Author: Bernal, S.
Paper Title Page
MOPA69 Adjoint Optimization Applied to Flat to Round Transformers 199
 
  • T.M. Antonsen, B.L. Beaudoin, S. Bernal, L. Dovlatyan, I. Haber, P.G. O’Shea, D.F. Sutter
    UMD, College Park, Maryland, USA
 
  Funding: This work was supported by DOE-HEP Awards No. DESC0010301 and DESC0022009
We pre­sent the nu­mer­i­cal op­ti­miza­tion, using ad­joint tech­niques, of Flat-to-Round (FTR) trans­form­ers op­er­at­ing in the strong self-field limit. FTRs trans­form an un­mag­ne­tized beam that has a high as­pect ratio, el­lip­ti­cal spa­tial cross sec­tion, to a round beam in a so­le­noidal mag­netic field. In its sim­plest form the flat to round con­ver­sion is ac­com­plished with a triplet of quadrupoles, and a so­le­noid. FTR trans­form­ers have mul­ti­ple ap­pli­ca­tions in beam physics re­search, in­clud­ing ma­nip­u­lat­ing elec­tron beams to cool co-prop­a­gat­ing hadron beams. Pa­ra­me­ters that can be var­ied to op­ti­mize the FTR con­ver­sion are the po­si­tions and strengths of the four mag­net el­e­ments, in­clud­ing the ori­en­ta­tions and axial pro­files of the quadrupoles and the axial pro­file and strength of the so­le­noid’s mag­netic field. The ad­joint method we em­ploy [1] al­lows for op­ti­miza­tion of the lat­tice with a min­i­mum com­pu­ta­tional ef­fort in­clud­ing self-fields. The pre­sent model is based on a mo­ment de­scrip­tion of the beam. How­ever, the gen­er­al­iza­tion to a par­ti­cle de­scrip­tion will be pre­sented. The op­ti­mized de­signs pre­sented here will be tested in ex­per­i­ments under con­struc­tion at the Uni­ver­sity of Mary­land.
[1] Optimization of Flat to Round Transformers with self-fields using adjoint techniques, L. Dovlatyan, B. Beaudoin, S. Bernal, I. Haber, D. Sutter and TMA, PhysRevAccelBeams.25.044002 (2022).
 
DOI • reference for this paper ※ doi:10.18429/JACoW-NAPAC2022-MOPA69  
About • Received ※ 03 August 2022 — Revised ※ 25 September 2022 — Accepted ※ 05 December 2022 — Issue date ※ 05 December 2022
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