Proceedings of the Eleventh International Free Electron Laser Conference
DOI: 10.1109/fel.1989.716070
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In Search Of A Meaningful Field-error Specification For Wigglers

Abstract: The quality of a wiggler field is often characterized by its rms deviation from the ideal. Ths deviation, however, is a poor predictor of actual system performance, particularly in light of the possibilities for optimized error ordering. An alternative field-quality characterization in terms of trajectory wander and cumulative phase shake shows greatly improved correlation with performance.

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Cited by 4 publications
(5 citation statements)
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“…Bobbs proposed the phase error as a far better suited quality criterion because it is closely correlated to the spectral performance (Bobbs et al 1990). For small angles x 0 ; y 0 , the phase difference between the electron and the generated photon beam is given by the integral over the trajectory: …”
Section: Limitations Due To Emittance Energy Spread and Field Errorsmentioning
confidence: 98%
“…Bobbs proposed the phase error as a far better suited quality criterion because it is closely correlated to the spectral performance (Bobbs et al 1990). For small angles x 0 ; y 0 , the phase difference between the electron and the generated photon beam is given by the integral over the trajectory: …”
Section: Limitations Due To Emittance Energy Spread and Field Errorsmentioning
confidence: 98%
“…In order to perform optimization over a population of candidate magnet orderings it is necessary to evaluate each ordering such that they can be compared and ranked. Designing objective functions that are robust and provide a meaningful landscape on the search space to optimize over is vital to achieving good stability and strong solutions [1].…”
Section: Objective Functionsmentioning
confidence: 99%
“…Understanding the effects of wiggler errors [1][2][3][4][5][6][7][8] is of critical importance in the design of free electron lasers, There has been recent work aimed at determining the tolerances which must be imposed on the allowable field errors. Analytic results have been obtained for the effect of wiggler errors on the electron trajectory [7], and for the gain reduction in the low gain regime [5,6]. Computer simulations have been carried out both in the low [ 6,8] and high gain [ 3,4] regimes.…”
Section: Introductionmentioning
confidence: 99%