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Electron-electron scattering. II. Helicity cross sections for positron-electron scattering

Physical Review D, 1974
The differential cross sections for polarized electron-positron scattering are calculated to order ${e}^{6}$ by using the five invariant amplitudes presented in a previous paper. The unpolarized result of Polovin is rederived. As an application of the helicity amplitudes the spin-momentum correlation for a polarized target positron is obtained in ...
Lester L. DeRaad, Yee Jack Ng
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Calculation of electron-potassium scattering

Physical Review A, 1993
We present elastic through 7 [sup 2][ital F] differential, integrated, and total cross sections for electrons scattering from the ground state of potassium atoms. For the elastic channel, we also present spin asymmetries, and for the 4 [sup 2][ital P] channel we present spin asymmetries [ital L][sub [perpendicular]] for singlet, triplet, and spin ...
, Bray, , Fursa, , McCarthy
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Electron–electron scattering in microcolumns

Journal of Vacuum Science & Technology B: Microelectronics and Nanometer Structures Processing, Measurement, and Phenomena, 1994
Field-emission electron-beam columns a few millimeters in length have been proposed as a route to gaining improved probe currents and probe sizes because of their reduced lens aberrations. The probe current and probe size in such columns will be strongly influenced by electron–electron interactions.
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Electron–electron scattering in potassium

Canadian Journal of Physics, 1979
The electrical resistivity ρ, thermal conductivity κ, and thermoelectric power S have been measured for two bare K specimens between 80 and 330 K. The data fully support the main conclusions of an earlier, preliminary study by Cook and Laubitz. The Lorenz function L = κρ/T does not approach the Sommerfeld value L0 with increasing temperature. Both the
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The Scattering of Electrons by Nickel

Physical Review, 1921
C, Davisson, C H, Kunsman
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On the Scattering of High Energy Electrons

Proceedings of the Physical Society. Section A, 1955
The effect of the finite nuclear size on the scattering of high energy electrons depends upon the ratio of the small to the large radial Dirac function inside the nuclear charge distribution. An approximate expression for this ratio is given, valid for energies of the order of 150MeV.
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Scattering, inelastic: Electron

2005
M. Erbudak, D.D. Vvedensky
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Electron Scattering

Progress in Particle and Nuclear Physics, 1983
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Electron Scattering

2021
Vitalii K. Dugaev, Vladimir I. Litvinov
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