![](/logos/buttonlogos/cross.png)
![](/logos/buttonlogos/cross.png)
short communications
High-flux and high-resolution spectroscopic facility in the VUV region at Super-ACO
aPhoton Factory, Institute of Materials Structure Science, High Energy Accelerator Research Organization, Tsukuba 305, Japan, bLURE, Bâtiment 209D, Université Paris-Sud, 91405 Orsay CEDEX, France, and cCEA/DRECAM/SPAM, Bâtiment 522, CE Saclay, 91191 Gif-sur-Yvette CEDEX, France
*Correspondence e-mail: kenji.ito@kek.jp
A new spectroscopic facility, consisting of a planar/helical undulator and a 6.65 m off-plane Eagle monochromator, has been designed. It can supply high-flux and high-resolution photons with `exotic' polarization in the 5–40 eV energy range. The astigmatism can be compromised by horizontally focusing the incident radiation on the grating. The rotation of a post-focusing toroidal mirror compensates for the deviation of the exit beam caused by the grating translation. The whole system will be installed at beamline SU5 of SUPER-ACO (0.8 GeV) at the beginning of 1998. With a 4300 grooves mm−1 grating, a of around 105 is expected at 20 eV.
Keywords: normal-incidence monochromators; VUV.
1. Introduction
An undulator-based high-resolution spectroscopic facility will be installed at beamline SU5 of Super-ACO in LURE. This facility is optimized for the photon energy region 5–40 eV, and aims to cover the research fields of photon-induced dynamics on cold molecules, metallic and molecular clusters, free radicals and laser-excited species.
The undulator-based Chemical Dynamics Beamline in operation at the Advanced Light Source (Koike et al., 1994; Heimann et al., 1996
) is producing fruitful results. SU5 has a remarkable specificity due to the exotic polarization capabilities of the newly designed undulator (Nahon, Corlier et al., 1997
), which can generate any rotatable linear, elliptical or circular polarization. The variety in polarization affords new developments in linear- and circular-dichroism experiments on anisotropic systems, such as laser-aligned species, molecules adsorbed on surfaces, chiral molecules or magnetic materials.
In this report, we present the design concept of the SU5 optics, emphasizing the criteria for selecting a monochromator for the SU5. The characteristics of the whole system and the expected performance, such as the photon-flux distribution and the et al., 1997).
2. Basic concept for optical design
The utilization of undulator radiation will supply (i) a relatively high λ/Δλ > 105 in the photon energy range 5–40 eV. We chose to adopt an off-plane Eagle-type spectrometer because its high-resolution capability with a synchrotron radiation light source has already been proven at the Photon Factory (Ito et al., 1986, 1989
), at SURF II (Brown & Ginter, 1984
; Morgan et al., 1994
) and at the Advanced Light Source (Koike et al., 1994
; Heimann et al., 1996
).
A spherical-grating monochromator (SGM) with grazing incidence was proposed instead of a normal-incidence monochromator (NIM) for the energy region of interest in this report (van Elp et al., 1996; van Elp, 1997
). A comparison of the performance of SGMs and NIMs is not straightforward. However, provided that the sizes of the SGM and the NIM are nearly equal, it has been shown that an SGM can provide a higher than an NIM. The slit widths for the SGM will be almost twice those of the NIM in cases when the resolution is determined by the slit width. The figure-slope error of the grating surface affects the resolution in a relationship proportional to the cosine of the diffraction angle. This means that the figure-slope-error effect is less in grazing-incidence mountings. The microroughness of the grating surface causes scattered light, and is more serious in the normal-incidence case. However, modern polishing technology can provide a microroughness of <0.5 nm r.m.s., and in practice the scattered light is negligible even for NIMs. The problem with the SGM is that the resolution is limited by the coma aberration, although this is diminished at a certain wavelength. The SGM designed by van Elp (1997
) aims at a of ∼1 × 104, which does not meet our requirements. If a grazing-incidence mounting is to be used, the coma aberration should be suppressed in the wide wavelength region. This can be achieved by adopting the Rowland mounting; however, this would require much design study. In the end, we decided to choose a normal-incidence mounting to achieve high resolution for the SU5.
Various types of NIM have been developed. As mentioned above, the Rowland mounting is necessary for achieving high resolution. However, most NIMs installed at synchrotron radiation facilities are off-Rowland types (Saile, 1978; Ito et al., 1995
), in which the defocus term is kept at zero in the wavelength scanning. The coma aberration in the NIM is not as serious as that in a grazing-incidence monochromator; however, it is important over large rotation angles of the grating. The entrance and exit slits should be fixed during the wavelength scanning, because a storage ring and experimental apparatus are not easily moved. The deviation over the wavelength range of the emerging beam from the monochromator should be minimized for the same reason. As pointed out by Namioka (1959
), the off-plane Eagle-type mounting is the only possible candidate that satisfies the present requirements. In the off-plane Eagle mounting, the entrance and exit slits are placed symmetrically above and below the Rowland circle, while the grating is rotated and translated during the wavelength scanning so that both the slits and the grating remain on the Rowland cylinder. The in-plane Eagle-mounting and other Rowland-mounting NIMs cannot be adopted for the SU5. The exit slit is forced to move in the former, and the emerging beam is deviated in the latter.
3. Beamline optics
The overall optical layout is displayed in Fig. 1. The undulator radiation travels to the entrance slit S1 of the monochromator, installed in the centre of the Super-ACO storage ring, via two toroidal mirrors, M1 and M2. The role of M1 is to deflect the beam by a 2° angle in the vertical plane in order to avoid a crossing of the beamline pipe and the vacuum chamber of the ring, and to focus the beam through a gas filter made of a series of thin capillaries (minimum diameter of 2 mm) separated by two differential pumping stages. After the gas filter, the diverging beam impinges onto the grazing-incidence mirror M2 which deflects the beam in both planes (particularly the vertical plane), so that downstream of M2 the beamline lies in the horizontal plane. M2 also focuses the beam vertically onto S1. The 0.3 m distance between M2 and S1 leads to a demagnification of ∼14, which is important in order to spread the beam footprint over a large vertical dimension so that many horizontal grating grooves are illuminated (in this case typically more than 400 000) ensuring a non-diffraction-limited resolving power.
![]() | Figure 1 Optical layout of the low-energy high-resolution SU5 beamline: (a) top view; (b) side view. M1, M2, pre-focusing toroidal mirrors; S1, entrance slit; S2, exit slit; G, grating; M3, post-focusing toroidal mirror. |
In addition to vertical focusing, the M2 mirror also has the role of horizontal focusing onto the grating. The advantage of this system is that the astigmatism introduced by the scanning of the gratings is negligible, without the use of a cumbersome bending system for either the pre-focusing or the post-focusing mirror. This absence of induced-astigmatism compensation leads to a small beam spot at the experimental point, with a shape and area independent of the wavelength and with a typical 500 µm (H) × 100 µm (V) size.
The undulator radiation is dispersed by switchable spherical holographic gratings with 6.65 m radii. Two gratings, G1 (2400 grooves mm−1) and G2 (4300 grooves mm−1), cover the wavelength region 30–250 nm. Note that the grating has to be translated on the bisector line of the angle formed by S1, S2 and the zero position of the grating during the rotation for the wavelength scanning. The grating thus stays on the Rowland cylinder. The maximum translation range is 300 mm with a 17° corresponding angle of rotation. The displacement of both slits from the Rowland plane should be minimized in order to achieve a high resolution, and is 87 mm in the present case.
Fig. 2 shows the ray-tracing simulations giving the beam spot size and profile on the exit-slit plane for the G2 grating for λ and λ ± Δλ, with λ/Δλ = 105, at λ = 30, 60 and 90 nm. The beam size of the light source used in the simulation is 0.39 and 0.425 mm in the horizontal and vertical directions, respectively. The beam divergence is 0.2 mrad in both directions. This shows that the target of ∼105 can theoretically be achieved at λ = 30, 60 and 90 nm with slits of 7, 14 and 21 µm, respectively. The entrance slit should be rotated by a small angle from the position parallel to the grating grooves (Namioka, 1959
). The rectangular shape of the beam profile at any wavelength shows that the aberrations due to the grating focusing are negligible. This is an important feature of the Eagle off-plane mounting: the resolution is slit-width limited.
![]() | Figure 2 Ray-tracing simulations showing the beam spot size and profile in the exit-slit plane for the 4300 grooves mm−1 grating for λ and λ±Δλ, withλ/Δλ = 105, at λ = 30, 60 and 90 nm. The beam size of the light-source is assumed to be 0.39 and 0.425 mm in the horizontal and vertical directions, respectively. The photon beam divergence is taken as 0.3 mrad in both directions. The corresponding beam profiles have been rotated respectively by 0.30, 0.195 and 0.097° (see text and Namioka, 1959 ![]() |
Finally, the monochromated beam is focused and directed towards one of the two end-stations by a post-focusing toroidal mirror, M3. The beam spot moves by about 2 mm in the experimental point during a scan over the whole range of the gratings. This displacement is compensated for by rotation of M3.
The total 10 photons s−1 with a 0.002% bandwidth in the energy region 5–25 eV. A maximum of ∼1011 photons s−1 is expected around 10 eV.
estimated from the characteristic of the undulator radiation, the reflectivity of optical elements and the grating diffraction efficiency (calculated by scalar theory), is >10The whole system should be installed at the beginning of 1998, and should be available for users as a VUV high-resolution/high-flux/exotic-polarization facility in summer 1998.
References
Brown, C. & Ginter, M. (1984). Appl. Opt. 23, 4034–4039. CrossRef PubMed CAS
Elp, J. van (1997). Nucl. Instrum. Methods A, 390, 403–408.
Elp, J. van, Theil, C., Folkmann, F., Baurichter, A., Mythen, C. S. & Jensen, B. N. (1996). Nucl. Instrum. Methods A, 381, 548–553.
Heimann, P. A., Koike, M., Hsu, C. W., Evans, M., Ng, C. Y., Blanck, D., Yang, X. M., Flaim, C., Suits, A. & Lee, Y. T. (1996). Proc. SPIE, 2856, 90–99. CrossRef CAS
Ito, K., Maeda, K., Morioka, Y. & Namioka, T. (1989). Appl. Opt. 28, 1813–1817. CrossRef CAS PubMed
Ito, K., Morioka, Y., Ukai, M., Kouchi, N., Hatano, Y. & Hayaishi, T. (1995). Rev. Sci. Instrum. 66, 2119–2121. CrossRef CAS Web of Science
Ito, K., Namioka, T., Morioka, Y., Sasaki, T., Noda, H., Goto, K., Katayama, T. & Koike, M. (1986). Appl. Opt. 25, 837–847. CrossRef PubMed CAS
Koike, M., Heimann, P. A., Kung, A. H., Namioka, T., DiGennaro, G., Gee, B. & Yu, N. (1994). Nucl. Instrum. Methods A, 347, 282–286. CrossRef CAS Web of Science
Morgan, H., Fortna, J., Seyoum, H., Furst, M. L., Hughey, L. R., Humm, D. C. & Asfaw, A. (1994). Nucl. Instrum. Methods A, 347, 287–290. CrossRef CAS Web of Science
Nahon, L., Corlier, M., Peaupardin, P., Marteau, F., Marcouillé, O., Brunelle, P., Alcaraz, C. & Thiry, P. (1997). Nucl. Instrum. Methods A, 396, 237–250. CrossRef CAS Web of Science
Nahon, L., Lagarde, B., Polack, F., Alcaraz, C., Dutuit, O., Vervloet, M. & Ito, K. (1997). Nucl. Instrum. Methods A, 404, 418–429. Web of Science CrossRef
Namioka, T. (1959). J. Opt. Soc. Am. 49, 961–965. CrossRef Web of Science
Onuki, H. (1986). Nucl. Instrum. Methods A, 246, 94–98. CrossRef Web of Science
Saile, V. (1978). Nucl. Instrum. Methods, 152, 59–67. CrossRef CAS Web of Science
© International Union of Crystallography. Prior permission is not required to reproduce short quotations, tables and figures from this article, provided the original authors and source are cited. For more information, click here.