Beam dynamics simulation with the use of macroparticle «PROTON» code in different variants of input dynamical matchers in a heavy ion high current RFQ structure

Beam dynamics simulations with the use of macroparticle method were performed for two cases of input dynamical matchers for RFQ. It is done a comparison with data obtained from the envelope equations. These simulation results are in agreement with other simulation and theoretical ones.

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Дата:2006
Автор: Vorobyov, I.A.
Формат: Стаття
Мова:English
Опубліковано: Національний науковий центр «Харківський фізико-технічний інститут» НАН України 2006
Назва видання:Вопросы атомной науки и техники
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Онлайн доступ:http://dspace.nbuv.gov.ua/handle/123456789/78870
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Цитувати:Beam dynamics simulation with the use of macroparticle «PROTON» code in different variants of input dynamical matchers in a heavy ion high current RFQ structure / I.A. Vorobyov // Вопросы атомной науки и техники. — 2006. — № 2. — С. 151-153. — Бібліогр.: 7 назв. — англ.

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Digital Library of Periodicals of National Academy of Sciences of Ukraine
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spelling irk-123456789-788702015-03-23T03:02:16Z Beam dynamics simulation with the use of macroparticle «PROTON» code in different variants of input dynamical matchers in a heavy ion high current RFQ structure Vorobyov, I.A. Линейные ускорители заряженных частиц Beam dynamics simulations with the use of macroparticle method were performed for two cases of input dynamical matchers for RFQ. It is done a comparison with data obtained from the envelope equations. These simulation results are in agreement with other simulation and theoretical ones. Численное исследование динамики пучка методом крупных частиц выполнено в двух вариантах входного динамического согласователя для ПОКФ. Сделано сравнение с данными, полученными по уравнениям для огибающих. Результаты численного моделирования находятся в соответствии с данными других расчётов. Чисельне дослідження динаміки пучка методом великіх часток виконано у двох варіантах вхідного динамічного узгоджувача для ПОКФ. Зроблено порівняння з даними, отриманими по рівняннях для обгинаючих. Результати чисельного моделювання відповідають даним інших розрахунків. 2006 Article Beam dynamics simulation with the use of macroparticle «PROTON» code in different variants of input dynamical matchers in a heavy ion high current RFQ structure / I.A. Vorobyov // Вопросы атомной науки и техники. — 2006. — № 2. — С. 151-153. — Бібліогр.: 7 назв. — англ. 1562-6016 PACS: 29.27.Bd http://dspace.nbuv.gov.ua/handle/123456789/78870 en Вопросы атомной науки и техники Національний науковий центр «Харківський фізико-технічний інститут» НАН України
institution Digital Library of Periodicals of National Academy of Sciences of Ukraine
collection DSpace DC
language English
topic Линейные ускорители заряженных частиц
Линейные ускорители заряженных частиц
spellingShingle Линейные ускорители заряженных частиц
Линейные ускорители заряженных частиц
Vorobyov, I.A.
Beam dynamics simulation with the use of macroparticle «PROTON» code in different variants of input dynamical matchers in a heavy ion high current RFQ structure
Вопросы атомной науки и техники
description Beam dynamics simulations with the use of macroparticle method were performed for two cases of input dynamical matchers for RFQ. It is done a comparison with data obtained from the envelope equations. These simulation results are in agreement with other simulation and theoretical ones.
format Article
author Vorobyov, I.A.
author_facet Vorobyov, I.A.
author_sort Vorobyov, I.A.
title Beam dynamics simulation with the use of macroparticle «PROTON» code in different variants of input dynamical matchers in a heavy ion high current RFQ structure
title_short Beam dynamics simulation with the use of macroparticle «PROTON» code in different variants of input dynamical matchers in a heavy ion high current RFQ structure
title_full Beam dynamics simulation with the use of macroparticle «PROTON» code in different variants of input dynamical matchers in a heavy ion high current RFQ structure
title_fullStr Beam dynamics simulation with the use of macroparticle «PROTON» code in different variants of input dynamical matchers in a heavy ion high current RFQ structure
title_full_unstemmed Beam dynamics simulation with the use of macroparticle «PROTON» code in different variants of input dynamical matchers in a heavy ion high current RFQ structure
title_sort beam dynamics simulation with the use of macroparticle «proton» code in different variants of input dynamical matchers in a heavy ion high current rfq structure
publisher Національний науковий центр «Харківський фізико-технічний інститут» НАН України
publishDate 2006
topic_facet Линейные ускорители заряженных частиц
url http://dspace.nbuv.gov.ua/handle/123456789/78870
citation_txt Beam dynamics simulation with the use of macroparticle «PROTON» code in different variants of input dynamical matchers in a heavy ion high current RFQ structure / I.A. Vorobyov // Вопросы атомной науки и техники. — 2006. — № 2. — С. 151-153. — Бібліогр.: 7 назв. — англ.
series Вопросы атомной науки и техники
work_keys_str_mv AT vorobyovia beamdynamicssimulationwiththeuseofmacroparticleprotoncodeindifferentvariantsofinputdynamicalmatchersinaheavyionhighcurrentrfqstructure
first_indexed 2025-07-06T02:58:17Z
last_indexed 2025-07-06T02:58:17Z
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fulltext BEAM DYNAMICS SIMULATION WITH THE USE OF MACROPARTI- CLE «PROTON» CODE IN DIFFERENT VARIANTS OF INPUT DYNAMICAL MATCHERS IN A HEAVY ION HIGH CURRENT RFQ STRUCTURE I.A. Vorobyov ITEP, Moscow, Russia E-mail: vorobjev@itep.ru Beam dynamics simulations with the use of macroparticle method were performed for two cases of input dynam- ical matchers for RFQ. It is done a comparison with data obtained from the envelope equations. These simulation re- sults are in agreement with other simulation and theoretical ones. PACS: 29.27.Bd 1. INTRODUCTION Beam dynamics simulations with the use of macroparticle PROTON code [1] were performed for two input dynamical matchers with different electrode profiles for KV and Gauss initial particle distributions. The first case, “RM37”, was optimized for a beam cur- rent 55 mA and the second one, “IRM37-400”, was op- timized for the current 400 mA. Both cases with monotonous electrode profiles were developed with the use of modernized ABC code [2,3] to provide reduced slopes of input matched beam envelopes. The “IR- M37-400” matcher provides almost constant value of dynamical matching coefficient and low sensitivity to difficult controlled initial site of a fringe field within a wide range of beam currents. The simulations were performed using 5000 macroparticles in one central bunch and two virtual neighboring ones. Statistics includes 100% of the parti- cles. Space charge forces were calculated with the use of a particle-particle method and a fast two-level-tree al- gorithm. Integration of motion equations was evaluated by the Runge-Kutta scheme of 4-th order involving 200 steps of integration during one RF period. The testing channel consists of 39 RFQ cells with 12 matching ones and analytical set of field. The main parameters of .RFQ [4] are shown in Table 1. Table 1. Main parameters of RFQ-GSI Ions U+4, U+3 Input beam current (U+4), mA 37 Input beam current (U+3), mA 18 Full beam current, mA 55 Beam charge neutralization in LEBT, % 100 Beam energy (U+4), keV/u 2.2 Full energy of ion (U+4), MeV 0.52 Input beam emittance, mm.mrad 330 2. BEAM DYNAMICS WITH KV DISTRIBUTION The results of beam dynamics simulation for initial KV distributions are shown in Figs.1-4. “IRM37” “IRM37-400” Fig.1. Input emittances Fig.2. Beam envelopes in plane X Fig.3. Output emittances in plane X Fig.4. Output emittances in plane Y 3. BEAM DYNAMICS WITH GAUSS DISTRI- BUTION The results of beam dynamics simulation for initial Gauss distribution are shown in Fig.5-8 for “IRM37” and “IRM37-400” matchers. “IRM37” “IRM37-400” Fig.5. Input emittances __________________________________________________________ PROBLEMS OF ATOMIC SCIENCE AND TECHNOLOGY. 2006. № 2. Series: Nuclear Physics Investigations (46), p.151-153. 151 Fig.6. Beam envelopes in plane X Fig.7. Output emittances in plane X Fig.8. Output emittances in plane Y 4. OUTPUT TWISS PARAMETERS The parameters of beam emittance obtained from simulations and matched parameters, calculated with the use of ABC program, for both cases of dynamical matchers are shown in Table 2 and Table 3. The match- ing coefficients, calculated according to Kapchinsky method [5], are shown in Table 4 and Table 5. Table 2. Twiss parameters for IRM output KV IRM37 IRM37-400 Matched αx 2.254 1.771 1.90 αy -1.397 -1.539 -1.90 βx 0.003882 0.003569 0.00421 βy 0.003697 0.003395 0.00421 Table 3. Twiss parameters for IRM output Gauss IRM37 IRM37-400 Matched αx 3.607 2.417 1.90 αy -1.301 -1.237 -1.90 βx 0.005606 0.004135 0.00421 βy 0.004760 0.003751 0.00421 Table 4. Input matching coefficients Units IRM37 IRM37-400 k x k y k x k y KV 1.170 1.173 1.170 1.173 Gauss 1.040 1.008 1.040 1.008 Table 5. Output matching coefficients Units IRM37 IRM37-400 k x k y k x k y KV 1.686 1.372 1.271 1.240 Gauss 2.564 2.194 1.732 1.636 Current density is generated up to ≈780 mA/cm⋅ mrad for KV beam and ≈1990 mA/cm⋅mrad for Gauss beam. Required current rms density is 768 mA/cm⋅ mrad. The results from PROTON code simulations are in agreement with the results obtained by DYNAMION code [6,7] and other theoretical data. 5. EMITTANCE GROWTH AND BEAM TRANSMISSION The results for rms emittances and beam losses, ob- tained from beam dynamics simulation for initial KV and Gauss distributions are shown in Figs.9-12 for “IR- M37” and “IRM37-400” matchers. The dependences of beam transmission and output beam current on input beam current for “IRM37” and “IRM37-400” matchers for KV beam are shown in Fig.13 and Fig.14. Fig.9. Normalized rms emittances in plane X for “IR- M37” matcher Fig.10. Normalized rms emittances in plane X for “IRM37-400” matcher Fig.11. Beam transmission for “IRM37” matcher __________________________________________________________ PROBLEMS OF ATOMIC SCIENCE AND TECHNOLOGY. 2006. № 2. Series: Nuclear Physics Investigations (46), p.151-153. 151 Fig.12. Beam transmission for “IRM37-400” matcher Fig.13. Dependences of beam transmissions on input beam current for “IRM37” and “IRM37-400” matchers for KV beam Fig.14. Dependences of output beam currents on input beam current for “IRM37” and “IRM37-400” matches for KV beam 6. CONCLUSION The beam dynamics simulations with the use of the macroparticle method and the PROTON code were per- formed for two cases of input dynamical matchers for RFQ for KV and Gauss beams. The comparison with data obtained from the envelope equations and by DY- NAMION code simulations, has shown that the results from simulations with the use of PROTON code are in agreement with others. Twiss parameters for KV beam are close to the theoretical values calculated for a beam current of 55 mA. To obtain better agreement between calculated and theoretical data, a special procedure for initial particle distribution generation is required. This procedure will provide exact initial matching conditions according to required current density and investigations of beam matching for different initial distributions. The second case of matcher, optimized for beam current of 400 mA, has improved dynamics for all the parameters under investigation including reduced sensitivity for ini- tial particle distributions with respect to the first case. Further improvement of beam dynamics in high current region requires special optimization procedure for re- ducing emittance growth and particles losses, which may be realized by joining ABC and PROTON codes into one program. REFERENCES 1. V.N. Lyachovitsky, E.S.Galpern, I.A.Vorobyov, O.S.Sergeeva. Program PROTON. Information fond of algorithms and programs on accelerator theme. AS and Minatom RF, M., 1992, p.171. 2. I.A. Vorobyov. Program ABC. Information fond of algorithms and programs on accelerator theme. AS and Minatom RF, M., 1992, p.159. 3. I.A. Vorobyov. Analytical law for focusing rigidity and calculation with use of optimizing ABC code of dynamical unmodulated matcher with reduced slope of beam envelope at the RFQ entrance. Preprint ITEP. 2005, 8-05. 4. JW. Barth, L. Dahl, J. Glatz et al. Achievements of the High Current Beam Performance of the GSI Unilac. Proc. of EPAC04, Lucern. 2004, p.1171. 5. I.M.Kapchinsky. Theory of Linear Resonance Ac- celerators. M.: “Energoizdat”, 1982. 6. A.A. Kolomiets, V.I. Pershin, I.A. Vorobyov et al. DYNAMION – The Code for Beam Dynamics Simu- lations in High Current Ion Linac. Proc. of EPAC98. 1998, p.1201-1203. 7. J. Klabunde, W. Barth, A. Kolomiets, S. Yarami- shev. Beam Dynamics Simulations for the GSI High Current Injector with the New Versatile Computer Code DYNAMION. Proc. of PAC01, Chicago. 2001, p.2899-3001. ЧИСЛЕННОЕ ИССЛЕДОВАНИЕ ДИНАМИКИ ПУЧКА МЕТОДОМ КРУПНЫХ ЧАСТИЦ С ИС- ПОЛЬЗОВАНИЕМ ПРОГРАММЫ «PROTON» В РАЗЛИЧНЫХ ВАРИАНТАХ ВХОДНОГО ДИНАМИЧЕСКОГО СОГЛАСОВАТЕЛЯ В ТЯЖЕЛОИОННОЙ СИЛЬНОТОЧНОЙ СТРУКТУРЕ ПОКФ И.А.Воробьёв Численное исследование динамики пучка методом крупных частиц выполнено в двух вариантах входно- го динамического согласователя для ПОКФ. Сделано сравнение с данными, полученными по уравнениям для огибающих. Результаты численного моделирования находятся в соответствии с данными других рас- чётов. ЧИСЕЛЬНЕ ДОСЛІДЖЕННЯ ДИНАМІКИ ПУЧКА МЕТОДОМ ВЕЛИКИХ ЧАСТОК З ВИКОРИСТАННЯМ ПРОГРАМИ «PROTON» У РІЗНИХ ВАРІАНТАХ ВХІДНОГО ДИНАМІЧНОГО УЗГОДЖУВАЧА У ВАЖКОІОННІЙ ПОТУЖНОСТРУМОВІЙ СТРУКТУРІ ПОКФ І.А.Воробйов Чисельне дослідження динаміки пучка методом великіх часток виконано у двох варіантах вхідного динамічного узгоджувача для ПОКФ. Зроблено порівняння з даними, отриманими по рівняннях для обгинаючих. Результати чисельного моделювання відповідають даним інших розрахунків. 144 численное исследование динамики пучка методом крупных частиц с использованием программы «PROTON» в различных вариантах входного динамического согласователя в тяжелоионной сильноточной структуре покф Чисельне дослідження динаміки пучка методом великіх часток виконано у двох варіантах вхідного динамічного узгоджувача для ПОКФ. Зроблено порівняння з даними, отриманими по рівняннях для обгинаючих. Результати чисельного моделювання відповідають даним інших розрахунків.