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Atomic collisions: electron detachment and resonant inelastic scattering

Thesis/Dissertation ·
OSTI ID:5423952
Part I: Electron detachment in collisions of negative ions, H/sup -/ + He. In conflict from the expectation from a compound state model, observation shows that the detachment cross section increases with energy in the adiabatic region below 2 keV. The compound state model is not appropriate because of a strong s-wave component in the wavefunction allows the extra electron to run away as soon as its state becomes unbound. The detachment cross section increases with the collision velocity because detachment is induced by a breakdown of the Born-Oppenheimer approximation which shifts to larger separations of the nuclei as the collision velocity increases. Part II: Resonance excitation in electron rare gas collisions. A new method is proposed for calculating the positions of resonances and cross sections in electron molecule collisions by enclosing the entire system in a spherical box, thus converting the problem to a bound state problem. It is used to calculate the energies of (np/sup 52/P/sub 3/2,1/2/)(n + l)s(n + l)p/sup 3/P resonances in collisions of slow electrons with Ne, Ar, Kr, and Xe. The problem is simplified by invoking the Grandparent Model (that the resonances consist of two loosely bound electrons outside a compact positive ion core). The model is tested by explaining the Schulz's Law. Cross sections for excitation of Ne and Ar atoms from the ground state to the lowest metastable and uv emitting levels are calculated.
Research Organization:
Yale Univ., New Haven, CT (USA)
OSTI ID:
5423952
Country of Publication:
United States
Language:
English