Abstract
This paper discusses the modifications to the undulator brightness and central wavelength expressions due to low energy effects and to the inclusion of sextupolar magnetic field components. The corrections are calculated up to the order (K/gamma)/sup 4/. The mathematical details are simplified bythe use of Generalized Bessel Functions.
Citation Formats
Dattoli, G, Galli, M, Giannessi, L, Ottaviani, P L, and Richetta, M.
Linear undulator brightness: Sextupolar magnetic field contributions and higher orders energy corrections for low energy electron beams.
Italy: N. p.,
1991.
Web.
Dattoli, G, Galli, M, Giannessi, L, Ottaviani, P L, & Richetta, M.
Linear undulator brightness: Sextupolar magnetic field contributions and higher orders energy corrections for low energy electron beams.
Italy.
Dattoli, G, Galli, M, Giannessi, L, Ottaviani, P L, and Richetta, M.
1991.
"Linear undulator brightness: Sextupolar magnetic field contributions and higher orders energy corrections for low energy electron beams."
Italy.
@misc{etde_10147113,
title = {Linear undulator brightness: Sextupolar magnetic field contributions and higher orders energy corrections for low energy electron beams}
author = {Dattoli, G, Galli, M, Giannessi, L, Ottaviani, P L, and Richetta, M}
abstractNote = {This paper discusses the modifications to the undulator brightness and central wavelength expressions due to low energy effects and to the inclusion of sextupolar magnetic field components. The corrections are calculated up to the order (K/gamma)/sup 4/. The mathematical details are simplified bythe use of Generalized Bessel Functions.}
place = {Italy}
year = {1991}
month = {Nov}
}
title = {Linear undulator brightness: Sextupolar magnetic field contributions and higher orders energy corrections for low energy electron beams}
author = {Dattoli, G, Galli, M, Giannessi, L, Ottaviani, P L, and Richetta, M}
abstractNote = {This paper discusses the modifications to the undulator brightness and central wavelength expressions due to low energy effects and to the inclusion of sextupolar magnetic field components. The corrections are calculated up to the order (K/gamma)/sup 4/. The mathematical details are simplified bythe use of Generalized Bessel Functions.}
place = {Italy}
year = {1991}
month = {Nov}
}