1992•Journal of Physics B Atomic Molecular and Optical PhysicsOpen access

Double ionization of helium by fast electrons: use of correlated two electron wavefunctions

B Joulakian, C. Dal Cappello, M Brauner

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Abstract

The mechanism for the simultaneous escape of two equivalent electrons from a noble gas atom is strongly related to interelectronic correlation. It is therefore necessary to use correlated wavefunctions to describe the system in its initial and final states. As a first step towards the study of other noble gases, the double ionization of the helium atom by fast electrons is studied in a first Born approximation approach by applying Hylleraas-type functions for the initial state and a correlated double-continuum wavefunction which satisfies the exact asymptotic boundary conditions for the final state of the two slow electrons.

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The mechanism for the simultaneous escape of two equivalent electrons from a noble gas atom is strongly related to interelectronic correlation. It is therefore necessary to use correlated wavefunctions to describe the system in its initial and final states. As a first step towards the study of other noble gases, the double ionization of the helium atom by fast electrons is studied in a first Born approximation approach by applying Hylleraas-type functions for the initial state and a correlated double-continuum wavefunction which satisfies the exact asymptotic boundary conditions for the final state of the two slow electrons.

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Available abstract

The mechanism for the simultaneous escape of two equivalent electrons from a noble gas atom is strongly related to interelectronic correlation. It is therefore necessary to use correlated wavefunctions to describe the system in its initial and final states. As a first step towards the study of other noble gases, the double ionization of the helium atom by fast electrons is studied in a first Born approximation approach by applying Hylleraas-type functions for the initial state and a correlated double-continuum wavefunction which satisfies the exact asymptotic boundary conditions for the final state of the two slow electrons.

Key concepts: Physics, Wave function, Electron, Double ionization, Helium atom, Atomic physics, Ionization, Helium

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