Corrections to the primitive semi-classical amplitude for multiple inelastic scattering are obtained from a path integral formulation of scattering theory. The path integrals are calculated by making an expansion about a classical orbit describing elastic scattering. Terms are collected to give a series in inverse powers of the reduced mass m of relative motion of the target and projectile. The leading term is the primitive semi-classical amplitude for multiple excitation and explicit formulae are given for the corrections of order 1 m. These are calculated in detail for a one-dimensional model. It is shown that some, but not all, of the corrections can be included by evaluating the primitive amplitude with a symmetrized orbit. © 1983
We have formulated a path integral theory on the basis of a mathe-matical theorem. We have presented...
The scattering equations, a system of algebraic equations connecting the space of kinematic invarian...
In this paper we develop the alternative path-integral approach to quantum mechanics. We present the...
SIGLEAvailable from British Library Document Supply Centre- DSC:D44229/83 / BLDSC - British Library ...
In this thesis we are investigating the mathematical dependence of scattering amplitudes on kinemati...
A new formulation of nonrelativistic scattering theory is developed which expresses the S matrix as ...
Methods are described which effectively solve two of the technical difficulties associated with appl...
In this master thesis, a new approximation scheme to non-relativistic potential scattering is develo...
It is shown that the mixed quantum/classical theory (MQCT) for the description of molecular scatteri...
The different causes that lead to polarisation effects in heavy-ion scattering are analysed. In semi...
The path integral technique is an alternative formulation of quantum mechanics that is based on a La...
We show how the semiclassical approach to barrier penetration based on path integral methods may be ...
A robust numerical algorithm for the calculation of multiple-scattering angular distributions of hig...
Abstract.: Using a recent path integral representation for the T -matrix in nonrelativistic potentia...
We apply the path-integral method to study the multiple scattering and collective flow in intensity ...
We have formulated a path integral theory on the basis of a mathe-matical theorem. We have presented...
The scattering equations, a system of algebraic equations connecting the space of kinematic invarian...
In this paper we develop the alternative path-integral approach to quantum mechanics. We present the...
SIGLEAvailable from British Library Document Supply Centre- DSC:D44229/83 / BLDSC - British Library ...
In this thesis we are investigating the mathematical dependence of scattering amplitudes on kinemati...
A new formulation of nonrelativistic scattering theory is developed which expresses the S matrix as ...
Methods are described which effectively solve two of the technical difficulties associated with appl...
In this master thesis, a new approximation scheme to non-relativistic potential scattering is develo...
It is shown that the mixed quantum/classical theory (MQCT) for the description of molecular scatteri...
The different causes that lead to polarisation effects in heavy-ion scattering are analysed. In semi...
The path integral technique is an alternative formulation of quantum mechanics that is based on a La...
We show how the semiclassical approach to barrier penetration based on path integral methods may be ...
A robust numerical algorithm for the calculation of multiple-scattering angular distributions of hig...
Abstract.: Using a recent path integral representation for the T -matrix in nonrelativistic potentia...
We apply the path-integral method to study the multiple scattering and collective flow in intensity ...
We have formulated a path integral theory on the basis of a mathe-matical theorem. We have presented...
The scattering equations, a system of algebraic equations connecting the space of kinematic invarian...
In this paper we develop the alternative path-integral approach to quantum mechanics. We present the...