Asymptotic cross sections for composite projectile reactions /

Born Approximation exactly, these states must be summed over.

Bibliographic Details
Main Author: Neves, Andrea Marolt Pimenta, 1970-
Format: Thesis eBook
Language:English
Published: [Place of publication not identified] : [publisher not identified] ; 1995.
Subjects:
Online Access:Link to OAKTrust copy
Description
Summary:Born Approximation exactly, these states must be summed over.
by comparing our calculations with these separate approaches,
collisions involving two electrons at high energies. The
contributing more insight to the results.
determines the cross section. After the interaction
different methods and yet arrived at the same results. Thus,
done in 1978 by Bell and Kingston (BK) and in 1993 by
excitation and ionization cross sections for ion-atom
incident upon a He+. It has also been applied to collisions
involving H and Li ' in the place of He' in the hopes of
ionized from its ground state. In order to perform the First
line path and the target is assumed to be at rest. As a
particles involved. The focus of this study is a H atom
potential was calculated and inserted into the code, the code
projectile is treated semi-classically following a straight
Reading, Hall, and Ford (FJ-IF). BK and RBF used quite
result of their interaction, the ion is excited from Is-2s.
resulting cross sections are then compared with calculations
results of these collisions along with the nature of the
suggestions are presented in an attempt to explain the
The atom may be either elastically scattered, excited, or
The First Born Approximation has been used to compute
This is accomplished with the aid of a FBBS code which
was run with both exponential and gaussian basis functions,
we can determine their accuracy. Furthermore, several
which were set with a various number of basis states. The
Item Description:"Major subject: Physics".
Vita.
Physical Description:ix, 60 leaves : illustrations ; 28 cm.
Also available online.
Issued also on microfiche from Lange Micrographics.
Bibliography:Includes bibliographical references.