2015
DOI: 10.1103/physrevstab.18.031001
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Multibunch and multiparticle simulation code with an alternative approach to wakefield effects

Abstract: The simulation of beam dynamics in the presence of collective effects requires a strong computational effort to take into account, in a self-consistent way, the wakefield acting on a given charge and produced by all the others. Generally this is done by means of a convolution integral or sum. Moreover, if the electromagnetic fields consist of resonant modes with high quality factors, responsible, for example, for coupled bunch instabilities, a charge is also affected by itself in previous turns, and a very lon… Show more

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Cited by 20 publications
(18 citation statements)
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“…Here a more rigorous numerical study is performed with the help of the macroparticle tracking code PYHEADTAIL [24]. Some of the results have been benchmarked against other simulation codes which take into account collective effects [25][26][27]. For these studies, the vacuum chamber is assumed to be circular with 35 mm radius and three layers: a first layer of copper with 2 mm thickness, then 6 mm of dielectric and finally iron with resistivity ρ ¼ 10 −7 Ω m. It is also assumed to be coated with two different materials that in the following will be referred to as material A and material B with conductivities σ c;A ¼ 10 4 S=m and σ c;B ¼ 2 × 10 6 S=m, respectively.…”
Section: Single Bunch Beam Dynamicsmentioning
confidence: 99%
“…Here a more rigorous numerical study is performed with the help of the macroparticle tracking code PYHEADTAIL [24]. Some of the results have been benchmarked against other simulation codes which take into account collective effects [25][26][27]. For these studies, the vacuum chamber is assumed to be circular with 35 mm radius and three layers: a first layer of copper with 2 mm thickness, then 6 mm of dielectric and finally iron with resistivity ρ ¼ 10 −7 Ω m. It is also assumed to be coated with two different materials that in the following will be referred to as material A and material B with conductivities σ c;A ¼ 10 4 S=m and σ c;B ¼ 2 × 10 6 S=m, respectively.…”
Section: Single Bunch Beam Dynamicsmentioning
confidence: 99%
“…In the case of a resonator wake, the integration over history can be almost totally eliminated by 385 using invariance properties under translation of the resonator wake function [47], [48], [46]. The idea to express a general wakefield as a sum of resonators has been implemented recently by Migliorati and Palumbo in the tracking code MuSiC to simulate longitudinal multi-bunch effects [24], and in the most recent version of MBTRACK [27]. We plan to compare the computational efficiency of this method with our method based on a Taylor expansion in our future work on arbitrary wakefield effects.…”
Section: Discussionmentioning
confidence: 99%
“…In order to better understand if the observed instability is of BBU kind, a simple simulation code has been developed. The code is based on the same approach as MuSiC [22] and does not use slices for the wakefield effects, as in PyHEADTAIL. It approximates the impedance with resonators, and it transports the wakefield from one particle to another using a matrix formalism.…”
Section: Review Of the Instability Mechanismmentioning
confidence: 99%
“…By following a formalism similar to that developed for the longitudinal case of Ref. [22], it is possible to obtain a transverse wakefield matrix, given by a single resonator, of the kind…”
Section: Appendix: Beam Break-up Simulation Codementioning
confidence: 99%