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are presented in Fig. 10. It is seen that when applied to minimize𝑓3,rms+𝑤·𝑓4,rms,boththeSCCmethodandthe DE algorithm achieve comparable final results and the SCC method still converges faster. CONCLUSION AND OUTLOOK This study combines the SCC method with minimization of RDT fluctuations for DA optimization. In con...
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7b3786f0-c342-484d-982a-8d06802d2bf4
REFERENCES [1]B.Wei et al.,“Minimizingthefluctuationofresonancedriving terms in dynamic aperture optimization”, Phys. Rev. Accel. Beams, vol. 26, p. 084001, Aug. 2023. doi:10.1103/PhysRevAccelBeams.26.084001 [2]B.Wei,Z.Bai,G,Feng,“Analysisofoff-momentumnonlinear drivingtermsforenlargingoff-momentumdynamicapertures”, Ph...
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a16ea46b-abf4-4329-8aa8-4708effe61cc
GPU- ACCELERATED SIMULATION OF LONGITUDINAL SINGLE-BUNCH INSTABILITY IN ELECTRON STOR AGE RINGS Tianlong He∗, Weiwei Li, Weimin Li, Zhenghe Bai National Synchrotron Radiation Laboratory, USTC, Hefei, China Abstract Longitudinal single-bunch instability driven by high- frequency impedance is a major challenge for achi...
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5ec72bfd-8c75-45be-8f64-87d2b86d5349
onadesktopcomputerequippedwithahigh-performance GPU,providing anaccessible andcost-effectivealternative to computingclusters. INTRODUCTION Forstorage-ringlightsourcesandelectron-positroncol- liders,thelongitudinalhigh-frequencydominantimpedance, e.g.,coherentsynchrotronradiation(CSR)impedanceand NEG-coatingresistivewal...
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5a9ee734-f0f2-4c4d-bbf6-14185eb2218e
onthemacro-particletracking,suchasELEGANT[3],its parallel version PELEGANT [4], MBTRACK [5], and its Python version MBTRACK2 [6]. This paper focuses on the tracking method. To improve the accuracy of tracking simulation, it is commonly necessary to have a sufficient number of particles and slices to accurately count th...
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523b501a-5c52-4ecf-a087-94675dc52cc3
STABLE CODE TheSTABLEcode[7]isdevelopedspecificallyformulti- bunch, multi-particle tracking simualtion for longitudinal beam dynamics. It is implemented in a MATLAB envi- ronmentwiththeuseofstate-of-the-artGPUacceleration techniques, which significantly improve the tracking effi- ciency. From Multi-Bunch to Single Bunc...
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e9c632cd-b04d-4c05-8853-9168202f7544
them to obtain the total bunch distribution. In addition, a fixed bin width is set by default instead of the number of bins. Therefore,thebinnumberwillincreaseasthebunch lengthens. Theremainingoperations,suchasconvolution ofthebunchdistributionandtheshort-rangewake(orshort- bunch wake potential), and interpolation to o...
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a2729934-2650-4d82-a826-a3d88c45bb1a
rms values of bunch length and energy spread used for nor- malization, which do not necessarily have to be equal to the naturalrmsvaluesdeterminedbytheequilibriumbetween radiationdampingandquantumexcitation. Thequantity 𝑞 is updatedsimply withthe followingequation: 𝑞𝑖+1=𝑞𝑖+𝛼𝑐𝑇0𝜎𝛿0 𝜎𝜏0𝑝𝑖, (1) where 𝛼𝑐is ...
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4b20c439-f2b7-46af-99b4-75b5ec361ef8
where 𝑝𝑅𝐹=Σ𝑗𝑉𝑗sin(𝜔𝑗𝜎𝜏0𝑞+𝜙𝑗) 𝑝𝑟𝑎𝑑.+𝑞𝑢𝑎𝑛.=−2𝑇0 𝜏𝑧𝑝𝑖+2√︄ 𝑇0 𝜏𝑧𝑅, (3) 𝑉𝑗,𝜙𝑗,and 𝜔𝑗refertotheRFvoltageamplitude,phase,and angular frequency, respectively. 𝜏𝑧is the radiation damping time. 𝑅isarandomnumberfromthestandardnormaldistri- bution. Please note that, except for the calculation...
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8a589089-c007-4729-acfa-db52777c941d
be sped up using the fast Fourier transform. In the case of a bunchbeingverylongcomparedtothewakefieldvariations, we utilize the techniques of Gaussian filtering and finer-bin interpolation to improve the convolution convergence and accuracy. Compared to these two steps, the first step is usuallythemosttime-consumingan...
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cb16995b-12d6-47a8-b99e-53b7c01dda1b
blockusestwothreadstocountthesub-distributionforeach- columnparticles. Finally,thesumofthesub-distributions is exactly the total distribution. Figure1showstheefficiencytestresultsforthebuilt-in function “histcounts” and the self-made kernel “BinNum- CalZ”. This test was conducted on a desktop computer equippedwitha“13t...
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99895dd4-beb3-44bf-8f53-76739a63ea5e
efficiency by a factor of ∼8 and∼40, respectively. Overall Tracking Performance For 10 million particles and more than 4800 bins, it takes about 5 millisecond to track one turn when using the above- Figure 1: Efficiency test for binning of particle distribution. mentioned desktop computer configuration. A tracking sim-...
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bba7e83a-4f63-40c5-9ae1-823d95f8d9b5
isunderconstructioninHefei,China,andthestorageringis scheduledtostartcommissioninginspring2027. Figure2 showsthelatestlongitudinalRWwakepotential (consider- ing a NEG-coating thickness of 1 μm and a resistivity of 1×10−5Ω·m) according to the current vacuum layout. Figure 2: Longitudinal RW wake potential of 0.02 mm rms...
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88c82eee-4e95-4aac-98c4-a6020e1432bd
threshold increases to ∼0.75 mA, demonstrating an approx- imatelylinearproportionalitybetweentheMWIthreshold and bunch length. Figure 4 shows the bunch phase-space distribution at0.5mAwhen MWI occurs, revealing distinct micro- bunching structures whose dimensions match the oscilla- tion period length of the wake potent...
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71c23057-1755-4c4a-9e40-8c9f83f5a1e5
The Super Tau-Charm Facility Storage Ring The STCF is being designed as a symmetric electron- positron collider in Hefei, China, with a centre-of-mass energy ranging from 2 to 7 GeV. For a minimum energy of 1 GeV and a nominal beam current of 1.1 A (1.6 mA per bunch at 48%filling rate), the STCF storage ring is likely ...
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c201dc61-e97a-4e00-9671-89e7db9f8943
These simulations informed the optimization of the wiggler schemetomitigateCSReffects. Notably,thefulltracking process—simulating 10 million macroparticles over 40,000 turns—wascompletedin ∼1houracross27bunchcurrent points, demonstrating high computational efficiency. Figure6: Bunchenergyspread(blue)andrmslength(red) a...
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5ce90d2d-6d1e-46ed-b014-1af6c558e699
afk/STABLE-SingleBunch . ACKNOWLEDGEMENTS This work was supported by National Natural Science Foundation of China (No. 12375324 and 12105284), and theFundamentalResearchFundsfortheCentralUniversities (No. WK2310000127).
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6fdb29d0-667d-4ccd-ad90-7ad0e1d8c902
REFERENCES [1]R.WarnockandJ.A. Ellison,“Ageneral methodforpropa- gationofthephasespacedistribution,withapplicationtothe sawtooth instability”, in Proceedings of 2nd ICFA Advanced Accelerator Workshop on the Physics of High Brightness Beams, UCLA, 1999. [2]P. Schönfeldt, M. Brosi, M. Schwarz, J. L. Steinmann, and A.-S.M...
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856ac8ad-258a-4cb5-baa6-cd0aa51b6c55
[5]G. Skripka, R. Nagaoka, M. Klein, F. Cullinan, and P. F. Tavares, “Simultaneous computation of intrabunch and in- terbunch collective beam motions in storage rings”, Nucl. Instrum.MethodsPhys.Res.,Sect.A ,vol.806,p.221,2016. doi:10.1016/j.nima.2015.10.029 [6]A. Gamelin, W. Foosang, and R. Nagaoka, “mbtrack2, a Col- ...
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b1d1d648-6d4d-4d01-9b87-d780f27a5a35
Venice, Italy, May 2023, pp. 1075–1078. doi:10.18429/JACoW-IPAC2023-MOPM038 [9]W. Li, T. He, and Z. Bai, “Terahertz scale microbunching instability driven by high resistivity nonevaporable getter coating resistive-wall impedance”, Phys. Rev. Accel. Beams , vol. 27, p. 034401, 2024. doi:10.1103/PhysRevAccelBeams.27.0344...
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501cd02e-8e96-4453-9fd0-8b6c73da7634
PRELIMINARY SCHEME FOR ELECTRON COOLING USING LONGITUDINAL HOLLOW ELECTR ON BEAM * X. D. Yang†, He Zhao, Institute of Modern Physics, CAS, Lanzhou, China Abstract The intra -beam scattering in high charge state intense heavy ion beams is a problem worth considering. By con- trolling the longitudinal distributio...
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96271fe2-3ea6-4c15-bf41-b8177d953b51
cooling at the center of the ion beam. This paper discusses the generation, measurement, and related issues of longitu-dinal hollow e lectron beams. Corresponding solutions and suggestions have been proposed for the problems and chal-lenges that may be encountered in the research. The cool- ing process of longitudina...
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98ea598f-8e57-4398-a265-ae653f571d34
ion beam with high charge state. The intra -beam scattering presents dissimilar influence in the different facilities. It can be counteracted partially by the synchrotron radiation damping in the lepton machine. It also can be suppressed by the wiggler. But there is no similar dampin g in the had- ron machine. The...
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570c5033-03c4-491d-aa7c-3ea13da35fd3
taining the optimal performance of the accelerator. In this case, intra- beam scattering becomes the primary cause of emittance growth in the six -dimensional phase space. Par- ticles with large amplitudes will escape the bucket and be lost in the ring. As a result, the lifetime of the ion beam in the storage ring d...
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fac20184-1374-4bb3-874a-9fd8fe3940c9
high- density beams in heavy ion storage rings, more effec- tive methods to suppress intra -beam scattering should be explored and attempted. Under electron cooling, the distribution of ion beams quickly deviates from the initial Gaussian type, forming a denser core and a longer tail. The ions standing in the tail...
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a01cda4b-8f95-4ba9-935d-960fc8e98f3a
beam. The traditional DC electron beam in the electron cooler was modulated into an electron bunch with different longi-tudinal distributions. The stronger cooling was expected in the tail of the ion beam and the weaker cooling was per- formed in the tail of the io n beam. The particle on the out- side will experie...
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6ca566f2-ca72-49b3-8732-a6a2f5e80a69
ation of future storage and hig h-energy electron coolers. MOTIV ATION From the previous experimental results [2] indicated that the partially transverse hollow electron beam has an ad- vantage in beam accumulation. The optimal ratio Ugrid/Uanode is near 0.2 in the electron gun of electron cooling device. In thi...
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543f88d3-74c3-4909-b6b1-bcd33d981854
• Make the beam bunch contain as many particles as possible. • Increase the lifetime of ion beams in the storage ring. GENERATION SCHEME OF LONGITUDINAL HOLLOW ELECTRON BEAM The high voltage pulse required for the generation of the longitudinal hollow electron beam can be generated by three schemes. The...
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4ade3b3d-f933-42d5-ac86-a1f216644321
nology . From the output of high- voltage power supplies with sinusoidal wave, chopper technology will cut only the required phase range from the output of high voltage. A voltage output similar to a cosine wave is generat ed. The voltage varies continuously, resulting in a longitudinal hol- low electron beam . Th...
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1ceb7596-0912-4872-ba4f-8e4f5bbd1173
MEASUREMENT OF LONGITUDINAL HOLLOW ELECTRON BEAM PARAMETERS The waveform of the output voltage of the power supply will be measured offline by the oscilloscope and high -volt- age dividers in the test platform. From the results, the pa-rameters such as repetition rate, rising edge, plateau, de- scending edge, and...
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04149150-c548-43e1-a15f-f96be75b4930
SYNCHRONIZATION OF ELECTRON BEAM AND ION BEAM The basic requirement for electron cooling is that the electron beam can overlap the ion beam, and in the longi- tudinal direction, the length of the electron beam bunch should be greater than that of the ion beam bunch. The length of the ion beam bunch will gradually d...
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55e5700f-9444-4fc7-ae05-aef5235e8243
injection and extraction in the storage ring. The electron cooling device is equipped with beam po- sition detectors BPM at both ends, which can measure both the positions of the electron beam and the ion beam in the cooling section of the electron cooling device. The BPM at the entrance can be used to measure the...
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6b79a2fd-4854-4fcf-849e-656629885a47
from the triggering of the high voltage power supply to the generation of the control electrode voltage waveform and the generation of the electron beam pulse waveform should be measured in advance. In addition, there is a certain dis-tance from the cathode surface of the electron gun to the entrance of the electro...
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04ff59c7-2ad1-4806-8c5a-306f1231b1af
Through repetitious measurements, the measurement re- sults are calibrated and mutually verified to determine the time for the ion and electron beam bunches to reach and leave the electron cooling section, as well as the trigger de-lay time and response time of the high -voltage pulse power supply. These two paramete...
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a6577cf8-6e35-473a-ae92-c0328c3c11e7
Beam position detectors are installed at both ends of the cooling section of the electron cooling device, which can measure the position of both the electron beam bunch and the ion beam bunch. The positions and angles of the elec-
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53b794a8-de90-4ecd-97a1-7fc92dfe1287
tron beam and ion beam in the cooling section were meas- ured separately. With the help of correct coils in the elec- tron cooling device and dipoles in the storage ring, the po- sitions and angles of the electron beam and ion beam in the cooling section were ad justed respectively. After repeated measurement and adju...
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ccca8363-c78d-4e24-b621-07dbb45a9808
In order to reduce the repetition frequency of high- volt- age output , a half, one fourth, or one eighth of revolution frequency will be used as output frequency of high -voltage pulses . The ion beam bunch meets the electron beam bunch every two, four, or eight revolutions . By using multiple high- voltage p...
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917a64e9-0465-4194-bde9-d1dc0ae9a7cd
can obtain electron beam bunches of different lengths by chopping in different phase intervals. However, due to the same frequency sine wave, the voltage values at different phases are different, and the maximum output voltage after chopping is different, resulting in different values of the electron beam current ...
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f6a52a2d-b0e0-4613-886a-3f062c099692
original, and the beam length becomes shorter. The above -mentioned frequency conversion method can generate electron beam bunch of different lengths. As the ion beam is cooled, the length of the ion beam bunch grad-ually becomes shorter, and the ions at the edge of the ion beam gradually leave the edge region wit...
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a2d070d2-8fac-476b-9bd0-73c12fc03979
lengths are switched sequentially. SIMULATION CALCULATION OF COOLING PROCESS A numerical simulation code TRACKIT [4] based on multi- particle tracking was developed to calculate the bunched ion beam cooling process, in which the electron cooling, intra -beam scattering (IBS), ion beam space - charge field, tr...
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01c81caa-d3d1-4069-b53f-40aacd705099
dinal uniform distribut ion electron beams . EXPERIMENTAL STUDY ON COOLING PROCESS As mentioned above, the electron gun in the electron cooling device can provide three kinds of electron beam s. • Traditional DC electron beam . • Longitudinal uniform distribut ion electron beam . • Longitudinal hollow electron...
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e5b88107-3400-4dc8-a89c-6a16e5c134d3
the ion beam, the lifetime of the ion beam, the length of the ion beam bunch, and the upper limit of the number of ions were obtained . These results will be compared with the case of DC electron beam cooling process. The difference of longitudinal hollow electron beam c ompari ng with the cooling of longitudina...
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cc435612-5ae5-4776-9116-acdfb206380f
rapid cooling at the center of the ion beam. This method will become a new attempt, and it is expected to achieve the expected results in subsequent simulation c alculations and experimental research. Especially, in high -energy elec- tron cooling, the electron beam bunch will be generated by
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73c3f68c-72e7-4d5f-beeb-aca8eb4927da
the photocathode, and microwave electron gun and accel- erated by the RF cavity. REFERENCES [1] A.V. Fedotov, I. Ben -Zvi, Yu. Eidelman, et al . “IBS for ion distribution under electron cooling”, in Proc . PAC ’05, Knoxville, TN, USA, May 2005, paper TPAT091, pp. 4263- 4265. [2] X.D. Yang, V.V. Parkhomchuk , W....
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fb17c94e-5a36-4914-b14c-9389ca5bfbf5
[5] He Zhao, Lijun Mao, Jiancheng Yang, et al. ,“Electron cool- ing of a bunched ion beam in a storage ring”, Phys. Rev. Accel. Beams , vol. 21, p. 023501 , Feb. 2018. doi: 10.1103/PhysRevAccelBeams.21.023501 [6] He Zhao and Lijun Mao, “Longitudinal stacking of ion beams with pulsed electron beam cooling”, Phys. ...
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52820b0a-3bad-468d-b94c-d56dee7965b2
beam”, in Proc . IPAC2018 , Vancouver, BC, Canada, Apr. – May 2018. pp. 1174 -1177 . doi:10.18429/JACoW- IPAC2018- TUPAL069 [9] M. W. Bruker, S. Benson, A. Hutton, et al. , “Demonstration of electron cooling using a pulsed beam from an electro- static electron cooler”, Phys. Rev. Accel. Beams , vol. 24, p. 01280...
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ing”, Phys. Rev. Accel. Beams , vol. 23, p. 021003, Feb. 2020 . doi: 10.1103/PhysRevAccelBeams.23.021003 [12] N. Banerjee, B. Cathey, G. Stancari, et al. , “Incoherent dy- namics of intense proton beams under electron cooling”, in Proc. of IPAC2023 , Venice, Italy, May, 2023. doi:10.18429/JACoW- IPAC2023- TUPM...
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934e2806-1fd9-4f7d-86bf-30a59be45222
LONGITUDINAL COLLECTIVE DYNAMICS IN LASER MODULATORS OF A STEADY-STATE MICROBUNCHING STORAGE RING BASED ON THE MACROPARTICLE MODEL Cheng-Ying Tsai∗, School of Electrical and Electronic Engineering, Huazhong University of Science and Technology, Wuhan, China Abstract The mechanism of the steady-state microbunching (SSMB...
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4b2f8fb7-6010-4f13-9c8c-bdba402cd03f
dispersionequationis derived,and a detuning parameter is introduced to characterize the frequency deviation between theexternal laserand the resonant undulator radiation, and solve for the instability growth rates of different multibunch modes. When the detuning approaches a specific multi- bunchmodedividedbythenumbero...
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8da0515b-e91e-4a5b-b3e2-a9eb3787ff46
is replacement of the RF cavity by a laser modulator for longitudinal focusing/modulation. The laser modulator can be implemented by a co-propagating laser along a common axis with the electron beam in an undulator. To reuse the laserbeamandaccumulatesufficientintensitywhilerelax- inglaserrequirements,wecanconfinethela...
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3a005bb9-ab4f-4fe1-bdbb-96b18c59c565
progressoflongitudinalcollectiveinstabilitystudiesinlaser modulatorsofanSSMBstorageringusingthemacroparticle model. An alternative approach using the beam matrix can be found in Ref. [ 17–19]. ∗Email: jcytsai@hust.edu.cn. This work is supported by the Fundamental Research Funds for the Central Universities (HUST) under...
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73d9741b-63e8-4d16-93ff-60863aeead9f
SINGLE-PASS MULTI-BUNCH CASE [ 13] When a microbunch train traverses the modulator undula- tor, every individual microbunches emit undulator radiation. Oneachundulatorperiod, thewigglingmotionofelectron microbunches make the radiation wake advance over one resonantwavelength 𝜆𝑟,affectingtheleadingmicrobunches. Denoti...
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5d1ae835-bdd3-452d-8788-1302fe4549ca
besolvednumerically. Whenthewakefunctionislinearized, theset ofequationscanhaveanalyticalsolutions. Herewe skipthedetailedderivationsandreferinterestedreadersto Ref.[13]. Herewenotethat,besidestheexternalmodulation laser,theradiationwakemayprovideadditionallongitudinal focusing to stabilize the electron beam, i.e., eff...
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65237deb-4296-4519-bf36-a9ad130cbf73
circulating microbunches come back to the laser modulator. theysee the radiation wakeaccumulated on previous turns. Forthesinglemicrobunchcirculatinginthestoragering,on the𝑚-th turn, from 𝑛-th to(𝑛+1)-th undulator period, the macroparticle equation of motion can be formulated as 𝑧(𝑛+1) 𝑚= 𝑧(𝑛) 𝑚−𝜂𝑤𝜆𝑤𝛿(𝑛+...
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bf9e2516-32f8-4f22-8071-ed20eeaec0ed
from conventional Robinson instability. This is because the radiation wake in the laser cavity can slip, while the conventional wake in RF cavity is localized. Such a type of instability appears similar to the free-electron laser (FEL) instability. Formore detailed discussions, see Ref.[ 15]. MULTI-BUNCH MULTI-TURN CAS...
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cf4afda1-33bd-4953-b484-041f34965da4
Figure 2: Illustration of the relative positions of the mi- crobunches to the phase space buckets and the undulator radiation wakes for the case of 𝑁𝑤= 6. For the case of uniform filling, there will be a total of 𝑁𝑏= 𝐶0/Δ𝐿 = 𝐶0/𝜆𝐿microbunches circulating in the storage ring with the circumference 𝐶0. We remin...
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cefe5fea-5117-4d9f-8055-245923e6edec
practicalviewpoint. Thestabilitycanthenbedeterminedby finding the corresponding dispersion or secular equation of the following tracking equations for the 𝑛-th microbunch at the𝑝-th period in the modulator undulator on the 𝑚-th turn 𝑧(𝑝+1) 𝑚,𝑛= 𝑧(𝑝) 𝑚,𝑛−𝜂𝑤𝜆𝑤𝛿(𝑝+1) 𝑚,𝑛 𝛿(𝑝+1) 𝑚,𝑛= 𝛿(𝑝) 𝑚,𝑛+𝑘2...
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679909ca-7eda-4988-bed0-b72a282ec89c
we define the undulator-averaged phase space coordinates ̄ 𝑧𝑚,𝑛=1 𝑁𝑤𝑁𝑤−1 ∑ 𝑝=0𝑧(𝑝) 𝑚,𝑛,̄𝛿𝑚,𝑛=1 𝑁𝑤𝑁𝑤−1 ∑ 𝑝=0𝛿(𝑝) 𝑚,𝑛(6) afterlinearizingtheabovetrackingequationsforthewake function, the two sets of equations can be simplified to ̄ 𝑧𝑚+1,𝑛= ̄ 𝑧𝑚,𝑛− ̄ 𝜂𝐶0̄𝛿𝑚,𝑛 ̄𝛿𝑚+1,𝑛=𝑘2 𝑠0𝐿𝑤 𝜂𝑤̄...
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8789d24c-64f2-4625-adcb-468dbe08f182
tweentheexternallaserandtheresonantundulatorradiation. The cubic dispersion equation can now be solved numeri- cally forz. For general dynamical systems exhibiting expo- nentialgrowthordecaywithtime,weassume z∝ 𝑒−𝑖Ω𝑇0, and the corresponding growth rate per turn can be evalu- ated by taking the logarithm, i.e., 𝜏−1=...
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8e9d94a1-d3ec-4871-800d-d71579208505
ing,thetotalnumberofmicrobunchesisapproximately 108, whichindeed increasesbyalmostfiveordersofmagnitude comparedtoconventionalstoragerings,makingturn-by-turn tracking of individual microbunches nearly impossible. Fig- ure3presentsthemulti-bunchgrowthrateperturnasafunc- tion of the detune parameter 𝜈(left) and the mult...
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cd1446b3-f635-471a-8843-532f306c61d1
rates,whilethegrowthratesofmostothermodesnotshown in the figure approach zero. In the right panel we set the initialdetuneto +1.064×10−4. Asanticipated,theexcited mode is𝜇 = 104. Figure3: Growthrateperturnasafunctionofthefrequency detune𝜈(left) and the multi-bunch mode index 𝜇(right). According to the current prelim...
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03fabc4b-8a01-4e72-bd11-3d4f6406a1c8
undulatorradiationmayenhancesynchrotronoscillations, as discussed in Ref. [ 13]. Therefore, the growth rates in- ferred based on the present calculation may still fall within an acceptable range. It is also worth noting that this infer- ence seems consistent with the conclusions reached when applying an alternative app...
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f0ad2e41-5c70-494f-bb5a-f9f833a2136e
bythe number of total microbunches,this instabilitymech- anism tends to amplify that mode. We discuss possible mitigationeffect of the potential wellon the instabilityand find that based on the nominal SSMB beam and undula- torparameters,theundulatorradiationdrivenmulti-bunch instability remains within an acceptable ra...
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9f8c9860-f6b0-46f4-8881-9130d32d36be
REFERENCES [1]D.F.RatnerandA.W.Chao,“Steady-statemicrobunchingin astorageringforgeneratingcoherentradiation”, Phys.Rev. Lett., vol. 105, p. 154801, 2010. doi:1/zero.alt4.11/zero.alt43/PhysRevLett.1/zero.alt45.1548/zero.alt41 [2]Y. Jiao, D. F. Ratner, and A. W. Chao, “Terahertz coherent radiation from steady-state micro...
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a93a0a23-4443-4faf-9457-c437d4a2b876
May 2016, pp. 1048–1053. doi:1/zero.alt4.18429/JACoW-IPAC2/zero.alt416-TUXB/zero.alt41 [5]X.J.Deng etal., “Wideninganddistortionoftheparticleen- ergydistributionbychromaticityinquasi-isochronousrings”, Phys. Rev. Accel. Beams , vol. 23, p. 044001, 2020. doi:1/zero.alt4.11/zero.alt43/PhysRevAccelBeams.23./zero.alt444/ze...
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1ccdc7d5-25a2-4306-918c-fe6c64dc8014
[8]X. J. Deng, A. W. Chao, W. H. Huang, and C. X. Tang, “Courant-Snyder formalism of longitudinal dynamics”, Phys. Rev. Accel. Beams , vol. 24, p. 094001, 2021. doi:1/zero.alt4.11/zero.alt43/PhysRevAccelBeams.24./zero.alt494/zero.alt4/zero.alt41 [9]Z. Li, X. Deng, Z. Pan,C. Tang, and A. Chao, “Generalized longitudinal ...
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6ced28ff-9b4e-43fd-ab11-c5637d1b86c5
[11]X. J. Deng, Y. Zhang, Z. L. Pan, Z. Z. Li, J. H. Bian, C.-Y. Tsai, R. K. Li, A. W. Chao, W. H. Huang, and C. X. Tang, “Average and statistical properties of coherent radiation from steady-state microbunching”, J. Synchrotron Radiat. , vol. 30, pp. 35–50, 2023. doi:1/zero.alt4.11/zero.alt47/S16/zero.alt4/zero.alt457...
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115481d5-84d2-4498-80a2-8aa6b60b0eb7
2021. doi:1/zero.alt4.11/zero.alt43/PhysRevAccelBeams.24.1144/zero.alt41 [14]C.-Y. Tsai, “Longitudinal single-bunch instabilities driven by coherent undulator radiation in the cavity modulator of a steady-state microbunching storage ring”, Nucl. Instrum. MethodsPhys.Res.A:Accel.Spectrom.Detect.Assoc.Equip. A, vol. 1042...
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b2ed9ede-bffe-45d8-8d0d-9275ccd321a7
storageringsbasedonthetransverse-longitudinalcoupling scheme”, in Proc. 67th ICFA Adv. Beam Dyn. Workshop Fu- ture Light Sources (FLS’23) , Luzern, Switzerland, Aug.-Sep. 2023, pp. 147–150. doi:1/zero.alt4.18429/JACoW-FLS2/zero.alt423-TU4P31 [17]C.-Y. Tsai and X. J. Deng, “Analysis of laser-electron- radiation interact...
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57a3c4da-653b-4070-8158-7c0f0eb0a382
in a steady-state microbunching storage ring”, Opt. Lett. , vol. 50, pp. 5198–5201, 2025. doi:1/zero.alt4.1364/OL.568233 [20]C.-Y.Tsai,“Studyofthelongitudinalmultibunchmultiturn collective dynamics in the laser modulators of a steady-state microbunchingstoragering: Amacroparticlemodel”, Nucl. Instrum. Methods Phys. Res...
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b17b6c18-ef0d-4022-b05f-e2d574b77fdc
COHERENT kW THz RADIATION FROM AN SSMB STORAGE RING VIA SELF-SUSTAINED LASER MODULATION∗ Cheng-Ying Tsai†, School of Electrical and Electronic Engineering, Huazhong University of Science and Technology, Wuhan, China Abstract Due to the unique role of terahertz (THz) radiation in the electromagnetic spectrum, it possess...
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0
3e234586-02c2-458c-ada2-a776162d6c0c
laser modulator, as well as radiation damping and quantum excitation effects in the storage ring. Numerical tracking resultsdemonstratethe feasibilityof thismechanism.In a demonstrativecase,weshowthat 1kWcontinuouscoherent radiationcanbeachievedat 5THzfrequency,correspond- ingtoelectricfieldstrengthsontheorderofMV/m.Si...
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0
fecf664a-bf64-4906-b277-3dd5f5aee9e3
tunable terahertz radiation, leading to the so-called “THz gap” [1]. Currently,numerous methods exist forgenerating THz radiation. In this paper we propose a novel mechanism capable of generating continuous, high-average-power co- herentTHzradiation.AsillustratedinFig.1,basedonthe steady-statemicrobunching(SSMB) mechan...
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0
b6133918-5ae4-4079-8629-194450e0e6e8
themicrobuncheswithfrequency-beatingcomponentwill emitcoherentradiationatthebeatingfrequencyinthedown- stream radiator. This innovative storage ring differs from ∗ThisworkissupportedbytheFundamentalResearchFundsfortheCentral Universities (HUST) under Project No. 2021GCRC006 and National NaturalScience Foundationof Chin...
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0
de7e7bdc-cbf5-4477-9f2b-7ab86946e566
typicallyrequiredtocompensateforcavitylosses.Thisnovel schemesignificantlyreducesthedependenceontheexternal modulation laser bydirectlyutilizing the resonant undulator radiation generated by the traversing electron beam in the LM. The proposed schemerequiresthe external laser mod- ulation only very briefly during the i...
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fdc39b58-f44e-4399-bf89-b67f42c97411
THEORETICAL MODEL Herewesummarizethebasicingredientsofthetheoretical model. Due to page limit, we refer the interested readers to Refs. [4–7] for more details. •The transfer matrix of a laser modulator (LM) is de- scribed as a thick longitudinal quadrupole, in which the modulation or chirp strength ℎ = 𝑘𝐿Δℰ 𝛾𝑚𝑐2is...
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0
b50c12ba-e660-47a0-9e50-489a8d9fc1a2
•In the LM cavity, the evolution of modulation power can be described by 𝑃𝐿,𝑛+1= 𝑅⋅𝑃𝐿,𝑛, where𝑅 < 1is total mirror reflectivity. •Thelongitudinaltransportfortheremaininghalfastor- ageringR1/2isexpressedasthefamiliar 2×2transfer matrix.Theturn-by-turntrackingforthebeamsigma matrixΣ𝑛followsΣ𝑛+1= 𝒪𝑛Σ𝑛𝒪𝑇 𝑛w...
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e15ab2a4-c10e-4d76-b4b2-abb982e6cca0
and𝐾𝑢,mod, where𝐾𝑢≈ 0.934𝐵0[T]𝜆𝑢[cm]. The choice is not unique; as shown in Fig. 2(a), we select those marked by red arrows. The total length of modulator undulators should not be excessively long to prevent the occurrence of FEL gain process [9]. The parameters for the radiator undulatorcanbedeterminedthroughth...
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1570bc0d-ce94-444d-b20e-79d6723d6dd1
ThelaserpowerstoredintheLMisusedtoprovidesuf- ficient energy modulation to stabilize the electron beam through successive turns in the storage ring. During the first passage,amodulation laser power ≈500kWisrequiredto providetheinitialequilibriumenergymodulationstrength ℎ ≈958m−1; however, once the microbunch is formed,...
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e36b03f0-5fe9-46cd-990f-1f129e0ac134
ation Name Value Unit Beam energy 𝛾𝑚𝑐2600 MeV Average bunch current 𝐼𝑏 0.55 A Initial rms energy spread 𝜎𝛿04.28×10−4 Initial rms bunch length 𝜎𝑧0 0.195 𝜇m Initial rms beam size 𝜎𝑥 100 𝜇m Transverse beam emittance 𝜖𝑥 4.8 nm Laser mod. wavelength 𝜆𝐿 1064 nm Rayleigh length 𝑧𝑅 0.424 m Initial energy chi...
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1
58f2cad7-db6b-4515-b1ed-d8d96d702c61
Radiation damping time 𝜏𝑅𝐷 0.125 ms the following formula [8] 𝑃(𝑛) rad=𝜋 𝜖0𝑐𝑁𝑢,rad⎛⎜ ⎝𝐾2 𝑢,rad 4+2𝐾2 𝑢,rad⎞⎟ ⎠[JJ]2𝐹𝐹⟂(𝑆)|𝑏𝑛|2𝐼2 𝑏,(1) where the relevant physical quantities are now evaluated at the radiator. Here the bunching factor 𝑏𝑛can be eval- uated from beam sigma matrix as ∣𝑏𝑛∣ = 𝑒−1 2(...
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5544a1cc-50b1-42c9-8d18-59a8513cb40d
to the blue lines in Fig. 3 and aligns with the initial design parameters; 2.With external laser compensation as above, we further considerthegainprocessfromresonantundulatorra- diationofthe electronbeam inthe LM.This scenario corresponds to the red lines in Fig. 3; 3.Withoutexternallaser injection,weconsideronlythe ga...
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c3072c67-8a28-4e0a-ab0c-c1f4b003ae32
theblacklinesinFig.3,representingtheself-sustained LM scheme. For scenario 2), since the radiation generated by the elec- tronbeamoneachpassiscapturedandtrappedwithinthe cavity, the increasingly powerful modulation laser provides strongerenergymodulationthanthedesignvalue.Thisin- cremental mismatch leads to shorter mic...
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22aac20e-ee5d-4c85-af96-f8859f1fc7a5
is too small, the cavity loss becomes excessiveand the LM willnotbeself-sustainable.Thus,forscenario3),thegain processfromresonantundulatorradiationalonecannotcom- pensate to restore equilibrium if the reflectivity is too low. Fortunately, there exists a range of reflectivity values where a portion of resonant undulato...
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068c7dc3-d6ea-45bb-b460-95cb64cbcba6
on different cavity reflectivities at 600MeV. Within the present laser technology, i.e., 0.7MWto1MWlimit, cor- responding to 𝑅 ≈ 0.9995 ∼ 0.9996 , approximately 1kW of continuous coherent radiation at 5THzcan be generated. Intra-cavity powers exceeding 1MWcan induce thermal distortionsinenhancementcavitymirrors,affect...
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cadb7da4-cef5-4f28-b7dd-9c8d551a8762
beam. The selection of beam current needs to consider both single-bunch and multi-bunch instabilities. Our previous analysis [11] suggests that multi-bunch beam breakup insta- bility is not a significant concern. According to Ref. [12], space-charge-inducedsingle-bunchtuneshiftisnegligibly smallandmultibunchspace-charg...
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a7b4eb44-3a32-44a2-ac38-fa3bd40a81ab
Figure4:Dependenceofthelaserpower 𝑃𝐿intheLM(a) and that of the radiation power in the radiator (b) on the average bunch current and the total cavity reflectivity. SUMMARY AND DISCUSSION Inthispaperweproposeaschemetogeneratecontinuous kilowattcoherentTHzradiationbasedonself-sustainedlaser modulationin an SSMB storager...
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bdb150cd-b778-4505-968c-f62c6fc26c2c
canproducecontinuous 1kWofcoherentradiationat 5THz. Sincethisschemeisbasedonfreeelectrons,similarradia- tionoutputcharacteristicscanbetunedacrossawidecentral frequencyrangeof1–10THz,renderingitanvaluabletool for scientific explorations. It deserves here to emphasize that using macroparticle modeltoanalyzethemulti-bunch...
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2
1d95599c-4936-4269-a08c-641f3957d94d
REFERENCES [1]R.A.Lewis,“Areviewofterahertzsources”, J.Phys.D:Appl. Phys., vol. 47, p. 374001, 2014. doi:1/zero.alt4.1/zero.alt488//zero.alt4/zero.alt422-3727/47/37/374/zero.alt4/zero.alt41 [2]D.F. Ratner and A.W. Chao, “Steady-state microbunching in astorageringforgeneratingcoherentradiation”, Phys.Rev. Lett., vol. 10...
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6b0fe08b-c4ee-437b-9202-87ac92b179c9
electron-radiationinteractionininsertionsectionofSSMB storageringsbasedonthetransverse-longitudinalcoupling scheme”, in Proc. FLS’23 , Luzern, Switzerland, Aug.-Sep. 2023, pp. 147–150. doi:1/zero.alt4.18429/JACoW-FLS2/zero.alt423-TU4P31 [5]C.-Y.TsaiandX.J.Deng,“Analysisoflaser-electron-radiation interaction in laser mo...
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341b0f88-0736-49cc-9c4f-a2c5d57c144e
in a steady-state microbunching storage ring”, Opt. Lett. , vol. 50, no. 17, pp. 5198–5201, 2025. doi:1/zero.alt4.1364/OL.568233[8]X.J.Deng, Theoreticalandexperimentalstudiesonsteady- state microbunching . Singapore: Springer Nature, 2024. doi:1/zero.alt4.1/zero.alt4/zero.alt47/978-981-99-58/zero.alt4/zero.alt4-9 [9]K....
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cef784d4-6955-458b-94bf-d0d3f3f75c8d
beambreakupinstabilityof asteady-statemicrobunchtrain in an undulator”, Phys. Rev. Accel. Beams , vol. 24, no. 11, p. 114401,2021. doi:1/zero.alt4.11/zero.alt43/PhysRevAccelBeams.24.1144/zero.alt41 [12]Z. Zhao, N. Wang, H. Xu, and Z. Pan, “Calculations of space-chargetuneshiftsinstorageringswithextremelyshort bunches a...
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ce7616b4-dbac-4d30-a5f0-54b3cd20954c
dynamics in a laser cavity modulator with comparison to Robinson and high-gain free-electron laser instability”, Phys. Rev. Accel. Beams , vol. 25, no. 6, p. 064401, 2022. doi:1/zero.alt4.11/zero.alt43/PhysRevAccelBeams.25./zero.alt4644/zero.alt41 [15]C.-Y.Tsai,“Studyofthelongitudinalmultibunchmultiturn collective dyna...
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f3316203-de6f-4a8d-8e40-ff0775eec973
QUASI-LINEAR THEORY OF SINGLE-PASS MICROBUNCHING INSTABILITY Cheng-Ying Tsai∗, School of Electrical and Electronic Engineering, Huazhong University of Science and Technology, Wuhan, China Abstract The existing theoretical treatment of single-pass mi- crobunching instability (MBI) typically assumes a coast- ingbeamandad...
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0
edbaa504-f4c8-452a-bfbe-1ea3bab5c79e
equations describing the evolution of the bunching factor and energy spread, still under the coasting beam approxima- tionwheredifferentmodulationwavelengthsevolveindepen- dently. Thisapproachprovidesa morerealisticdescription of the nonlinear evolution of MBI and offers insight into its natural saturation mechanism. I...
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d1cda3e3-2a6f-4e8b-8f8d-0cad7718b19a
too high, but still a linear theory [ 9–12]. Here in this paper weformulateaquasi-lineartheory,which,althoughnotin- cludingIBS/ISR,canleadtosaturationwhentheintrinsic energy spread increases due to the instability mechanism itself. Itisfoundthatthequasi-lineartheorygivesasetof coupled equations for bunching factor and ...
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0
667026c4-4c80-441e-93c0-142ec3f1cc7f
Research Funds for the Central Universities (HUST) under Project No. 2021GCRC006 and National Natural Science Foundation of China under projectNo. 12275094.transverse dimensions. We start from the single particle equations of motion 𝑑𝑧 𝑑𝑠= −𝜂𝛿 = 𝑅′ 56𝛿 𝑑𝛿 𝑑𝑠=𝑘2 𝑠0 𝜂𝑧 −4𝜋𝜖0𝑟𝑒𝑐𝑁 𝛾∫∞ −∞𝑑𝑘 2𝜋𝑍‖(�...
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0
a97ab11d-e8b9-4c8a-89f3-f51f9c80fa01
Note that 𝑏∗(𝑘) = 𝑏(−𝑘) and𝑍∗ ‖(𝑘) = 𝑍‖(−𝑘). Figure1: Illustrationofintrinsicenergyspreadincreasein the longitudinal phase space distribution. The phase space distribution 𝑓(𝑧,𝛿;𝑠), with normaliza- tion condition ∬𝑓(𝑧,𝛿) = 𝑁 , follows the Vlasov equation 𝜕𝑓 𝜕𝑠+(𝑑𝑧 𝑑𝑠)𝜕𝑓 𝜕𝑧+(𝑑𝛿 𝑑𝑠)𝜕𝑓 𝜕...
d:\Daily_ihep\Weekly Progress Report\20260425\110_SAP2025\THP - Poster Session_ THP\THP09.pdf
0
5a2e5e05-c449-459e-9206-d142dced1531
Fig. 1. This treatment is similar to that applied in the quasi- lineartheoryof FEL[ 14]. Anequivalentintegral equation of Eq. (4) can be written as 𝑓1(𝑠) = 𝑓1(𝑠 = 0)−∫𝑠 0𝑑𝛿 𝑑𝜏𝜕𝑓0 𝜕𝛿𝜏𝑑𝜏, (5) which we will solve. Before proceeding, let us define the bunching function below ℬ(𝑘,𝛿;𝑠) =1 2𝜋∫∞ −∞𝑓1(𝑧,𝛿...
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1
4cbd7572-7f8a-4c86-9a75-4764e691e471
𝑚-th moment, denoted by square bracket [𝑚] 𝒱[𝑚](𝑠) = ∫∞ −∞𝑉(𝛿;𝑠)𝛿𝑚𝑑𝛿 𝑏[𝑚](𝑘;𝑠) =2𝜋 𝑁∫∞ −∞ℬ(𝑘,𝛿;𝑠)𝛿𝑚𝑑𝛿.(9) For𝑚 = 0case, we have 𝒱[0]= ∫∞ −∞𝑉(𝛿;𝑠)𝑑𝛿 = ∫∞ −∞∫∞ −∞𝑓0(𝑧,𝛿;𝑠)𝑑𝑧𝑑𝛿 = 𝑁, (10) which indicates the conservation of particles. The usual bunching factor becomes 𝑏[0](𝑘;𝑠). ...
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1