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Electronic Excitation of Molecules by Electron Impact

open access: yes, 1984
© 1984 Springer. This material is based upon work supported by the National Science Foundation under Grant No. PHY-8213992 and Grant No. INT-8219691 (Office of International Programs, U. S.-Brasil Program). The authors acknowledge computing support from the National Center for Atmospheric Research (NCAR) which is sponsored by the National Science ...
McKoy, Vincent, Lee, Mu-Tao
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Electron-impact excitation of krypton

Physical Review A, 1985
First-order many-body theory has been used to calculate the differential, integrated, and momentum-transfer cross sections for the electron-impact excitation of the 5s'((1/2))/sub 1//sup 0/( /sup 1/P/sub 1/ ), 5s((3/2))/sub 1//sup 0/( /sup 3/P/sub 1/), 5s'((1/2))/sub 0//sup 0/( /sup 3/P/sub 0/), and 5s((3/2))/sub 2//sup 0/( /sup 3/P/sub 2/)= states of ...
, Meneses, , da Paixo FJ, , Padial
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Excitation of Be+ by electron impact

Journal of Applied Physics, 1983
A realistic analytic central potential is used to generate wave functions for the ground and excited states of singly-ionized beryllium. Generalized oscillator strengths and integrated cross sections from threshold to 5 keV are calculated in the Born approximation for 2s-ns, 2s-np and 2s-nd excitations.
P. S. Ganas, L. P. Gately
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Double Excitation of Helium by Electronic Impact

Physical Review Letters, 1963
The cross section for electron impact excitation of He to the doubly excited (2p)/sup 2/ /sup 3/P/sub 3/ state was calculated. This state is the lowest lying, doubly excited state that is stable to autoionization. The differential cross sectlon results indicate that the scattered beam has an intensity maximunm at right angles to the incident beam.
Philip M. Becker, John S. Dahler
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The Double Excitation of Helium by Electron Impact

Mathematical Proceedings of the Cambridge Philosophical Society, 1935
The probability of excitation of helium by electron impact to the more important doubly excited levels is calculated, and comparison made with the experimental results of Priestley and Whiddington who have observed two lines due to double excitation. The calculated relative intensities and angular distributions are found to be in qualitative agreement ...
Massey, H. S. W., Mohr, C. B. O.
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Electron-Impact Excitation

2001
The case study part of this book begins in Sect. 7.1 with the presentation of a few examples where either unpolarized or spin-polarized electron beams are used to excite unpolarized atoms. Only the emitted light and its polarization, but not the scattered electrons, are observed.
Nils Andersen, Klaus Bartschat
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Electron-impact excitation of oxygenlike krypton

Physical Review A, 1986
Electron-impact excitation cross sections have been calculated for transitions from the ground state 2s/sup 2/2p/sup 4/ /sup 3/P to the n = 2 and n = 3 excited states of oxygenlike krypton. Configuration-interaction-type wave functions were employed, and the cross sections were calculated in a close-coupling approximation for impact energies ranging ...
, Msezane, , Lee, , Reed, , Henry
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Electron-impact excitation of atomic copper

Physical Review A, 1986
Cross sections are calculated for excitation of Cu for elastic scattering of electrons from the 4s ground state and for excitation to excited states 3d/sup 9/4s/sup 2/, 4p, and 4d. A three-state close-coupling approximation is used for the energy range 3.8 < E < 10 eV, and a four-state one for 6 < E < 100 eV.
, Msezane, , Henry
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Electron-impact excitation of molecular ions

Physical Review A, 1989
A simple expression is derived that relates the rate coefficient for dipole-allowed electron-impact excitation of a molecular ion in the Coulomb-Born approximation to the Einstein /ital A/ coefficient for the corresponding radiative decay. Results are given for several molecular ions of astrophysical interest.
, Neufeld, , Dalgarno
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Electron Impact Excitation

1989
Publisher Summary This chapter describes some general programs developed to investigate collisions of electrons with atoms and ions of arbitrary complexity in LS-coupling. The integro-differential equations are converted to a set of linear algebraic ones and the program is called IMPACT.
R.J.W. Henry, A.E. Kingston
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