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Canonical aberration theory of multipoles: A critical reanalysis
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Canonical aberration theory has been applied to analyze the aberration structure of both electrostatic and magnetic multipoles. It is shown rigorously that for 2N-pole magnetic multipoles with N=even, there is no axially symmetric aberration of any order, while for all the other cases of electromagnetic multipoles, there is always an axially symmetric aberration of the order of 2N−3. The method used is general in nature and can be applied to obtain detailed formulas of higher-order aberrations of multipoles and also to study their off-axis aberrations.
Title: Canonical aberration theory of multipoles: A critical reanalysis
Description:
Canonical aberration theory has been applied to analyze the aberration structure of both electrostatic and magnetic multipoles.
It is shown rigorously that for 2N-pole magnetic multipoles with N=even, there is no axially symmetric aberration of any order, while for all the other cases of electromagnetic multipoles, there is always an axially symmetric aberration of the order of 2N−3.
The method used is general in nature and can be applied to obtain detailed formulas of higher-order aberrations of multipoles and also to study their off-axis aberrations.
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