The spin asymmetry and integrated spin-unresolved cross sections for the electron-impact ionization of atomic hydrogen are studied. The influence of individual final-state interactions on these quantities is elucidated by investigating the collision process within the plane-wave impulse approximation, the first Born approximation and within an independent Coulomb particle model. The predictions of the latter approximation for the shape and magnitude of the spin asymmetry are in good agreement with experimental data over the entire measured energy range. The effects of final-state electronic correlations are investigated by the inclusion of the electronic Coulomb density-of-states factor as well as by employing a three-body Coulomb wave-function for the description of the final state. For ionization of hydrogenlike ions the calculated asymmetry parameter has a positive slope near threshold indicating that such an energy dependence is due to the electron-nucleus interactions. At threshold the results are analyzed in light of the Wannier theory of threshold ionization.
PACS: 34.80.Dp
I IntroductionElectron-impact ionization of atomic hydrogen is the simplest process leading to three continuum charged particles. Hence, this reaction provides an ideal testing ground for theoretical models treating the motion of Coulomb particles in the continuum. Full information on this collision process is obtained by measuring the ionization rate for given vector momenta and spin states of the two escaping electrons. Various integrated cross sections test different aspects of the ionization dynamics. For example, it has been shown by Wannier [1] that at threshold the analytical dependence of the total ionization cross section on the total excess energy derives from the phase-space volume available for double escape. Ever since an immense amount of experimental and classical, semi-classical and quantum mechanical theoretical investigations (see e.g. [1][2][3][4][5][6][7][8][9][10][11][12][13]) have been carried out to test the Wannier prediction of the slope of the total cross section. The original Wannier theory assumes SC-states only for the outgoing electrons. Thus, the Wannier theory provides no estimate of the spin states occupied by the electrons in the final channel. A measure of the relative magnitudes of singlet to triplet scattering is given by the spin asymmetry A [14-17]. Upon extension of the Wannier treatment to arbitrary¸, S and (total angular momentum, total spin and parity) [6,18], it has been concluded that all¸-states have the same energy dependence at threshold and nearly all¸S -states (in particular singlet and triplet states) possess the same threshold law. These findings allow one to conclude that A does not depend on the excess energy near threshold although an exact value of A is not provided. Recently, however, an inspection of near threshold experimental data for the spin asymmetry revealed a slightly positive slope for A with increasing excess energy [19]. This behaviour has not been confirmed by recent c...