Electron dynamics in RF sources with a laser controlled emission

Photoemission radiofrequency (RF) electron sources are sources of electron beams with extremely high brightness. Beam bunching processes in such devices are well studied in case when laser pulse duration is much lower of rf oscillation period. At the same time photoemission RF guns have some merits...

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Date:2001
Main Authors: Khodak, I.V., Kushnir, V.A., Mitrochenko, V.V., Perezhogin, S.A.
Format: Article
Language:English
Published: Національний науковий центр «Харківський фізико-технічний інститут» НАН України 2001
Series:Вопросы атомной науки и техники
Online Access:https://nasplib.isofts.kiev.ua/handle/123456789/79010
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Cite this:Electron dynamics in RF sources with a laser controlled emission / I.V. Khodak, V.A. Kushnir, V.V. Mitrochenko, S.A. Perezhogin // Вопросы атомной науки и техники. — 2001. — № 5. — С. 166-168. — Бібліогр.: 9 назв. — англ.

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spelling nasplib_isofts_kiev_ua-123456789-790102025-02-09T10:16:07Z Electron dynamics in RF sources with a laser controlled emission Динамика электронов в высокочастотных источниках с лазерным управлением эмиссией частиц Khodak, I.V. Kushnir, V.A. Mitrochenko, V.V. Perezhogin, S.A. Photoemission radiofrequency (RF) electron sources are sources of electron beams with extremely high brightness. Beam bunching processes in such devices are well studied in case when laser pulse duration is much lower of rf oscillation period. At the same time photoemission RF guns have some merits when operating in 'long-pulse' mode. In this case the laser pulse duration is much higher of rf oscillation period but much lower of rise time of oscillations in a gun cavity. Beam parameters at the gun output are compared for photoemission and thermoemission cathode applications. The paper presents results of a beam dynamics simulation in such guns with different resonance structures. Questions connected with defining of the current pulse peak value that can be obtained in such guns are discussed. 2001 Article Electron dynamics in RF sources with a laser controlled emission / I.V. Khodak, V.A. Kushnir, V.V. Mitrochenko, S.A. Perezhogin // Вопросы атомной науки и техники. — 2001. — № 5. — С. 166-168. — Бібліогр.: 9 назв. — англ. 1562-6016 PACS numbers: 29.25.Bx, 41.75.Lx https://nasplib.isofts.kiev.ua/handle/123456789/79010 en Вопросы атомной науки и техники application/pdf 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
description Photoemission radiofrequency (RF) electron sources are sources of electron beams with extremely high brightness. Beam bunching processes in such devices are well studied in case when laser pulse duration is much lower of rf oscillation period. At the same time photoemission RF guns have some merits when operating in 'long-pulse' mode. In this case the laser pulse duration is much higher of rf oscillation period but much lower of rise time of oscillations in a gun cavity. Beam parameters at the gun output are compared for photoemission and thermoemission cathode applications. The paper presents results of a beam dynamics simulation in such guns with different resonance structures. Questions connected with defining of the current pulse peak value that can be obtained in such guns are discussed.
format Article
author Khodak, I.V.
Kushnir, V.A.
Mitrochenko, V.V.
Perezhogin, S.A.
spellingShingle Khodak, I.V.
Kushnir, V.A.
Mitrochenko, V.V.
Perezhogin, S.A.
Electron dynamics in RF sources with a laser controlled emission
Вопросы атомной науки и техники
author_facet Khodak, I.V.
Kushnir, V.A.
Mitrochenko, V.V.
Perezhogin, S.A.
author_sort Khodak, I.V.
title Electron dynamics in RF sources with a laser controlled emission
title_short Electron dynamics in RF sources with a laser controlled emission
title_full Electron dynamics in RF sources with a laser controlled emission
title_fullStr Electron dynamics in RF sources with a laser controlled emission
title_full_unstemmed Electron dynamics in RF sources with a laser controlled emission
title_sort electron dynamics in rf sources with a laser controlled emission
publisher Національний науковий центр «Харківський фізико-технічний інститут» НАН України
publishDate 2001
url https://nasplib.isofts.kiev.ua/handle/123456789/79010
citation_txt Electron dynamics in RF sources with a laser controlled emission / I.V. Khodak, V.A. Kushnir, V.V. Mitrochenko, S.A. Perezhogin // Вопросы атомной науки и техники. — 2001. — № 5. — С. 166-168. — Бібліогр.: 9 назв. — англ.
series Вопросы атомной науки и техники
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fulltext ELECTRON DYNAMICS IN RF SOURCES WITH A LASER CONTROLLED EMISSION I.V. Khodak, V.A. Kushnir, V.V. Mitrochenko, S.A. Perezhogin National Science Center 'Kharkov Institute of Physics & Technology' 1, Akademicheskaya St., NSC KIPT, 61108 Kharkov, Ukraine e-mail: kushnir@kipt.kharkov.ua Photoemission radiofrequency (RF) electron sources are sources of electron beams with extremely high brightness. Beam bunching processes in such devices are well studied in case when laser pulse duration is much lower of rf os- cillation period. At the same time photoemission RF guns have some merits when operating in 'long-pulse' mode. In this case the laser pulse duration is much higher of rf oscillation period but much lower of rise time of oscillations in a gun cavity. Beam parameters at the gun output are compared for photoemission and thermoemission cathode ap- plications. The paper presents results of a beam dynamics simulation in such guns with different resonance struc- tures. Questions connected with defining of the current pulse peak value that can be obtained in such guns are dis- cussed. PACS numbers: 29.25.Bx, 41.75.Lx 1 INTRODUCTION Modern experimental investigations using relativis- tic electron beams require accelerators with high bright- ness beams to be applied. An injector system is paid great attention when designing such accelerators. Re- cently, injector systems based on radio frequency elec- tron sources (RF guns) are researched highly [1, 2]. RF gun is realized by a pillbox supplied by RF power of ~106 W. A cathode is placed on the one of face walls. Its emitting surface is in RF field with strength of ~(107-108) V/m. Current pulse duration in thermionic RF guns is ap- proximately equal to RF power pulse duration. The sec- ond case is featured by wide application of RF guns with current pulse duration much lower than RF oscilla- tion period (τp<<c/f0), for instance, for S band ~10− 11 sec. It's obviously that field strength in this case is not varied during the current pulse. This circumstance per- mits to obtain high brightness beams [3]. Beam shaping is more complicated when current pulse duration in RF guns is much higher of RF oscillation period but much lower of rise time of oscillations in a gun cavity (c/f0<<τ p<<Q/πf0) [4]. Current density of the emission from a cathode in this case (the same as in thermionic case) is varied during current pulse time following the Schottky law. Besides, there are some limitations for generation intense electron beams. It is assumed here the finite stored RF energy value in the cavity. Oxide cathodes, that are good photoemitters, applied as a photocathode gives the possibility to design multipurpose electron sources. Electron dynamics in such RF guns is not enough researched in spite of their advantages when producing intense electron beam with microsecond and nanosecond current pulse duration. The purpose of this work is the obtaining of infor- mation about particle dynamics features and electron bunch shaping in 'short-pulse' RF guns with photoemis- sion oxide cathode. The main used method is the com- puter simulation of electron dynamics using PARMELA code [5]. 2 CALCULATION RESULTS Due to oxide photocathode can be applied in both thermoemission and photoemission mode, let's consider differences in electron dynamics in these cases. These differences are defined by the dependence of current density for photoemission and thermoemission on elec- tric field strength (effect Schottky). The density of pho- toemission and thermoemission current in presence of external electric field on a cathode surface can be writ- ten respectively as [6]: [ ]2 002 0 4/ 2 π εωννϑ tSineEehh k AJ kф +−=     − −= k kT kT kT tSineEe TAJ 02 0 4/ exp π εωϕ ς where Ек is maximum electric field strength on a cath- ode, V/m, Тк is cathode temperature, hν is energy of quantum of laser radiation, eV, hν0 is minimum energy of quantum, corresponding to power ability of a single-photon photoemission (coin- cides with work function for metals), eV, ϕТ is work function, eV, ω=2πf0, к is Boltzmann constant, ε0 is permittivity, А0 is Richardson constant, е is electron charge, ϑ and ς are dimensionless constants featuring cathode surface properties. It follows from the analysis of given above expres- sions that time dependence of emission current density in these cases will be differed during accelerating half- period of RF oscillations. So, electric field increasing from 0 to 30 MV/m causes the emission current density ВОПРОСЫ АТОМНОЙ НАУКИ И ТЕХНИКИ. 2001. №5. Серия: Ядерно-физические исследования (39), с. 167-168. 166 mailto:kushnir@kipt.kharkov.ua increasing in 30% for the photoemission case (h ν = 3.49 eV, hν0 = 2.0 eV). Such field increasing for the thermoemission Ba-Ni cathode (Tk = 1000K) causes the thermoemission density increasing in 11 times. It should be noted that given estimations are valid in absence of limitation by space charge ('3/2' law) and cathodes oper- ate in saturation mode. However the difference in time dependence of current density can cause differences in phase-energy distributions of beams. In order to exam this statement we had computer simulation of beam dy- namics for the single cavity RF gun described in [7]. Resonance system of the gun is the cylindric E010 cavity with fundamental frequency and quality factor of 2797 MHz and 1.3⋅104 respectively. The cavity is RF power supplied (up to 2 MW) through the coupling win- dow in its element. It was assumed for the simulation that averaged over oscillation period current is equal for the photoemission and thermoemission (1.8 A). And it was supposed also that there is steady state for thermoe- mission and current pulse duration is c/f0<<τp<<Q/πf0 for photoemission. These conditions correspond to the given field approximation that is used in PARMELA code. Space charge limitation effect was taken into ac- count in calculations because of it takes places during the part of oscillation period when the current value ob- tained after Langmuir formula is lower of photoemis- sion (or thermoemission) saturation current. Electric field strength averaged over the cavity length was taken of 30 MV/m in both cases. Obviously it requires differ- ent RF power level to be supplied to obtain equal field strength in different gun operating modes. Fig. 1 and Fig. 2 show energy and phase particle distributions re- spectively. 0 0.2 0.4 0.6 0.8 1 0 20 40 60 80 100 Energy (MeV) N 1 2 Fig. 1. Electron energy spread at the single-cavity RF gun output. 1 – photoemission, 2 – thermoemis- sion. - 2 0 0 - 1 0 0 0 1 0 0 2 0 0 0 1 0 2 0 3 0 4 0 5 0 6 0 7 0 8 0 9 0 P h a s e ( ° ) N 1 2 Fig. 2. Electron phase spread at the single-cavity RF gun output. 1 – photoemission, 2 – thermoemis- sion. Differences in particle energy distribution for differ- ent emission cases noted in simulation results were ob- served experimentally when the gun was researched be- ing a part of the linac LU-60 injector system [8]. In par- ticular, by the beam deflection in the injector deflecting system it was noted the electron energy distribution den- sity is considerably higher of 'photo' electrons. Main simulation results are summarized in Table 1. One can see that photoemission electron beam has the lower phase and energy spread comparatively with ther- moemission electron beam. Hence, photoemission elec- tron beam has lower longitudinal emittance Because of better angular performances it causes the considerable difference in the beam brightness. Pointed differences have influence primarily on particle phase-energy distri- butions (Fig. 3) that is important for the application of additional bunch phase compression systems based on the non-isochronism of particle motion, for instance, α- magnet. Table 1 Parameter Thermo Photo Supplied RF power, MW 1.3 0.570 Normalized emittance (rms), mm mrad 17.4 16.0 Maximum energy, MeV 0.91 0.91 Average energy, MeV 0.51 0.57 Energy spread width for 70% of particles, % 64 55 Bunch phase length for 70% of particles, degree 53 43 Output current averaged over period, А 1.19 1.3 Bunch peak current, А 11 15 Normalized brightness for 95% of particles, 109 А/м2 4.5 7.3 It was noted during the simulation the strong depen- dence of output beam parameters on electric field strength and its distribution. It is obviously that these performances can't be changed actually due to hardware specialties in the single cavity gun. Therefor resonance system of multipurpose RF gun (capable to operate in both with thermoemission and photoemission cathode in ВОПРОСЫ АТОМНОЙ НАУКИ И ТЕХНИКИ. 2001. №5. Серия: Ядерно-физические исследования (39), с. 167-168. 167 broad supplying RF power range) has to have flexibly tuned resonance system. Two-cavity RF gun [9] can be taken as the example of such resonance system. The idea of multipurpose radiofrequency electron source was realized here for the first time. The gun has tools for tuning fundamental frequency in each cavity. It per- mits to vary amplitude ratio in cavities η = Ezmax1/Ezmax2 in range of 0.53…2.34 without changing fundamental frequency totally. We researched the dependence of out- put beam parameters on field strength and parameter η by computer simulation both in photoemission and ther- moemission modes. Fig. 3. Phase-energy electron distribution at the sin- gle-cavity RF gun output. 1 – thermoemission, 2 - photoemission. Simulation results confirmed the main feature of the single-cavity gun that is expressed in follows: the pho- toemission electron beam has lower emittance, bunch phase length and particle energy spread and, hence, higher brightness. It was shown that the possibility to adjust field strength distribution along the cavity axis permits both to change particle energy and to optimize the system relatively the given beam parameter. For in- stance, to obtain minimum of beam normalized emit- tance (16 mm⋅mrad) under average field strength of 20 MV/m one should set η = 1.25. To obtain minimum of phase length (50° for 70 % of particles one should set η = 0.82 and to obtain minimum of energy spread (19 % for 70 % of particles one should set η = 1.52. The finite value of electromagnetic field energy stored in resonance system of RF gun is the factor limit- ing maximum pulse charge in laser driven RF guns with current pulse duration that is significantly lower of time constant of the resonance system. It is obviously that en- ergy of electron beam removed by particles out of the resonance system can’t be higher of this value. Maxi- mum charge value qmax at the gun output can be ex- pressed as following: averWf PQ q ⋅ ⋅ ≤ 0 0 max 2π , where Q is unloaded quality factor of the cavity; P is power dissipated in cavity walls, W; Waver is average electron energy at the gun output, eV; f0 is operating frequency, Hz. For typical values of Q0 = 104, Р = 1 MW, f0 = 3 GHz, Waver = 0.5 MeV peak pulse charge can reach 3 µC. This means that current pulse with duration of ~10-8 sec can have amplitude of hundreds amperes. It should be noted that energy transferred to particles stay- ing in the cavity is not taken into account here. This en- ergy value, as a rule, is not higher of 20 % of energy transferred to electrons of main beam. Its value can be defined enough accurate using computer simulation of electron dynamics in a gun. 3 CONCLUSION Analysis of computer simulation results permits to conclude the following: 1.Photoemission electron beam has higher bright- ness comparatively with thermoemission electron beam for equal field strength in the same gun. 2.Oxide cathode application in the same RF gun per- mits to realize thermoemission and photoemission modes simultaneously. This gives the possibility to obtain at RF gun output simultaneously two beams differed by current pulse duration and phase-energy distribution. REFERENCES 1.C.Travier. RF Guns: A Review. Orsay cedex (France): Preprint / Laboratorie de l'Accelerateur Linearie; RT 98- 13, 1990. –38 p. 2.V.A.Kushnir. High-frequency electron gun – current status // Problems of Atomic Science and Technology. Issue: Nuclear-physics research. (34). 1999, v. 3, p. 3-6. 3.C.Travier. An introduction to photo-injector design // Nuclear Instruments and Methods in Physics Research. 1994, v. A340, p. 26-39. 4.N.I.Ayzatsky, A.N.Dovbnya, V.A.Kushnir В.А. et. al. Laser driven RF guns // Proceedings of XIII Workshop on Charged Particle Accelerators, Dubna, 1993, v. II, p. 111-115. (in Russian) 5.L.M.Young. PARMELA. Los Alamos National Labo- ratory, LA-UR-96-1835 (preprint), Los Alamos, 1996. 6.A.M.Brodskij, Yu.Ya.Gurevich. Teoriya electronnoy emissii iz metalov. Мoscow: Nauka, 1973, 256 p. (in Russian) 7.N.V.Demidov, V.S.Demin, A.N.Dovbnya et.al. RF electron gun with Ba-Ni oxide cathode // Problems of Atomic Science and Technology. Issue: Nuclear-physics research (theory and experiment) (25). 1992, v. 4, p. 80- 83. (in Russian) 8.A.N.Dovbnya, V.F.Ziglo, V.F.Koliorov et. al. Experi- mental study of beam parameters at the exit of compact 60 MeV linac // Problems of Atomic Science and Tech- nology. Issue: Nuclear-physics research (theory and ex- periment) (21). 1992, v. 3, p. 3–9. (in Russian) 9.N.I.Ayzatsky, E.Z.Biller, A.N.Dovbnya et.al. RF gun for Linear Electron Accelerator // Nuclear Experimental Techniques. 1997, v. 40, No. 1, p. 27-31. ВОПРОСЫ АТОМНОЙ НАУКИ И ТЕХНИКИ. 2001. №5. Серия: Ядерно-физические исследования (39), с. 166-168. 168