q2xafs workshop
Performance and status of beamline BL8 at SLRI for X-ray absorption spectroscopy
aSynchrotron Light Research Institute, 111 University Avenue, Muang, Nakhon Ratchasima 30000, Thailand
*Correspondence e-mail: wantana@slri.or.th
Beamline BL8 of the Synchrotron Light Research Institute (Thailand) is routinely operated for K-edges of elements ranging from magnesium to zinc. Instrumentation and specification of the beamline and the station are described, together with the determination of the available [0.1–6 × 1010 photon s−1 (100 mA)−1], energy resolution (1–5 × 10−4) and stability of photon energy calibration (0.07 eV), representing the beamline performance. Data quality and accuracy of XANES and measured at BL8 are compared with those of other well established beamlines. A noted distinction of BL8 is its relatively high sensitivity for studying phosphorous, sulfur and chlorine in diluted systems and its maximum beam size of 14 mm (width) × 1 mm (height), which is suitable for bulk characterization.
in an intermediate photon energy range (1.25–10 keV). The photon energy is scanned by using a double-crystal monochromator, the crystal pair of which can be interchanged among KTP(011), InSb(111), Si(111) and Ge(220). The experimental set-up conveniently facilitates measurements in transmission and fluorescence-yield modes at severalKeywords: X-ray beamline; X-ray absorption spectroscopy; XANES; EXAFS; Mg K-edge; Zn K-edge.
1. Introduction
et al., 2010; Limpijumnong et al., 2011; Baldini et al., 2011), biochemistry (Freedman et al., 1988; Day et al., 2011; Neidig et al., 2011), environmental science (O'Day et al., 1998; Suksabye et al., 2007; Prietzel et al., 2011) and archaeology (Arletti et al., 2008; Cotte et al., 2010; Klysubun et al., 2011). The versatility of lies in (i) its capability to probe any element selectively at its absorption onset by taking advantage of the tunability of synchrotron radiation, (ii) the short-range atomic interaction within a few coordination shells, imposing no restriction on applicable sample phase and crystallinity, and (iii) follow-up atomic relaxation processes of photoelectron and emissions allowing alternative electron-yield (EY) and fluorescence-yield (FY) set-ups to collect signals, other than transmission (TM) measurements. In the latter case, the evolution of FY solid state detectors with larger active areas and numbers of detector channels (Pullia et al., 1996; Bucher et al., 1996; Ryan et al., 2010) has been enhancing the elemental sensibility suited for investigating very dilute systems with elemental concentrations in the p.p.m. and sub-p.p.m. regimes.
has been widely utilized for determining the chemical speciation, and local atomic structure of an absorbing element of interest in many research areas, for example material science (RadisavljevicMost beamlines at leading synchrotron facilities around the world dedicated to i.e. plane grating for soft X-rays and crystals for hard X-rays. It is noteworthy that there are, however, a few beamlines working in the intermediate photon-energy range. Table 1 provides a list of some of the beamlines in this group. One of them is beamline BL8 of the Synchrotron Light Research Institute (SLRI), Thailand. To the best of our knowledge there is little available detailed information regarding the instrumentation, performance and application of such beamlines despite their capabilities to study K-edges of 2p elements (Z = 11 to 17; sodium to chlorine), which are inaccessible by the hard X-ray beamlines.
techniques can be classified into two groups: soft X-ray beamlines covering photon energies from 0.1 to 2 keV and hard X-ray beamlines covering photon energies above 4 keV. The energy gap between the soft and hard X-ray regions arises from diffracting elements that are practical and often chosen for dispersing the synchrotron beam,In this report we will describe the technical specification of BL8 and its et al., 2006, 2007). During the last four years major developments have been focused on expanding the photon energy range, implementation of the FY-mode technique in addition to the TM-mode technique, and standardization for improving data quality and throughput of the beamline. The performance of BL8 and its station will be examined, in comparison with those of other beamlines, in terms of spectral resolution, and limitation. Finally, applications of the technique at BL8 will be discussed in general and on selected topics in the fields of material science, environmental science and cultural heritage.
station that has not been updated in the literature after the commissioning of TM-mode (Klysubun2. Beamline
Operation of BL8 was started in late-2006 with a special design to exploit synchrotron radiation from the Siam Photon Source (1.2 GeV), a second-generation synchrotron light source, of SLRI. This beamline accepts 1.5 mrad (H) × 0.125 mrad (V) of synchrotron white light generated from a bending magnet (1.44 T) with a maximum electron beam current of 150 mA and SPECTRA (Tanaka & Kitamura, 2001), the partial for this angular acceptance peaks at 5.3 × 1011 photons s−1 (0.1% bandwidth)−1 (100 mA)−1 at 1.18 keV and drops by almost two orders of magnitude from 0.4 keV to 10 keV. A schematic representation of BL8 is shown in Fig. 1. To isolate ultra-high-vacuum (UHV; 10−10 torr) conditions in the front-end section and high-vacuum (HV; 10−6 torr) conditions in the downstream sections of the beamline, two differential pumping stages, each of which encompasses a small rectangular duct of low vacuum conductance (LVC) and an ion pump (IP) with high pumping speed, were employed, rather than using an ordinary beryllium window, which significantly attenuates synchrotron radiation in the soft X-ray regime. Functional testing of this differential pumping system was reported by Klysubun et al. (2007). It should be noted that, to date, there has never been a failure originating from this vacuum sectioning scheme. Other basic components as indicated in Fig. 1 were installed for complete function of the beamline.
of 1.38 keV. Based on a calculation usingTo disperse synchrotron light we have employed a fixed-exit double-crystal monochromator (DCM) with a water-cooled holder for the first crystal and a holder without cooling for the second crystal. The fixed-exit condition was achieved by a Lemonnier design (Lemonnier et al., 1978) in which the second crystal travels on a mechanical cam to maintain a constant offset (3 cm). The two crystals are rectangular in shape and have the same required size of 20 mm (width) × 40 mm (length) × 2 mm (thickness). Since the rotation mechanism of the DCM allows scanning from 13.5 to 65° at a resolution of 0.0001°, using Si(111) alone would provide a monochromatic beam only from 2.18 to 8.47 keV. Thus other types of crystal pairs, i.e. KTP(011), InSb(111) and Ge(220), are complementarily employed to cover a broader spectral range and are manually interchangeable. The values of the 2d lattice spacing of these crystals have been given elsewhere (Thompson & Vaughan, 2001; Takata et al., 2001). With this set of crystals BL8 can deliver a monochromatic X-ray beam with photon energies ranging from 1.25 keV to 10 keV covering the K-edges of Mg up to Zn as well as L1,2,3- and several M-edges of other heavier elements. A bypass pumping system was installed for minimizing the time used to change the crystals. Without turning off the turbomolecular pump of the DCM we can break the vacuum, replace the double crystals and re-pump the DCM to obtain HV within 30 min. There is an entrance vertical slit in the DCM chamber for optimizing the energy spread and intensity of the exit beam. It is regularly set at 1 mm corresponding to the beam divergence of 125 µrad which is about one to three times bigger than intrinsic bandwidths of most crystals in use. The energy resolution for a 125 µrad slit size is estimated theoretically as reported in Table 2. Measurement of the energy resolution is currently underway. The slit size can be further reduced to improve the energy resolution (decrease the energy spread) of the exit beam. The contribution of higher harmonics was determined using a silicon drift detector measuring the beam exiting the DCM. The obtained result is also given in Table 2. Operation of the beamline is entirely controlled by LabVIEW software developed in-house.
|
3. Experimental station
The experimental set-up for collecting . From the DCM HV chamber the monochromatic beam propagates to the experimental station through a Kapton (KP) window. The window has a 14 mm circular aperture on a stainless steel centring ring (DN40 KF) and is vacuum-sealed with a KP film (7.5 µm thick). This assembly allows the window to withstand force exerted between HV and atmosphere. The intensities of the incident beam (I0) and the transmitted one (It) are measured by the first ion chamber (IC1; 10 cm long) and the second ion chamber (IC2; 40 cm long), respectively. The beam size at the sample chamber is 14 mm (width) × 1 mm (height).
spectra in both TM and FY modes is shown in Fig. 2To realise the experimental set-up that can be used for 2 gas is then used to partially fill IC1 and IC2 at specific pressures absorbing 10% and 90% of the beam intensity, respectively. For instance, 4.5 torr for IC1 and 17.5 torr for IC2 are used at the K-edge of Mg (1303 eV). Note that air can also be used, but should be avoided around 3.2–3.3 keV owing to the K-edge absorption of Ar itself. On the other hand, Ar gas is used for experiments at higher photon energies. For instance, 70 torr for IC1 and 382 torr for IC2 are employed at the K-edge of Zn (9659 eV). To facilitate gas filling below atmospheric pressure, the ion chambers are made of KF-flange vacuum-tight vessels. The first ion chamber is fit to the KP window and thereby sealed with it at the front. Polypropylene (PP) windows (6 µm thick) fabricated similarly to the KP window were used to separate IC1 and IC2 from the sample chamber and to seal the gas within them. Note that PP is chosen over KP owing to its higher transmittance which is more than a factor of two for photon energies below 1.5 keV. However, the PP windows are less resistant than the KP window and often break when evacuating the ion chambers for changing gas conditions. For this reason the ion chambers are needed to be filled up with He gas to atmospheric pressure to reduce the risk of window damage during the experiment. A dosing valve (DV), angle valves (AV) and capacitance gauges (CG), as shown in Fig. 2, enable precise adjustment of the gas condition for a given edge of the element being studied.
measurements from 1.25 to 10 keV, without any time-consuming swapping of instruments, requires careful consideration to overcome the low transmission in the low photon energy region when using the ion chambers. For an experiment performed below 4 keV, NA 13-element germanium detector (Canberra Ultra-LEGe; GeD), a single-element silicon drift detector (Vortex-EM; SDD) and a five-grid ion chamber (Lytle detector; LyD) are available choices for an FY-mode , the GeD is placed at 90° to the incident beam and 45° to the irradiated sample surface. The SDD or LyD is oriented in the same manner on the opposite side. For an experiment below 4 keV the sample chamber is purged with He gas to minimize absorption by air, as is the case in TM-mode. A gas-tight PP window centred on a centring ring (DN100 ISO) facing the GeD elements prevents He gas from penetrating the detector Be window (25.4 µm) and deteriorating the HV in the GeD. Thus, the closest sample-to-detector distance allowed for the GeD is 6 cm. For the SDD, it has smaller active area (50 mm2) than that of the GeD (1300 mm2), and therefore it has to be placed closer to the sample inside the sample chamber. This increases the solid angle for accepting fluorescence signals; as a result its sensitivity is almost comparable with that of the GeD for studying elements in the low concentration limit. On the other hand, the LyD has been proven most practical in the case that elemental concentration is too low to obtain a sufficient edge jump in a TM-mode spectrum, but still too high that the fluorescence signal causes high dead-time (>30%) for the GeD. An in situ cell is available for TM-XAS experiments under controllable heating temperature (298–673 K) and reaction gases (Loiha et al., 2011).
experiment. With signal averaged over the 13 channels, the energy resolution of the GeD at 5.9 keV (with 8 µs peaking time) was 169 eV while that of SDD (with 1 µs peaking time) was 189 eV. As shown in Fig. 2Four modules of digital X-ray processor (XIA DXP-XMAP) on a National Instruments (PXI-1042) crate were employed for counting X-ray photons from 13 channels of the GeD and one of the SDD. The shaping time for the multichannel analyser can be defined according to the input rate of the X-ray signal. This can be conveniently parameterized using X-Manager software supporting the XIA processor. It should be noted that typical spectra of a given sample can also be collected in addition to spectra. A region of interest and integration time can also be defined for the processor to count fluorescent photons, commonly enclosing the Kα line, of an absorbing element in the sample. All selected parameters are then saved in a configuration file for execution during data acquisition. Detector dead-time was simply corrected using the ratio of input rate and output rate from the processor (Woicik et al., 2010). Current amplifiers are used to magnify electrical currents from the ion chambers, typically in the range 1–100 nA. The voltage outputs from the current amplifiers are fed into a V/F converter to generate a pulsed signal at the rate of 0.1 MHz V−1. A counter/timer imposes gating on this pulsed signal input to synchronize its counting with the XIA processor. LabVIEW data acquisition software is developed in-house to control all of the electronics and DCM scanning during data collection.
4. Performance and status of BL8 for XAS
During the first two years of operation BL8 covered photon energies from 1.8 keV to 9 keV by using three types of crystals: InSb(111), Si(111) and Ge(220). To disperse softer X-rays a pair of KTP(011) was procured afterwards. In addition, the increase of electron beam energy (from 1.0 GeV to 1.2 GeV) and the electron beam current (from 100 mA to 150 mA) of our storage ring has made available sufficient . The present KPT(011) used in our DCM yields from 1 × 109 to 4 × 109 photons s−1 (100 mA)−1 in the 1.25–2.5 keV range. Takata et al. (2001) underlined that KTP(011) performed better than YB66 by giving a ten times higher with comparable Moreover, we found that YB66 was difficult to obtain and thereby of very high price. KTP(011) is thus our choice for measuring the K-edges of Mg and Al. Examples of Mg K-edge XANES spectra taken with KTP(011) will be displayed in the following section.
for experiments up to 10 keV. Measured by the ion chamber IC1, the photon fluxes at the sample obtained with different crystals are shown in Fig. 3It should be noted that the highest L-edges absorption of In and Sb themselves. Ge(220) is often used for elements with absorption edges above 3.5 keV because its throughput is higher than that of Si(111) owing to its larger energy width (<12% difference). As a consequence the intrinsic energy resolution of Ge(220) is slightly poorer than that of Si(111). The overall at our station in the 4–10 keV range is about 1010–109 photons s−1 (100 mA)−1.
is obtained with InSb(111) in the 1.8–3.5 keV range, making our station exceptional for studying Si, P, S and Cl at the low concentration limit (∼50 p.p.m.). Nonetheless, there is an intensity drop-off between 3.6 keV and 4.7 keV owing to theFor evaluation of spectral quality, Cu K-edge copper-foil XANES spectra taken at BL8 using Ge(220) crystals and similar data from other beamlines using Si(111) and Si(311) crystals are compared in Fig. 4. In general, all spectra exhibit consistently the XANES fingerprint of metallic (f.c.c.) copper. The first peak at 8981 eV, which corresponds to the 1s–4p transition (Kim et al., 2003), shown in the BL8 spectra is broader than those in the X23A, ID10 and ID13 spectra. Nonetheless, it became more pronounced when the size of the DCM entrance slit was decreased from 1 mm to 0.5 mm as shown by the green and red curves, respectively. We cite a compilation of a larger number of copper-foil spectra by Kelly et al. (2009). Carefully examining those spectra we found that peak broadening similar to our case is also observed in the spectra from BL01 (SPring-8) and BL2-3 bulk (SSRL) although they were scanned with Si(111) monochromators. We have also evaluated the stability of the DCM, by successively scanning spectra of the copper foil and examining the shift in the edge position, which is commonly caused by heat load on the DCM crystals and electron beam instability. For 46 spectra measured in 8 h 15 min, using the same energy range (8949–9839 eV), interval (0.3 eV and 0.05 Å−1) and dwell time (1 s) for all scans, the resulting shift was 0.07 ± 0.09 eV.
The quality of the . It shows that our technique in the TM-mode has been standardized as seen by the good agreement in the oscillatory pattern of the copper-foil signal compared with those obtained from the aforementioned beamlines. Fourier-transformed in the k range between 3 and 13 Å−1, the magnitude of the first peak in the BL8 data plotted in real space (R) shows only a 1.6% difference from that of the X23A data, which corresponds to an the ideal amplitude reduction factor (S02) of 1 (Kelly et al., 2009). Determined from the difference between the raw data and the polynomial spline in the high-k region (16–22 Å−1; 9956–10826 eV) of the Cu-foil data, a low residue noise of 2.1 × 10−4 was obtained. At other energy ranges we found that the residue noise was 3.3 × 10−4 and 2.0 × 10−3 above the Ti K-edge (5943–6813 eV) and P K-edge (3120–3993 eV), respectively. The large residue at the 3 keV range probably arises from beam contamination of higher harmonics and the L-edge absorption of InSb(111) crystals.
data acquired by the station at BL8 is demonstrated in Fig. 5In FY-mode, a similar spectral comparison could be useful for the same evaluative purpose provided there was a standard material with a specific low concentration of an absorbing element to be measured at different beamlines. In the absence of such information we can only mention that the . However, the signal-to-noise ratio can be improved by increasing the integration time of the FY detection. In the following section some FY-XAS spectra of diluted samples will be presented as examples of several successful experiments carried out at BL8 on diluted systems resulting in 20 publications in the year 2011.
for the FY-XAS technique is moderate compared with the of the beamlines listed in Table 1Realising that many research works using d transition elements. The reader is invited to obtain the data at the website of BL8 (https://www.slri.or.th/).
characterizations, in particular elemental speciation, require reference materials, we provide, for international communities, open access to numerical data of XANES and spectra of numerous standard compounds containing Mg, Al, Si, P, S, Cl, P, Ca and 35. Examples of research carried out at BL8
The number of proposals applying for beam time at BL8 has been steeply increasing from four proposals in 2006 to 100 proposals in 2011. A variety of accepted proposals during the last two years comprise studies of novel ceramics (26%), catalysts (27%) and polymers (9%), environmental (16%), geological and archaeological samples (10%) and others. In this section we illustrate three research outputs that are the result of the special character of BL8 and its station. The first example highlights the advantages of BL8's ability to perform measurements in the intermediate photon energy range. The second example highlights the advantages of strong K-edge. The final example illustrates how a domestic synchrotron station benefits archaeological research in Thailand.
around the S5.1. Structural determination of MgO–ZnO alloys
Limpijumnong et al. (2011) measured a set of Mg and Zn K-edge XANES spectra from a series of MgxZn1–xO nanocrystals (x = 0–1) measured at the K-edges of Mg and Zn. The nanocrystal samples were synthesized by oxalate-based methods. Traditional X-ray diffraction (XRD) measurements could identify the overall crystal phase of the samples. It was found that the dominant phases were wurtzite (WZ) structure (common phase of ZnO) for the samples with x ≤ 0.06 and the rocksalt (RS) structure (common phase of MgO) for x ≥ 0.09. However, the XRD analysis could not provide information regarding the miscibility of Mg in ZnO and Zn in MgO as well as site occupations of Mg and Zn in the samples. On the other hand the XANES spectra, as shown in Fig. 6, importantly contain the local structure information around the cations. With supporting FEFF calculations it was proved that the alloy samples contain four mixed phases: (i) MgO, (ii) Mg substituting Zn in WZ (tetrahedral oxide), (iii) ZnO and (iv) Zn substituting Mg (octrahedral oxide). The phase fractions were effectively determined by a least-squares linear combination fitting (LCF) method. This confirms that accurate XANES data from our beamline reveal significantly more structural information than can be obtained by traditional XRD.
5.2. Sulfur speciation in soils
Sulfur is naturally abundant and plays a crucial role in the environment, such as retention and remobilization of S in soils and wetlands regulating soil and water acidification and toxicity. Understanding the chemical variation of S in soils is a basic knowledge in many aspects ranging from biogeochemical S cycling in oxic and anoxic conditions to prediction of long-term S budgets of forest ecosystems. However, it is quite complicated because S exists in a large variety of organic and inorganic forms with various oxidation states, ranging from −2 (inorganic sulfide) to +6 (sulfate), and soil scientists therefore have to rely on accurate quantification of distinct sulfur species. Prietzel et al. (2011) demonstrated that K-edge XANES fingerprinting is more sensitive to the of sulfur than traditional wet-chemical fractionation (WCT). For different horizons of soils, they obtained the compositional ratio of FeS, pyrite, sulfate, organic disulfide, thiol, sulfoxide, sulfone and sulfonate using the results of LCF on their measured XANES spectra. It is the incapability of WCT to distinguish the last five species of carbon-bonded S that singled out XANES as a more powerful analytical method. Fig. 7 shows the LCF result on Stagnosol He horizon soil, with a total S concentration of 4 g kg−1, measurable using the GeD of BL8. Moreover, the large beam size of BL8 facilitates bulk analysis on heterogeneous samples, as is the case in soil research.
5.3. Oxidation states of copper in ancient red beads
Utilization of synchrotron light at BL8 in the field of archaeology was recently described by Klysubun et al. (2011) in their study of copper as a key element in the red colouration of ancient glass beads (1300–2000 years old) excavated from four different southern archaeological sites of Thailand. The concentration of copper in the samples varied from 0.8 to 1.6 wt%. The Cu K-edge XANES data showed a superimposition of pronounced near-edge peak of monovalent copper ions (Cu+1) and a subtle post-edge fingerprint of metallic copper (Cu0). To obtain structural parameters the authors further investigated the measured spectra, Fourier-transformed in the 2–8 Å−1 range, and fit them with a structural model combining the f.c.c. structure and the first shell of two oxygen neighbours. The experimental data fit nicely with the proposed model as shown in Fig. 8. From this result one cannot rule out a colouring mechanism arising from surface plasma absorption by the metallic copper, provided it is present on a nanometre scale. It is interesting to note that XANES data of red glass cakes and mosaics from Messina, Italy (Arletti et al., 2008), noticeably resemble the XANES data of the red glass beads from Thailand. This suggests that ancient knowledge in making red glass may be historically common or transferred via long-distance trading between the two regions.
6. Conclusion
Specifications and instrumentation of BL8 are reported in detail, including the end-station for conducting XANES and 9–1010 photons s−1 (100 mA)−1 with an energy resolution of 1.3–5.4 × 10−4, depending on the type of crystals used. The beam size at the sample position is 14 mm × 1 mm. Standard pulse-counting electronics were employed for processing the signals in both TM and FY modes.
experiments in TM and FY modes. The available photon energy scanned by the DCM, which is equipped with KTP(011), InSb(111), Si(111) and Ge(220), ranges from 1.25 to 10 keV. The resulting was measured to be 10In TM mode the performance of BL8 was characterized using a standard copper foil. The measured Cu K-edge spectra exhibit XANES and structures consistent with the spectra obtained from other well established beamlines: X23A (NSLS), ID10 and ID13 (APS) and X1 (DESY). It was demonstrated that the spectral resolution could be influenced by the size of the vertical entrance slit of the DCM and the bandwidth of the DCM crystals.
In FY mode the 13-element Ge detector makes it possible to obtain good quality spectra for low-concentration absorbing elements irradiated by the moderate K-edge XANES of MgO–ZnO alloys, S K-edge XANES of soils and Cu K-edge XANES and of ancient red beads, among other outputs of the beamline in 2011.
at BL8. This is confirmed by publishable spectra of Mg and ZnAs a final remark BL8 is one of the intermediate energy beamlines around the world that exist in a much smaller number than the hard X-rays beamlines and the soft X-rays beamlines. Aside from the standardized performance, the attractiveness of BL8 stems from the convenience of changing experimental conditions from one
to another and provision of a large beam size well suited to bulk analysis, especially for heterogeneous and composite samples in the fields of environmental and archaeological sciences.Acknowledgements
The authors would like to thank Dr Bruce Ravel, Dr Shelly Kelly, Dr Matt Newville and Dr Adam Webb for their contribution of the copper foil data as well as Professor Jörg Prietzel and Dr Prapong Klysubun for their valuable comments and grammatical corrections.
References
Arletti, R., Quartieri, S., Vezzalini, G., Sabatino, G., Triscari, M. & Mastelloni, M. A. (2008). J. Non.-Cryst. Solids, 354, 4962–4969. Web of Science CrossRef CAS Google Scholar
Baldini, M., Yang, W., Aguilanti, G., Zhang, L., Ding, Y., Pascarelli, S. & Mao, W. L. (2011). Phys. Rev. B, 84, 014111. Web of Science CrossRef Google Scholar
Bucher, J. J., Allen, P. G., Edelstein, Shuh, D. K., Madden, N. W., Cork, C., Luke, P., Pehl, D. & Malone, D. (1996). Rev. Sci. Instrum. 67, 3361. CrossRef Google Scholar
Cotte, M., Susini, J., Dik, J. & Janssens, K. (2010). Acc. Chem. Res. 43, 705–714. Web of Science CrossRef CAS PubMed Google Scholar
Day, A., Broderick, W. E., Hedman, B., Hodgson, K., Broderick, J. B. & Solomon, E. I. (2011). J. Am. Chem. Soc. 133, 18656–18662. Web of Science PubMed Google Scholar
Freedman, L. P., Luisi, B. F., Korszun, Z. R., Basavappa, R., Sigler, P. B. & Yamamoto, K. R. (1988). Nature (London), 334, 543–546. CrossRef CAS PubMed Web of Science Google Scholar
Kelly, S. D., Bare, S. R., Greenlay, N., Azevedo, G., Balasubramanian, M., Barton, D., Chattopadhyay, S., Fakar, S., Johannessen, B., Newville, M., Pena, J., Pokravski, G. S., Proux, O., Priolkar, K., Ravel, B. & Webb, M. (2009). J. Phys. 190, 102032. Google Scholar
Kim, W. B., Park, E. D., Lee, C. W. & Lee, J. S. (2003). J. Catal. 218, 334–347. Web of Science CrossRef CAS Google Scholar
Klysubun, W., Sombunchoo, P., Wongprachanukul, N., Tarawarakarn, P., Klinkhieo, S., Chaiprapa, J. & Songsiriritthigul, P. (2007). Nucl. Instrum. Methods Phys. Res. A, 582, 87–89. Web of Science CrossRef CAS Google Scholar
Klysubun, W., Tarawarakarn, P., Sombunchoo, P., Klinkhieo, S., Chaiprapa, J. & Songsiriritthigul, P. (2006). AIP Conf. Proc. 879, 860–863. CrossRef Google Scholar
Klysubun, W., Thongkam, Y., Pongkrapan, S., Won-in, K., T-thienprasert, J. & Dararutana, P. (2011). Anal. Bioanal. Chem. 399, 3033–3040. Web of Science CrossRef CAS PubMed Google Scholar
Lemonnier, M., Collet, O., Depautex, C., Esteva, J. & Raoux, D. (1978). Nucl. Instrum. Methods, 152, 109–111. CrossRef CAS Web of Science Google Scholar
Limpijumnong, S., Jutimoosik, J., Palakawong, N., Klysubun, W., Nukeaw, J., Du, M.-H. & Rujirawat, S. (2011). Appl. Phys. Lett. 99, 261901. Web of Science CrossRef Google Scholar
Loiha, S., Klysubun, W., Khemthong, P., Prayoon pokarach, S. & Wittayakun, J. (2011). J. Taiwan Inst. Chem. E, 42, 527–532. Web of Science CrossRef CAS Google Scholar
Neidig, M. L., Sharma, J., Yeh, H. C., Martinez, J. S., Conradson, S. D. & Shreve, A. P. (2011). J. Am. Chem. Soc. 133, 11837–11839. Web of Science CrossRef CAS PubMed Google Scholar
O'Day, P. A., Carroll, S. A. & Waychunas, G. A. (1998). Environ. Sci. Technol. 32, 943–955. CAS Google Scholar
Prietzel, J., Botzaki, A., Tyufekchieva, N., Brettholle, M., Thieme, J. & Klysubun, W. (2011). Environ. Sci. Technol. 45, 2878–2886. Web of Science CrossRef CAS PubMed Google Scholar
Pullia, A., Furenlid, L., Kraner, H. W., Pietrski, P. J. & Siddons, D. P. (1996). Rev. Sci. Instrum. 67, 3360. CrossRef Google Scholar
Radisavljevic, I., Novakovic, N., Romcevic, N., Manasijecvic, M., Mahnke, H.-E. & Ivanovic, N. (2010). J. Alloys Compd. 501, 159–163. CAS Google Scholar
Ryan, C. G., Kirkham, R., Hough, R. M., Moorhead, G., Siddons, D. P., de Jonge, M. D., Paterson, D. J., De Geronimo, G., Howard, D. L. & Cleverley, J. S. (2010). Nucl. Instrum. Methods Phys. Res. A, 619, 37–43. Web of Science CrossRef CAS Google Scholar
Suksabye, P., Thiravetyan, P., Nakbanpote, W. & Chayabutra, S. (2007). J. Hazard. Mater. 141, 637–644. Web of Science CrossRef PubMed CAS Google Scholar
Takata, Y., Shigemasa, E. & Kosugi, N. (2001). J. Synchrotron Rad. 8, 351–353. Web of Science CrossRef CAS IUCr Journals Google Scholar
Tanaka, T. & Kitamura, H. (2001). J. Synchrotron Rad. 8, 1221–1228. Web of Science CrossRef CAS IUCr Journals Google Scholar
Thompson, A. & Vaughan, D. (2001). X-ray Data Booklet. Lawrence Berkeley National Laboratory, University of California, California, USA. Google Scholar
Woicik, J. C., Ravel, B., Fischer, D. A. & Newburgh, W. J. (2010). J. Synchrotron Rad. 17, 409–413. Web of Science CrossRef CAS IUCr Journals Google Scholar
© 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.