Ionization of helium by slow antiproton impact: total and differential cross sections

Abstract

We theoretically investigate the single and double ionization of the He atom by antiproton impact for projectile energies ranging from $3$~keV up to $1000$~keV. We obtain accurate total cross sections by directly solving the fully correlated two-electron time-dependent Schrödinger equation and by performing classical trajectory Monte-Carlo calculations. The obtained quantum-mechanical results are in excellent agreement with the available experimental data. Along with the total cross sections, we also present the first fully \textit{ab initio} doubly differential data for single ionization at 10 and 100~keV impact energies. In these differential cross sections we identify the binary-encounter peak along with the anticusp minimum. Furthermore, we also point out the importance of the post-collisional electron-projectile interaction at low antiproton energies which significantly suppresses electron emission in the forward direction.

References in corpus (6)

• Nonsequential two-photon double ionization of helium
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• Cross sections for short pulse single and double ionization of helium
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Cited by in corpus (3)

• Electron correlations in the antiproton energy loss distribution in He
• Calculation of Energy Loss in Antiproton Collisions with Many-Electron Systems using Ehrenfest's Theorem
• Coulomb wave discrete variable method for calculation of the fully differential cross sections of antiproton impact ionization of hydrogen atom