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Compact synchrotron light source of the HSRC
aHiroshima Synchrotron Radiation Centre, Hiroshima University, 2-313 Kagamiyama, Higashi-Hiroshima 739, Japan, and bLaboratory for Quantum Equipment Technology, Sumitomo Heavy Industries Ltd, 2-1-1 Yato-machi, Tanashi, Tokyo 188, Japan
*Correspondence e-mail: yoshida@photon.hepl.hiroshima-u.ac.jp
A 700 MeV synchrotron radiation source optimized in order to be incorporated in the university laboratory is under commissioning at Hiroshima University. The storage ring is of a racetrack type with two long straight sections for installing undulators. The bending field is as strong as 2.7 T, produced by normal-conducting magnet technology, and delivers synchrotron radiation with a critical wavelength of 1.42 nm. The strong magnetic field also enables a low-energy injection scheme to be employed owing to the fast radiation damping. A 150 MeV microtron has been adopted as the injector.
Keywords: compact racetrack-type rings; normal-conducting high-field magnets; radiation-shielding magnets; low-energy injection.
1. Introduction
Hiroshima Synchrotron Radiation Centre (HSRC) at Hiroshima University operates a 700 MeV storage ring with undulators. The injector for the ring is a 150 MeV microtron, which is supposed to be used for other purposes than as the injector. The facility is optimized to be incorporated in a university (Taniguchi & Ghijsen, 1997). The manufacturer of the accelerator system is Sumitomo Heavy Industries Ltd. The light source is now under commissioning. In the following sections the major specifications of the accelerator system and the present status of the commissioning are outlined.
2. Storage ring
2.1. General features
The storage ring is a racetrack type with two 180° bending magnets and two long straight sections for installing undulators, as shown in Fig. 1. The length in the straight section actually available for an insertion device is 2.4 m, while the total length between the quadrupole magnets is 3.4 m. A linear and a helical undulator is installed in each straight section (Hiraya et al., 1998). A distinctive feature of this ring is the strong magnetic field of the bending magnet, 2.7 T, produced by normal-conducting magnet technology (Hori & Takayama, 1995). With an electron energy of 700 MeV, the critical wavelength of the synchrotron radiation from the bending section is 1.42 nm. For conventional magnets, probably of ∼1.2 T, an electron energy of 1.1 GeV would be needed to achieve the same critical wavelength, and 1.6 GeV for obtaining the same radiation power. Another merit of the high-field magnet is a fast radiation dumping of the injected beam, which is 0.51 s for an injection energy of 150 MeV. Thus we can operate the 150 MeV microtron with a repetition of 2 Hz for injection.
A total of 14 photon beam ports from the bending sections and the two from the straight sections are available. The expected photon energy spectra from the bending section together with those from the undulators are shown in Fig. 2. The main parameters of the storage ring are listed in Table 1.
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2.2. Bending magnets
Although the . The magnet pole is thick at the base and thin at the top, resulting in oversaturation of the magnetic field at the top of the pole. The magnet gap is as narrow as 42 mm to suppress the necessary magnetomotive force, which is 80000 AT generated by an electric power consumption of 50 kW for each magnet. We believe that the running cost may still be less than for superconducting rings. The measured excitation curve is in good agreement with calculation, as shown in Fig. 4. Synchrotron radiation is delivered through holes drilled in the thick magnet yoke. This configuration enables us to ease the radiation shielding since the high-energy gamma rays are absorbed by the yoke, except at the photon beam ports.
in an iron core saturates at ∼2 T, the present bending magnet is specially designed to generate 2.7 T by controlling the oversaturation of the iron core. A cross-sectional view of the magnet is shown in Fig. 32.3. Beam optics
The beta and dispersion functions are shown in Fig. 5. To suppress the vertical beta function in the bending magnet, whose effective gap is 30 mm, we have employed an edge-focus scheme: the magnet edges have a slant of 30.7° with respect to the normal, producing a vertical focusing force. The vertical beta function should be small also at the straight sections where the undulators are installed and the effective gap is only 24 mm. The quadrupole doublets at both ends of the straight section work to control the beta function at the straight section. The natural beam-emittance is reasonably small, about 0.5π mm mrad, in spite of a relatively small number of magnet elements.
2.4. Vacuum system
The main pump of the storage ring is a cryosorption pump at the bending section. A combination of a cryopanel, a photon absorber and baffles, installed between the upper and lower magnet coils, is shown in Fig. 6. Although this part of the vacuum chamber is not bakeable, the strong pumping ability of the cryosorption pump, 40000 l s−1 in total, can deal with the outgas from the chamber surface. The straight sections are pumped by usual and NEG pumps.
2.5. Control system
As the control system, we have adopted personal computers supported by a LAN, instead of a large console driven by a mini-computer (Aoki et al., 1997). This scheme will enable us to catch up with the current high technology by replacing part of the hardware with the newest version.
2.6. Undulators
The linear undulator has 41 magnetic field periods, with a period length of 57 mm. By varying the gap down to 30 mm, it can be tuned to emit radiation with energies ranging from 30 to 300 eV and with an intensity enhancement of three orders of magnitude compared with bending magnets. The helical undulator, on the other hand, has 18 periods with a period length of 110 mm and produces radiation with circular, elliptical or linear polarization in the range 1–30 eV according to the selected magnet array arrangement.
3. Injector microtron
We have adopted a microtron as the injector on account of its cost, better beam quality and smaller machine size compared with other conventional accelerators, such as the linac and the synchrotron. SHI had developed the racetrack microtron of the present type in 1990 based on the concept designed at the University of Wisconsin (Hori et al., 1991). After some improvement, the performance and the stability of the SHI microtron are now well established. In Table 2, general parameters of the microtron are listed.
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Due to the multi-turn injection, the beam accumulation speed of the ring is expected to be higher than 10 mA s−1 for a peak injection beam current of 2 mA with a repetition of 2 Hz. A stronger of 10 mA and higher repetition of 100 Hz are prepared for other purposes than injection to the storage ring.
4. Status of commissioning
The commissioning of the injector microtron was started in February 1997, followed by beam injection into the ring at the beginning of April. The stored current just after injection at 150 MeV and after acceleration up to 700 MeV reached 485 and 276 mA, respectively, until the end of May. The beam lifetime, however, was only about 20 min at that time. The reason for the short lifetime was regarded as due to insufficient vacuum degree, which was supposed to be the result of a rather low baking temperature, 323 K, for the RF cavity and the eight pairs of ion clearers to avoid cracking, while the temperature for other parts of the vacuum chamber was 393 K. After remodelling the relevant parts, we were able to bake the whole
at 393 K in July. Our tentative aim is to store the beam of 100 mA with a lifetime of 3 h.References
Aoki, K., Kawamura, K. & Yoshida, K. (1997). Proc. ICALEPCS'97. To be published.
Hiraya, A., Yoshida, K., Yagi, S., Taniguchi, M., Kimura, S., Hama, H., Takayama, T. & Amano, D. (1998). J. Synchrotron Rad. 5, 445–447. Web of Science CrossRef CAS IUCr Journals
Hori, T. & Takayama, T. (1995). Proc. ICSRS-AFSR'95, pp. 148–158.
Hori, T., Sugitani, M., Mitsumoto, T. & Sasaki, Y. (1991). Proc. PAC'91, 5, 2877–2880.
Taniguchi, M. & Ghijsen, J. (1997). J. Synchrotron Rad. 5, 1176–1179. Web of Science CrossRef IUCr Journals
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