality procedures have particular advantages in applications to chemical reactio...
Semiclassical approximation which is the marriage of classical and quantum mechanics can be applied ...
This corrected and updated second edition of "Scattering Theory" presents a concise and modern cover...
The recently developed method of continuous quantization is applied to the atom-Morse oscillator col...
A unified description of classical and quantal scattering is presented. This description is unified ...
We present a set of coupled Schrödinger-Hamiltonian equations that may be solved to give self-consis...
National audienceThe accurate description of quantum effects, particularly quantum tunneling[1], in ...
Semiclassical approximations, simple as well as rigorous, are formulated in order to be able to desc...
The statistical quasiclassical method is applied to the hard-sphere collision of an atom with a harm...
A quasiclassical approximation to quantum mechanical scattering in the Moller formalism is developed...
This book provides a detailed exposition of quantum scattering theory as applied to chemical physics...
Semiclassical techniques have been widely used for describing the dynamics of molecular collisions. ...
A new methodology is proposed for the efficient determination of Green`s functions and eigenstates f...
Semiclassical studies on molecular bound states, molecular collisions, and time-dependent dynamical ...
A general semiclassical (multidimensional WKB-type) approximation to quantum mechanics is reviewed. ...
The reduced‐dimensionality procedures have particular advantages in applications to chemical reactio...
Semiclassical approximation which is the marriage of classical and quantum mechanics can be applied ...
This corrected and updated second edition of "Scattering Theory" presents a concise and modern cover...