A theoretical picture of the dynamics of the autoionization event He(2 3S)–D 2( v″=0) → [He…D 2 +( v′)]+e − is obtained for the values of collision energy ranging from 20 to 150 meV. The treatment of the dynamics consists in 2D classical trajectory calculations based on static characteristics which include quantum mechanical treatment of the perturbed D 2( v″=0) and D 2 +( v′) vibrational motion. The vibrational populations are dynamical averages over the local widths of the He(2 3S)–D 2( v″=0) state with respect to autoionization to D 2 +(…He) in its v′th vibrational level, the Penning electron energies are related to the local differences between the energies of the corresponding perturbed D 2( v″=0)(…He *) and D 2 +( v′)(…He) vibrational states. In accordance with recent experimental data on the He(2 3S)–H 2( v″=0) isotopic variant of the system, the average Penning electron energies are found to increase smoothly with increasing collision energy and the vibrational populations for the nascent Penning ions D 2 +( v′)(…He) are predicted to be nearly independent of the collision energy.
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