Abstract

This chapter deals with inelastic processes that occur in collisions between fast, often highly charged, ions and atoms. Fast collisions are here defined to be those for which V ∕ ve ≥ 1, where V is the projectile velocity and ve the orbital velocity of this electron. For processes involving outer-shell target electrons, this implies V ≳ 1 a.u., or the projectile energy $$\gtrsim{\mathrm{25}}\,{\mathrm{ke{\mskip-2.0mu}V/a.m.u}}$$ . For inner-shell electrons, typically, V ≳ Z2 ∕ n a.u., where Z2 is the target nuclear charge and n the principal quantum number of the active electron. A useful relationship is $$V=6.35\sqrt{E/M}$$ , where V is in a.u., E is in Me V, and M is in a.m.u. Fast collisions involving outer-shell processes can be studied using relatively small accelerators, while those involving inner-shell processes require larger van de Graaffs, LINACs (linear accelerators), etc. Because the motion of the inner-shell electrons is dominated by the nuclear Coulomb field of the target, and because transitions involving these electrons take place rather independently of what transpires with the outer-shell electrons, it has proven to be somewhat easier to understand one-electron processes involving inner-shell electrons. Thus, for a long time, a great deal of the work on fast ion–atom collisions concentrated on inner-shell processes involving heavy-target atoms. However, more recently, new experimental techniques have led to a shift of this focus to inelastic processes involving light-target atoms. Furthermore, present investigations go beyond the one-electron picture to include the influence of the electron–electron interaction. The present chapter outlines some of the developments in this area over a very active past few decades. The literature is vast, and only a small sampling of references is given. Emphasis is on experimental results (for the theory, see Part D of this book).

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