High Energy Gain, High Quality Laser Particle Accelerator Development at JAERI-APR Masaki Kando*, Hideyuki Kotaki*, Shin'ichi Masuda*, Shuji Kondo*, Shuhei Kanazawa*, Takayuki Homma* and Kazuhisa Nakajima*1^ *Advanced Photon Research Center, Japan Atomic Energy Research Institute 8-1 Umemidai, Kizu, Souraku, Kyoto, 619-0215, Japan ^High Energy Accelerator Research Organization, 1-1 Oho, Tsukuba, Ibaraki, 305-0801, Japan Abstract. Recent activities related to laser-plasma acceleration at Advanced Photon Research Center, Japan Atomic Energy Research Institute are presented. Gas density measurements of a pulsed gas valve and wakefield measurements have been performed with two types of interferometers. A wakefield of 20 GV/m excited in the gas-jet plasma has been obtained at a plasma density of 7 x 1017 cm~3. We have shown by 1D-3V particle-in-cell simulation that a high quality electron beam with a transverse emittance of 0.3 n mm-mrad and with an energy of 7.0±0.5 MeV can be produced using a colliding optical injection. Our proposed experiments using a 100 TW laser beam and a 150 MeV electron beam are also presented. INTRODUCTION Since Tajima and Dawson[l] have shown laser-plasma accelerator concepts in 1979, the remarkable progress on short laser pulse technology realizes the concepts. A laserbased accelerator has high acceleration gradient such as ~GV/cm that is much greater than those achieved in conventional accelerators. Both laser wakefield experiments with and without external injection have been demonstrated, however, the obtained electron energy spread were broad. To improve beam quality of accelerated electrons, we are preparing second-phase laser acceleration experiments. A perfect matching will be achieved when we can prepare a small emittance of comparable to laser beam and a short pulse duration comparable to a plasma wavelength. One possible candidate that satisfies such high qualities is colliding injection into the wakefield. It is shown theoretically that an electron beam is obtained with a small energy spread and a small emittance[2, 3]. However, this method seems to be difficult to demonstrate because three short laser pulses are required and two of them should have different frequencies. As an alternative method, we decide to use an advanced accelerator system which is based on conventional accelerator techniques. The accelerator system is a 150 MeV photocathode Microtron. The accelerator can produce 10 n mm-mrad emittance, which is comparable to those of the 800 nm wavelength laser beam. The temporal beam matching is difficult, however, an improved energy spectrum is expected when a transverse beam matching is achieved[4]. CP647, Advanced Accelerator Concepts: Tenth Workshop, edited by C. E. Clayton and P. Muggli © 2002 American Institute of Physics 0-7354-0102-0/02/$19.00 701 EXPERIMENTAL APPARATUS We describe the laser acceleration test facility at JAERI APR. We have four large experimental halls. One is dedicated for high peak power laser development, and the other one is for the laser acceleration research. In this section, we will give a brief description of our experimental apparatus. Laser System Laser group of APR constructed a 100TW class Tiisapphire laser system based on chirped pulse amplification (CPA) technique[5]. The detailed description is found in [6]. This system consists of a 10 fs TiiSapphire oscillator, a cylindrical-mirror based pulse expander, a regenerative amplifier, a 4-pass preamplifier, a 4-pass power amplifier, and a pulse compressor. The mode-lock Tiisapphire oscillator is pumped by a frequencydoubled Nd:YVO4 laser (Spectra-Physics, Millennia) and produces the pulse duration of 10 fs at the repetition rate of 82.7 MHz. Synchronization between laser and electron pulses will be achieved by installing a timing stabilizer system (FemtoLaser, FEMTOLOCK) with the timing jitter of less than 100 fs. The final output laser pulse has typically the pulse energy of 2 J and the pulse duration of 20 fs after the pulse compressor placed next to the laser room. The contrast with the time range of ±150 ps is the order of 10~6 measured by cross correlation method. The main limitation of the contrast is amplified spontaneous emission (ASE) from the regenerative amplifier. After the compressor chamber, laser pulse is transported in a vacuum (10~7 Torr) duct with the length of 60 m and reaches to an experimental chamber. In the laser transportline, four on-line position monitors are placed and motorized mirrors are installed in the appropriate section. These apparatus will reduce difficulties in alignment procedure. After the transport we plan to measure characteristics of the laser pulse such as a pulse energy, a pulse duration, and pointing stability at the chamber. Electron Injector We constructed a compact accelerator in order to deliver a high quality electron pulse into a laser wakefield. A photocathode radio frequency (RF) gun is used as an electron source. The gun is improved version of one developed by BNL/SLAC/UCLA and can produce the charge of 2 nC, the emittance of less than 10 Trmm-mrad and the pulse duration of 10 ps at the repetition rate of up to 60 Hz. A stable frequency quadrupled NdiYLF laser is used as a driving laser for the gun. The root-mean-square energy stability is 0.5 %. We use a timing stabilizer composed of a double balanced mixer (DBM) and a piezoelectric transducer in order to synchronize the phase of the laser oscillator to a reference sinusoidal RF (79.3 MHz) signal that is the 36th subharmonic of the master oscillator (2856 MHz). The electron beam from the gun is deliver to a racetrack microtron (RTM) (Sumitomo Heavy Industries, Inc.). The RTM has a two dipole magnet and a standing-wave accelerating structure in an straight section. The beam is 702 accelerated 25 times and each energy gain is around 6 MeV and finally beam energy reaches 150 MeV. Extensive beam measurements were made. Beam charge at beam dump and transmissivity from the injection point to the beam dump were measured by the CM and the Faraday cup. The maximum charge obtained was 95 pC/pulse (transmissivity was 77 %) and the maximum transmissivity was 92%. In the simulation, a charge of 1 nC can be transported at a transmissivity of 26 %. The charge was limited because the quantum efficiency of the copper cathode was low (2xlO~ 5 ) which was expected to be 1 x 10~4. The high transmissivity was due to low charge that reduced the space-charge effect at the injection beam line. The obtained charge is high enough for the laser wakefield experiments. Emittance was calculated by measuring beam size as a function of focal strength of a quadrupole magnet. Since the quadrupole magnet is located at dispersive section, measured horizontal emittance included the dispersion effects. The horizontal and vertical emittances were measured to be 14 and In mmmrad at a charge of 50 pC, respectively. Assuming that the energy dispersion was 0.1 %, the horizontal emittance was estimated to be 7 n mm-mrad. Emittance is acceptable in focusing electron beam to tens of microns. The pulse length of the electron beam and timing jitter between the electron and laser beams were measured by femtosecond streak camera. For pulse length measurement, the synchrotron radiation from the circulating electron in the RTM were delivered to the streak camera. The measured pulse length at 21-25th laps were 10 ps (rms) and no apparent difference was observed at each lap. A timing jitter was directly measured by observing the time difference between the fundamental laser radiation (1052 nm) that irradiates the photocathode and synchrotron radiation generated from the 25 th lap electron bunch in the RTM. The jitter for the long and short term were 5.5 and 2.2 ps (rms), respectively. Plasma Waveguide Various types of plasma waveguided have been developed and tested to overcome the acceleration length limitation of laser wakefield acceleration (LWFA). We have developed a noble waveguide by a fast Z-pinch capillary discharge[7]. A high current fast Z-pinch discharge generates strong azimuthal magnetic field, which contracts the plasma radially inward down to 100 jum in diameter. An imploding current sheet drives a converging shock wave ahead of it, producing a concave electron density profile in radial direction. In the proof-of-principle experiment, we have succeeded in guiding a 2 TW laser pulse over 2 cm, 12.5 times larger than the diffraction length, in a gas-filled capillary. This method is advantageous in working high repetition rate and stability. In order to extend a waveguide length, a 10 cm waveguide is under development. The system consists of a Marx generator which stores the energy up to 68 J and a water capacitor. The maximum output from the Marx generator is 200 kV. A laser triggered spark gap switch (LTSG) is used to minimize a jitter of the Marx generator. A 10 cm long ceramic capillary is connected to the center of a water filled disk capacitor (4 nF). Four LTSGs are symmetrically located on the disk capacitor to generate axially symmetric current in the capillary. Four laser pulses, which is generated from a frequency doubled NdiYAG laser pulse by beam splitters, are focused in each LTSG simultaneously. A 703 Gordon (RAL) Ips Gahn (Max-Planck) 200 fs X. Wang (U-Mich.) 29 fs 1 10 18 2 3 4 5 6 7 ' 2 3 4 5 6 7 10 19 ' 2 10 2° 2 Intensity (W/cm ) FIGURE 1. Recent experimental results of plasma cathode solenoid valve is used to supply gas into the capillary. Pre-ionization by a YAG laser is adopted to produce the stable plasma waveguide. PLANNED EXPERIMENTS In this section, we discuss on forthcoming experiments using a 100 TW laser beam and a 150 MeV electron beam at JAERI-APR. We are planning two types of laser acceleration experiments. Plasma Cathode Experiment The term plasma cathode is used in this paper to represent an electron beam generation by focusing a laser pulse into a plasma without external injection of electrons, not depending on whatever the generation mechanism is. There seems to be some mechanisms to explain high energy electron generation when we focus a single short laser pulse into a plasma. Typical mechanisms are self-modulated laser wakefield acceleration (SMLWFA)[8], direct laser acceleration[9] and stochastic acceleration[10]. To specify the mechanisms actually happened in the plasma remains a still attractive and challenging problems. Figure 1 shows the recent experimental results which represents the maximum energy gain as a function of focused laser intensity [11] -[15]. We aim to give new experimental data around an intensity of 1020 W/cm2. Shown in Fig. 2 is the experimental setup. A peak power of up to 100 TW is focused into a 7 jum which corresponds to 1020 W/cm2 by an off-axis parabolic mirror (OAP) with a focal length of 177 mm. To reduce a strayrays from the initial laser beam, we put a collimating OAP with a 5 mm through hole in the center axis. The tight focused laser is extracted from the vacuum chamber and 704 Electrondetector detector Electron Plasticscintillator scintillator Plastic 32 ch,10 x 1mm t 32ch,10x1mmt Spotsize Spotsize ~7 m ~7|Aim Off-axis parabola f/3.5 Electrons high energy, collimated part Gas-jet Wave-free supersonic <1020 cm-3 Laser 100TW, 20fs 60˚ Electronenergy energyspectrometer spectrometer Electron Collimator low Z & high Z B < 1 Tesla uptoto600 600MeV MeVwith with10 10%%resolution resolution up Vacuum Vacuum chamber chamber 600x600x700(H)mm 600x600x700(H)mm two twoIMP TMPpumps pumps FIGURE 2. 2. Experimental Experimental setup setup for forthe theplasma plasmacathode cathodeexperiment experiment is delivered to diagnostic diagnostic apparatus. apparatus. A A helium helium gas gas isis served served as as aa plasma plasma source source by by aa pulsed gas valve , the the nozzle nozzle of of which which is is specially specially designed designedto toavoid avoidshock-waves. shock-waves.ItItcan can produce a spatially uniform uniform gas. gas. After After the the chamber, chamber, apart apart 1.5 1.5 m from from the the focal focal point, point, an an high energy electron spectrometer spectrometer is is placed. placed. The The spectrometer spectrometer isis composed composed of of 11 Tesla Tesla dipole magnet and 32 channel channel plastic plastic scintillarors scintillarors with with photomultipliers. photomultipliers. The The energy energy range of the detector system covers up to 300 MeV with a resolution of 10 %. the detector system covers up to 300 MeV with a resolution of 10 %.The Thefirst first experiment using a 100 TW experiment will be started started this this fall. fall. Laser Laser Wakefield Wakefield Acceleration Acceleration Laser wakefield wakefield acceleration acceleration experiments experiments are are planned planned to to demonstrate demonstrate aa high high energy energy gain of 1 GeV with with improved improved energy energy dispersion dispersion combining combining the the 100 100 TW TW laser laser system, system, the electron injector injector and and the the plasma plasma waveguide. waveguide.Experimental Experimentalparameters parametersof ofthe theplanned planned LWFA experiments are are listed listed in in Table Table 1. 1. Since Since our our laser laser system system can can produce produce aahigh high peak 100 TW, TW, rather rather weak weak focusing peak power power of of 100 focusing is is needed needed to to avoid avoid wave-breaking. wave-breaking. We We select aa normalized select normalized laser laser intensity intensity of of aa00 = = 1.3 1.3 which which is is accomplished accomplished by by using using aa focal focal length length of of f/10. f/10. For For an an ultrashort ultrashort pulse pulse duration duration of of 20 20 fs, fs, itit isis not not optimum optimum toto operate operate at the k <j = 2, in which case the wakefield takes its maximum, since at the kpp σzz = 2, in which case the wakefield takes its maximum, sincedephasing dephasinglimit limit is The higher energy gain of 11 GeV isis obtained is dominant dominant at at higher higher plasma plasma densities. densities. The higher energy gain of GeV obtained 3 18 cm~ in slightly lower 1018 in slightly lower density density of of 1.5x 1.5×10 cm−3 (Case (Case II) II) instead instead of of operating operating the theoptimum optimum density density (Case (Case I). I). When When aa 10-cm-long 10-cm-long waveguide waveguide isis used, used, an an energy energy gain gain of of 4.5 4.5 GeV GeV isis expected. expected. Proposed Proposed experimental experimental setup setup is is similar similar to to that that of of plasma plasma cathode, cathode,expect expectfor foraa long long focal focal length length (~ (∼ 1 1 m) m) and and the the extra extra spectrometer. spectrometer.We Weare areconsidering consideringaadouble-bend double-bend spectrometer to spectrometer to measure measure 1 1 GeV GeV electrons. electrons. 705 TABLE 1. Experimental parameters of LWFA Mechanism Energy gain Injector Laser peak power Pulse duration Spot radius Laser intensity, aQ Plasma density Acceleration gradient Diffraction length Dephasing length Pump depletion length Optical guiding Number of particles GeV TW fs jiim cm-3 GeV/cm mm mm mm Case I Case II Case III Standard LWFA channel-guided LWFA 0.14 4.5 1.9 150 MeV Photocathode Microtron 100 100 100 20 20 20 40 40 40 1.3 1.3 1.3 8.8E+18 1.5E+18 6.3E+17 2.4 0.96 0.45 20 20 20 2.2 32 116 20 116 0.59 no no 10cm capillary 4.3E+07 l.OE+08 1.1E+08 RECENT RESULTS AT JAERI-APR Gas-jet Characterization A pulsed gas valve makes a gas-jet in a vacuum, however, it is not easy to obtain its spatial distribution at a time. In order to characterize the gas valve, we performed an interferomeric measurement of the gas based on a Mach-Zehnder interferometer[16]. A He-Ne laser is split into two arms and goes through different optical paths and merged into a screen to generate an interferogram which was measured by a time-gated CCD camera. Assuming that the gas density is axisymmetric, Abel inversion was used to calculate a density distribution. From the extensive survey of the various conditions, we find that a helium gas density of 3.6 x 1017 cm~3 is obtained at a backing pressure of 10 atm. An uniform, stable gas density distribution is formed at a point of 1.5 mm apart from the nozzle and at a delay of 1.6 ms. Laser Wakefield Measurement Previous measurements of wakefields were made in static gas-filled chambers [17][20] . In a gas filled chamber, nonlinear optical effects take place and makes it difficult to understand the spot radius at a high intensity. In recent laser acceleration experiments, a pulsed gas valve plays an important role to provide a stable high density plasma. To confirm that plasma oscillation is excited in a gas-jet plasma, we have carried out wakefield measurement in a gas-jet plasma by frequency domain interferometry[16]. A gas density was set to 7x 1017 cm—3 which is close to the optimum plasma density for wakefield generation. We have observed clear sinusoidal plasma waves and a decay of the wake. A typical result is shown in Fig. 3. The maximum electric field of 20 GV/m was observed in a 2 TW laser pulse is focused into a spot radius of 9 j 706 -300 0 50 100 150 200 250 300 Time [fs] FIGURE 3. Measured wakefield in a plasma density of 7 x 1017 cm~3 PIC Simulation We have developed a particle-in-cell (PIC) simulation code which is one dimensional in space and three dimensional in velocity (1D-3V). The code is employed to analyze the results of the wakefield measurement and a colliding injection scheme. Among various optical injection schemes, the colliding scheme has a potential to obtain an ultrahigh quality electron pulse, especially energy spread predicted by the theoretical investigation and the beam tracking simulations [2] [3]. In order to investigate the feasibility of the this method, we performed PIC simulation of the colliding scheme. Three pulses consist of a pump pulse to generate a wakefield, and two counter-propagating pulses (colliding pulses). The colliding pulses have a few difference in frequency, so as to form a beatwave in a plasma. The beat-wave injects plasma electrons into the wakefield generated by the pump pulse, resulting in a high quality beam generation. We use moderate laser intensities ofaQ = l,al=a2 = 0.3, Aco/co = 6 %, ne = 1 x 1017 cm~3, where a- denotes normalized vector potential of pump and two injection pulses, Aco is the frequency difference of injection pulses, and ne is the plasma density. Figure 4 shows the simulation results. A high quality electron beam is clearly observed. The obtained beam has the energy of 7 MeV, a low energy spread of 0.5 MeV, and the pulse duration of 14 fs at full width at half maximum (FWHM). Assuming a beam radius of 15 jum, the normalized transverse emittance and the charge per bunch are estimated to be 0.3 n mm-mrad and 25 pC, respectively. No small-energy-spread electron beam is observed when two colliding pulses have the same frequency. CONCLUSIONS A wakefield of 20 GV/m in a helium plasma density of VxlO 1 7 cm~3 created by a pulsed gas valve has been measured by frequency domain interferometer. We examined a 707 ^ 16- (D 15.5-, ^ 0) 12'^ C 0) ~o N 14.514.0- 0- «fVi + • 13.0 J 1 4 0 < 13.5- 8- 1 Z 15.0- * + 1 1 1 1 1.134 1.136 1.138 1.140 1.142 1.144 ^ h^lrflililiil 1 +1 - +J':t,. . -H t± 1 , ... ., i$E* tttltlii*i+ *^*"^i 1 1 I 1 1 1 i i -0.2 0.0 0.2 0.4 0.6 0.8 1.0 1.J Propagation axis (mm) FIGURE 4. Longitudinal phase-space plot of colliding pulse optical injection colliding injection scheme by a 1 D particle-in-cell simulation, and found a generation of high quality electron beam with a charge of ~ pC, an energy of 7 MeV, the energy spread of 0.5 MeV, a normalized emittance of 0.3 n mm-mrad, and a pulse duration of 14 fs. We also present two forthcoming experiments planned at Advanced Photon Research Center, Japan Atomic Energy Research Institute. The plasma cathode experiments will give new data around a focused laser intensity of 1020 W/cm2. A GeV electron demonstration will be achieved by laser wakefield acceleration using a 100 TW laser and 10-cm plasma waveguide with an injection of 150 MeV electrons. REFERENCES 1. 2. Tajima, T., and Dawson, J. M., Phys. Rev. Lett., 43, 267-270 (1979). Esarey, E., Hubbard, R. E, Leemans, W. P., Ting, A., and Sprangle, P., Phys. Rev. Lett., 79,2682-2685 (1997). 3. Shroeder, C. B., Lee, P. B., Wurtle, J. S., Esarey, E., and Leemans, W. P., Phys. Rev. E, 59, 6037-6047 (1999). 4. Kando, M., Kotaki, H., Dewa, H., Kondo, S., Hosokai, T., Sakai, E, Yang, J., Hori, T., and Nakajima, K., "Design of electron beam injection system for laser acceleration experiments at JAERI-Kansai," in Proceedings of the 1999 Particle Accelerator Conference, edited by A. Luccio and W. MacKay, IEEE, NJ, 2000, pp. 212-213. 5. Yamakawa, K., Aoyama, M., Matsuoka, S., Kase, T., Akahane, Y, and Takuma, H., Opt. Lett., 23, 1468-1470(1998). 6. Yamakawa, K., Aoyama, M., Matsuoka, S., Akahane, Y, Kase, T., Nakano, E, and Sagisaka, A., Ultrafast, ultrahigh-peak power tiisapphire laser system, Tech. Rep. JAERI-Research 2000-051, Japan Atomic Energy Research Institute (2001). 7. Hosokai, T., Kando, M., Dewa, H., Kotaki, H., Kondo, S., Hasegawa, N., Nakajima, K., and Horioka, K., Opt. Lett., 25,10-12 (2000). 8. Sprangle, P., Esarey, E., Krall, J., and Joyce, G., Phys. Rev. Lett., 69, 2200-2203 (1992). 9. Pukhov, A., Sheng, Z.-M., and ter Vehn, J. M., Phys. of Plasmas, 6, 2847-2854 (1999). 10. Nakamura, T., Kato, S., Tamimoto, M., and Kato, T., Phys. of Plasmas, 9, 1801-1805 (2002). 11. Gordon, D., Tzeng, K. C., Clayton, C. E., Danger, A. E., Malka, V., Marsh, K. A., Modena, A., 708 12. 13. 14. 15. 16. 17. 18. 19. 20. Mori, W. B., Muggli, P., Najmudin, Z., Neely, D., Danson, C., and Joshi, C., Phys, Rev, Lett,, 80, 2133-2136 (1998). Gahn, C., Tsakiris, G. D., Pukhov, A., ter Vehn, J. M., Pretzler, G., Thirolf, P., Habs, D., and Witte, K. J., Phys. Rev, Lett,, 83,4722-4775 (1999). Wang, X., Kirshnan, M., Saleh, N., Wang, H., and Umstadter, D., Phys. Rev, Lett,, 84, 5324-5327 (2000). Malka, V., Faure, J., Marques, J. R., Amiranoff, R, Rosseau, J. P., Ranc, S., Chambaret, J. P., Najmudin, Z., Walton, B., Mora, P., and Solodov, A., Phys, Plasmas, 8, 2605-2608 (2001). Santala, M. I. K., Najmudin, Z., Clark, E. L., Tatarakis, M., Krushelnick, K., Danger, A. E., Malka, V., faure, J., Allott, R., and Clarke, R. J., Phys, Rev, Lett,, 86, 532^5327 (2001). Kotaki, H., Kando, M., Oketa, T., Masuda, S., Koga, J. K., Kondo, S., Kanazawa, S., Yokoyama, T., Matoba, T., and Nakajima, K., Phys, Plasmas, 9, 1392-1400 (2002). Siders, C. W., Blanc, S. P. L., Fisher, D., Tajima, T., and Downer, M. C., Phys, Rev, Lett,, 76, 35703573 (1996). Marques, J. R., Geindre, J. P., Amiranoff, R, Audebert, P., Gauthier, J. C., Antonetti, A., and Grillon, G., Phys. Rev, Lett,, 76, 3566-3569 (1996). Dewa, H., Ahn, H., Harano, H., Kando, M., Kinoshita, K., Kondoh, S., Kotaki, H., Nakajima, K., Nakanishi, H., Ogata, A., Sakai, H., Uesaka, M., Ueda, T., Watanabe, T., and Yoshii, K., Nucl, Instru, Meth, A, 410, 357-363 (1998). Takahashi, E., Honda, H., Miura, E., Yugami, N., Nishida, Y, and Kondo, K., /. Phys, Soc, Jpn,, 69, 3266-3275 (2000). 709
© Copyright 2025 Paperzz