Particle Dynamics in Electromagnetic Fringe Fields
Using differential algebra, a method was developed
which allows a very efficient and accurate computation of the particle
dynamics in fringe fields. Since then this method was used in the
design and
simulation of several spectrometers and accelerators.
Publications
- Symplectic
scaling of transfer maps including fringe fields,
G. H. Hoffstaetter and M. Berz, Physical Review E, 54, 4
(1996)
- Accurate and
fast computation of high order fringe-field maps via symplectic scaling,
G. H. Hoffstaetter and M. Berz, Nuclear Instruments
and Methods in Physics Research A 363, 124-127 (1995)
- An efficient
symplectic approximation for fringe-field maps,
G. H. Hoffstaetter and M. Berz, AIP Conference Proceedings 297,
Computational Accelerator Physics, Los Alamos, NM, 467-476 (1993)
- Symplectic
scaling, a DA based tool, proceedings of the accelerator physics
conference,
G. H. Hoffstaetter and M. Berz, Proceedings of PAC93, Washington DC
(1993)
- Applications of
symplectic scaling,
G. H. Hoffstaetter and M. Berz, NSCL Annual Report,
206-209 (1992)
- Fringe-field
approximations,
G. H. Hoffstaetter, M. Berz, NSCL Annual Report, 236-241 (1991)
Invited talk
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