research papers
Monitoring synchrotron X-ray-induced radiolysis effects on metal (Fe, W) ions in high-temperature aqueous fluids
aDepartment of Physics, Astronomy and Materials Science, Missouri State University, Springfield, MO 65897, USA, bDepartment of Earth Sciences, St Francis Xavier University, PO Box 5000, Antigonish, Nova Scotia, Canada B2G 2W5, cEuropean Synchrotron Research Facility, Grenoble, France, and dSincrotrone Trieste, ss 14, km 163.5, Trieste, I-34149 Basovizza, Italy
*Correspondence e-mail: robertmayanovic@missouristate.edu
Radiolysis-induced effects on aqueous tungsten ions are observed to form a precipitate within seconds upon exposure to a synchrotron X-ray micro-beam in a WO3 + H2O system at 873 K and 200 MPa. In situ Fe K-edge energy-dispersive X-ray absorption spectroscopy (ED-XAS) measurements were made on Fe(II)Cl2 aqueous solutions to 773 K in order to study the kinetics of high-temperature reactions of Fe2+ and Fe3+ ions with transient radiolysis species. The radiolytic reactions in a fluid sample within a hydrothermal diamond anvil cell result in oxidation of the Fe2+ ion at 573 K and reduction of Fe3+ at temperatures between 673 and 773 K and of the Fe2+ ion at 773 K. The edge-energy drift evident in the ED-XAS data directly reflects the kinetics of reactions resulting in oxidation and/or reduction of the Fe2+ and Fe3+ ions in the aqueous solutions at high temperatures. The oxidation and reduction trends are found to be highly consistent, making reliable determinations of reaction kinetics possible.
Keywords: energy-dispersive XAS; radiolysis; oxidation/reduction; hydrothermal fluid.
1. Introduction.
Next-generation water-cooled nuclear reactors are expected to operate at higher efficiencies utilizing pure water in the primary cooling loop to temperatures and pressures exceeding the supercritical point (647 K and 22.06 MPa) [see Bouchard (2009) and Boyle et al. (2009) and other contributions in those proceedings]. The modifications in the chemistry of water due to radiolysis are expected to play a significant role in the oxidation/corrosion of the components of nuclear reactors utilizing supercritical water cooling (e.g. GenIV reactors). Although significant progress has been made in understanding radiation-induced chemistry of water to near and supercritical conditions (Elliot, 1994; Elliot et al., 1996; McCracken et al., 1998; Garrett, 2005), the effects of radiolysis on the physico-chemical properties of solutes in aqueous systems under elevated temperatures and pressures are not well known (Christensen, 2006). Studies of this nature are necessary in order to theoretically model and control water chemistry of supercritical-water-cooled nuclear reactors and thereby limit corrosion principally within the reactor's primary cooling loop.
Ionizing radiation causes radiolysis of water, producing transient species such as H, OH, H+, OH− and hydrated electrons, eaq-. These species react with each other resulting in the production of H2O2, dissolved H2 and O2, and other by-products. The energy from the is deposited along spurs where competing mechanisms of diffusion and recombination of transients results in the production of secondary radiolysis species within a 10−12 to 10−6 s time scale (Draganic & Draganic, 1971; Spinks & Woods, 1990). The transient radiolysis species and their products (principally the radicals) react with solutes thus modifying the chemical properties of aqueous fluids. The production of H2O2 and O2 that results from radiolysis in nuclear power reactors is of concern because these products may persist for days or weeks and may cause considerable oxidation and corrosion of the primary cooling loop components. The metal ions that result from corrosion of steel-based alloy materials, such as Fe3+, Ni2+, Co2+ and W6+, are transported in the heated water of the primary cooling loops of nuclear power reactors (Shaw et al., 1991). The dissolved metal ions typically lower the pH and enhance the corrosiveness of the aqueous fluid within the primary cooling loop (Kritzer, 2004). Direct in situ measurement of dissolved metal ions near the core or in the primary cooling loop of nuclear reactors, under the extremes of temperature, pressure and radiation, is currently not feasible. As we show below, the use of the hydrothermal diamond anvil cell and synchrotron beamlines allows for in situ studies of radiolysis effects due to on metal ions in aqueous fluids to supercritical conditions.
The advent of focused X-ray beams from high-brilliance third-generation synchrotron sources has resulted in greater incidence of X-ray-radiolysis-induced oxidation or reduction of solutes, making determination of the structure of aqueous complexes or catalytic properties of aqueous species more problematic (Mesu et al., 2006). Conversely, however, radiolysis due to synchrotron radiation combined with the capability for time-resolved measurements offers opportunities for kinetic X-ray studies of radiolysis-induced chemical reactions in aqueous systems under extreme conditions. Whereas the products of water radiolysis remain unchanged with type of the amount of (LET) differs somewhat for neutrons and X-rays. Fast neutron recoil protons deposit LETs in the range 10–70 eV nm−1 (Spinks & Woods, 1990) whereas 10 keV X-rays give an LET of 4.1 eV nm−1 (Ferradini & Jay-Gerin, 2000). Higher LET results in a greater yield of molecular radiolysis products (O2, H2 etc.) and lower LET results in a larger fraction of radical products (e.g. OH, H etc.) from radiolysis escaping the spur tracks. Radiolysis effects on iron and copper species due to synchrotron X-ray-induced radiolysis in aqueous fluids, at room- to high-temperature conditions, have been noted by our group in previous experiments (Bassett et al., 2000a; Jayanetti et al., 2001; Mayanovic et al., 1999). Our study of room-temperature Cu(II)Cl2 aqueous solutions examined the effects of X-ray-radiolysis-induced reduction of copper species leading to formation of copper clusters and nanoparticles (Jayanetti et al., 2001): the rate of reduction of copper species was found to increase with increasing X-ray beam As described in greater detail below, our initial experiments on Fe(II)Cl2 aqueous solutions revealed that X-ray-radiolysis-induced effects cause oxidation or reduction of iron species depending upon the pressure–temperature (P–T) conditions of the fluid. However, the capabilities to carry out a kinetic study of X-ray-induced radiolysis effects on aqueous iron species using synchrotron energy-dispersive X-ray absorption spectroscopy (ED-XAS) have been available only recently. This paper describes a novel use of the ED-XAS technique for an in situ kinetic study of the oxidation of Fe2+ and reduction of Fe2+ and Fe3+ ions, resulting from reactions with radiolytic species in subcritical and supercritical aqueous fluids. In addition, we also discuss X-ray-induced radiolysis effects on a sample of WO3 in water to high temperature and pressure conditions. The aim of this paper is twofold:
(i) To demonstrate the potential of the ED-XAS technique for in situ kinetic studies of X-ray-induced radiolytic effects on solutes in aqueous solutions to high P–T conditions.
(ii) To bring attention to the potential effects of synchrotron X-ray-induced radiolysis on speciation- and structure-related studies of solutes in aqueous fluids, particularly under high P–T conditions.
2. Radiolysis effects on tungsten species in a high-temperature aqueous solution
The use of tungsten in ferritic and martensitic steels has great potential for future nuclear power reactor applications (Klueh, 2004). Similarly, tungsten is envisioned to play an important role in the design of blanket materials for future fusion reactors (Ihli et al., 2008). Provided these materials come in contact with supercritical water, formation of oxide products upon corrosion and oxidation such as WO3 may help in providing a passivation layer on the inner cladding of primary cooling loop systems, reactor vessel walls, and other components. In addition, WO3 has considerable potential for use in supercritical water technology gas sensor applications (Hoel et al., 2004). Although synchrotron measurements have been made on aqueous tungstate solutions to 673 K (Hoffmann et al., 2000), studies of radiolysis-induced effects on tungsten species or on the solubility of WO3 in aqueous systems under elevated temperatures and pressures are lacking. We had initially intended to make synchrotron structure studies of aqueous tungsten species and solubility studies of WO3 in aqueous solutions to high P–T conditions. Our initial attempt to study WO3 solubility in aqueous solutions to high P–T conditions showed that the chemistry of the aqueous fluid was significantly altered during exposure to the X-ray beam (see §5.1).
3. Radiolysis-induced oxidation and reduction of iron species in a high-temperature aqueous solution
Iron constitutes one of the key contaminants in pressurized and boiling water nuclear reactors (Neeb, 1997) and has been shown to dissociate owing to corrosion from the surface of Hastelloy-C coupons into supercritical water containing less than 100 p.p.b. dissolved oxygen (Guzonas et al., 2009). In addition, 59Fe is a significant transition metal radionuclide contributing to radiation in the primary loop of a water-cooled The reactions involving aqueous Fe2+ and Fe3+ ions with transient radiolysis species and radiolytic products (to subcritical temperatures) have been studied widely, primarily because of the use of ferrous sulfate solutions in the Fricke dosimeter (see Matthews, 1982; LaVerne & Pimblott, 1993, and references therein). The only kinetic studies known to the authors of aqueous Fe solutions at elevated P–T conditions are of the reactions involving the Fe2+ ion and the OH and O2H radicals in aqueous solution using pulse radiolysis by Christensen & Sehested (1981) to 493 K, and by Lundström et al. (2004) to 391 K. However, the radiation-induced chemistry, including the kinetics of chemical reactions, of species resulting from radiolysis reacting with Fe2+ and Fe3+ ions in supercritical aqueous fluids is not well understood.
The reactions involving primary radiolysis species can cause an oxidizing or reducing environment, depending upon the chemistry, P–T conditions and types of solutes present in the aqueous solution (Buxton, 1987; Garrett, 2005). Fig. 1 shows our Fe K-edge XANES data measured previously from a 0.1 M Fe(II)Cl2 aqueous solution sample in a hydrothermal diamond anvil cell, in the temperature range from 298 to 773 K (Anderson et al., 2012). The measurements were made using capillary focusing at the B2 bending-magnet beamline of the Cornell High Energy Synchrotron Source (CHESS). The XANES data were measured at different temperatures during heating and cooling of the sample over a three-day and 15 h period [see an illustration of the thermal history of the sample in Fig. 1(c)]. From the shift in the Fe K-edge energy and appearance of the XANES in Fig. 1, it is evident that either oxidation or reduction of iron species occurs, depending upon the P–T conditions and thermal trajectory of the aqueous solution sample. Heating the sample from 298 to 573 K and exposure to the X-ray beam resulted in a shift of the edge to higher energy values accompanied by a change in appearance primarily of the above-edge XANES towards that of the Fe(III)Cl3 aqueous solution. In contrast, continued heating and X-ray-beam irradiation of the sample at 673 and 773 K resulted in a shift of the Fe K-edge to lower energy values and a change in appearance of the XANES (both below and above the edge) towards that of iron metal. The amount of shift in Fe K-edge energy and change in appearance of the XANES were found to be dependent upon the length of time of exposure of the sample to the X-ray beam. The reduction of iron species occurring during irradiation at 673 and 773 K resulted in the appearance of a black colloidal or fine-grained precipitate. Cooling of the sample under the conditions illustrated in Fig. 1(c) resulted in dissolution of the precipitate back into solution. In addition, cooling the sample and exposure to the X-ray beam resulted in a shift of the Fe K-edge to higher energy values and a change in the appearance of the XANES towards that of Fe(II)Cl2 aqueous solution. The time-resolved in situ ED-XAS analysis described below was needed to investigate the kinetics of X-ray-beam-induced chemical reactions involving primary radiolysis products and iron species in chloride-bearing aqueous solutions under elevated P–T conditions.
4. Materials and methods
4.1. WO3 + H2O system
Single crystals of tungsten trioxide (WO3) were prepared by placing tungsten(VI) oxide powder of 20 µm grain size (Aldrich) in a capped Pt crucible and heating in air at 1673 K for 120 min. The crystals produced in the crucible were ≤200 µm in size and were identified as monoclinic WO3 (space group P1) from powder X-ray diffraction data obtained using a PANalytical X'pert PRO diffractometer. A single crystal of WO3, ∼40 µm in diameter, was loaded into the hydrothermal diamond anvil cell (HDAC) with a small amount of deoxygenated water. The sample was placed in a recess in the culet face of the lower diamond anvil, measuring 300 µm in diameter and 40 µm in depth, and sealed between the diamond anvils without the use of a gasket (Chou et al., 2008). The sample pressure at a given temperature was estimated from the equation of state of water (Wagner & Pruss, 2002), using the density of water in the HDAC as determined from the temperature of liquid–vapor homogenization. Synchrotron and W L3-edge absorption spectra were measured from the sample at temperatures up to 873 K and at pressures up to 200 MPa on the undulator PNC/XSD ID20 beamline of the Advanced Photon Source. The incident X-ray beam was approximately 1 × 1011 photons s−1. A seven-element Li-drifted Ge Canberra detector was placed horizontally at 90° orientation to the incident micro-focused (∼4 µm diameter) X-ray beam. The at the sample position was about 8 × 109 photons µm−2 s−1 and the dose volume in the sample was approximately 3.3 × 103 µm3. Incident X-ray beam harmonics were reduced by 15% detuning of the Si(111) monochromator crystals from the incident X-ray intensity maximum. The sample in the HDAC was viewed using a video camera mounted on a microscope equipped with a long-working-distance 10× Mitutoyo objective lens.
4.2. Fe(II)Cl2 aqueous solutions
4.2.1. Samples and cell loading
Two iron(II) chloride [0.34 and 0.69 M Fe(II)Cl2] aqueous solutions were prepared in argon atmosphere using 99.99% pure ferrous chloride anhydrous powder (Alfa Aesar) and de-oxygenated deionized water. Transfer of each solution into the HDAC was performed in a glove bag that was purged with argon gas. The lower diamond anvil has milled grooves on opposite sides of the recess for enhanced transmission of X-rays. Fig. 2 (inset) shows a image of the sample recess, measuring 200 µm × 300 µm across and 50 µm in depth, milled using focused ion beam (FIB) into the face of a diamond anvil. As with the WO3 + H2O sample, the Fe(II)Cl2 fluid sample was sealed between the diamond anvils without the use of a gasket. The sample pressures, estimated from the equation of state of the fluid and procedures outlined above, ranged from atmospheric at room temperature to 40 MPa at 773 K. The 0.34 M Fe(II)Cl2 aqueous sample was placed in a sample recess with a path length of 300 µm, so that its step height was approximately the same as that of the 0.69 M Fe(II)Cl2 aqueous sample loaded in an HDAC with a 200 µm sample path length. This sample yielded almost identical data to that of the 0.69 M Fe(II)Cl2 aqueous sample. The samples were equilibrated for at least 15 min at each P–T point, prior to exposure to the X-ray beam. Additional operational and design details concerning the HDAC have been given elsewhere (Bassett et al., 2000b; Mayanovic et al., 2007a).
4.2.2. Data collection
In situ ED-XAS measurements were made on the Fe(II)Cl2 aqueous samples at the Fe K-edge on beamline ID24 at the European Synchrotron Research Facility (ESRF) (Pascarelli et al., 2006). The energy scale for the ED-XAS data was calibrated by comparing data acquired on pure iron foil using the energy-dispersive spectrometer on ID24 and a standard energy scanning beamline (BM29 at the ESRF). The X-ray beam was focused to ∼5 µm × 15 µm FWHM (horizontal × vertical) at the sample position. Up to 100 ED-XAS spectra were measured in transmission mode from the Fe(II)Cl2 aqueous samples at photon energies ranging approximately from 7.07 to 7.29 keV. Each ED-XAS spectrum used in the analysis is an accumulation of up to 100 individual absorption spectra; each accumulation was measured for 10 ms. The ED-XAS spectra were first measured in short and subsequently in long time-resolution sequences, at each temperature point. The short sequence consists of 100 ED-XAS spectra measured with 1 s time resolution whereas the long sequence consists of 30 or 60 spectra measured at 60 s time resolution. The incident was ∼1 × 1013 photons s−1 over the full energy range of the diffracted polychromatic fan. The at the sample was ∼2 × 1011 photons µm−2 s−1 and the sample dose volume was about 1.2 × 104 µm3. Aluminium sheets (∼0.41 mm thickness) were placed in front of the sample to attenuate the beam during alignment, in order to minimize the radiolysis process before the ED-XAS measurements. Complete details on the operation of beamline ID24 at ESRF have been discussed by Pascarelli et al. (2006).
4.2.3. Data analysis
The X-ray absorption near-edge structure (XANES) data (Fig. 3) clearly show a continuous overall shift in X-ray energy with irradiation time; in particular, the arrow indicates a shift toward higher energies of the maximum of the absorption at ∼ 7134 eV. The data were first differentiated, by averaging the slope of two adjacent data points, in the XANES region, from approximately 7110 to 7150 eV. The differentiated data were subsequently fit using the Lorentzian peak shape via automated routines developed within the Origin 7 (OriginLab) analysis software. The centroid value of each Lorentzian peak fitted to the derivative data was used to determine the Fe K-edge energy (E0) value of the ED-XAS spectrum. The inset of Fig. 3 shows a Lorentzian peak fitted to the derivative of a typical ED-XAS spectrum in the XANES region. The analysis of the edge-energy drift of the small pre-edge peak occurring at approximately 7115 eV in the XANES was found to be substantially less accurate than use of the first derivative of the spectra and was therefore not used in the overall analysis. In addition to the procedures described above, the linear combination fit (LCF) in Athena 0.8 software was used on the ED-XAS spectra in the XANES region (−20 to 30 eV) to ascertain the Fe K-edge energy drift as a function of time (Ravel & Newville, 2005). Whereas LCF produced results in reasonably good agreement, the method is nevertheless noticeably less accurate in comparison with the analysis of the differentiated data described above. The most obvious advantage of our analysis method in comparison with LCF is that our method does not require normalization of the spectra. The drifts in E0 that we measure are very small, but they are clearly detectable because the enhanced stability of the ED-XAS optics (i.e. no moving component during acquisition, contrary to the energy scanning spectrometers) enables reduction in the sources of non-statistical noise, leading to higher precision on reproducibility of the energy scale.
The time-resolved E0 data were fit most accurately using non-linear least squares and a second-order function of the general form
In (1), E0 is the time-dependent edge energy value and E0 f is the edge energy as t → ∞. The A1 and A2 parameters are energy kinetic rate coefficients, and and are time rate constants. The use of (1) is appropriate because the natural log plot of the data clearly exhibits two distinct linear slopes, indicative of two separate kinetic processes (see Fig. 5).
5. Results and discussion
5.1. WO3 + H2O system at high P–T conditions
The WO3 and water sample was heated to 873 K and equilibrated at this temperature for over an hour without any exposure to X-rays. At this temperature the WO3 crystal was almost entirely dissolved. At the moment when the sample was exposed to the X-ray beam, a dark precipitate formed along the focused beam path through the fluid. Fig. 4 shows a sequence of images captured from a video recording of the experiment. The video clip is provided in the supplementary information.1 As the time stamp on the video shows, there is no dark precipitate streak in the sample recess before exposure to the X-ray beam at 11:15:16. The dark precipitate streak is clearly visible at the bottom of the recess at 11:15:36. Note that the precipitate streak is only formed at the beam path and nowhere else in the sample. At this point the sample is no longer exposed to the X-ray beam and the black precipitate begins to dissolve into the By 11:34:56 (the lower right panel of Fig. 4) the precipitate is completely dissolved into the fluid phase. The procedure shown in Fig. 4 was repeated multiple times showing the reversibility and reproducibility of the effect (i.e. formation of the precipitate when the X-ray beam is turned on and dissolution of the precipitate back into the fluid with the beam turned off). Clearly, the formation of the precipitate is caused by the X-ray radiolysis-induced effects on aqueous tungsten species and is not due to chemical effects exhibited by the sample under supercritical conditions. Similar X-ray beam radiolysis-induced precipitate formation was observed with Fe(II) (§3 of this paper), Cu(II) (Jayanetti et al., 2001), Yb(III) (Mayanovic et al., 2002) and Gd(III) (Mayanovic et al., 2007b) chloride and Gd(III) nitrate aqueous solutions under high P–T conditions. Mesu et al. (2006) have recently documented synchrotron X-ray radiolysis-induced formation of copper colloidal precipitate in chloride-bearing aqueous solutions. In the case of aqueous copper chloride solutions, we determined that radiolysis-induced reduction of Cu2+ to Cu0 led to formation of native copper clusters and nanoparticles. Complete characterization of the beam-induced precipitate produced in the present experiment is currently in progress.
5.2. Fe(II)Cl2 aqueous solutions from 573 to 773 K
Fig. 5 shows a plot of E0 as a function of time, and the fitted curve to these values, for data measured from the 0.69 M Fe(II)Cl2 aqueous sample at 573 K. As can be seen from Fig. 5, the E0 values of the iron chloride aqueous sample increase exponentially with time. These data indicate that a significant percentage of the Fe2+ ions in solution undergo oxidation due to reaction with radiolysis products within 100 s of exposure to synchrotron radiation at 573 K. It should be emphasized that the initial E0 value shown in Fig. 5 is shifted with respect to the edge energy value of aqueous Fe2+ species in iron(II) chloride solutions because the sample was previously exposed intermittently to synchrotron radiation for at least 8.7 min, for sample alignment and test runs, and had therefore undergone some degree of radiolysis. Figs. 6 and 7 show plots of E0 values versus time for data measured from the 0.69 M Fe(II)Cl2 aqueous sample at 673 and 773 K, respectively. Fig. 6 shows data for measurements to 100 s at 1 s time resolution whereas Fig. 7 data range to 1800 s at 60 s resolution. The lines in Figs. 5–7 are the fitted curves to the E0 data. An aberrant data point occurring at ∼1500 s in Fig. 7 was excluded from the fitted data set. The data shown in Fig. 6 indicate reduction of a significant percentage of the Fe3+ aqueous species owing to reaction with radiolysis products within 100 s of exposure to synchrotron radiation at 673 K. Similarly, data shown in Fig. 7 indicate reduction of Fe3+ and Fe2+ aqueous species owing to X-ray-induced radiolysis effects at 773 K. Evidence from E0 data measured at 773 K, and from our previous experiments (see Fig. 1) made on the Fe(II)Cl2 aqueous system, indicate that Fe2+ species are radiolytically reduced to Fe0 in aqueous solutions after exposure to synchrotron X-rays (i.e. the reduction reaction progression is Fe3+ → Fe2+ → Fe0).
The results from fitting of the time-resolved data (at 1 s resolution) are shown in Table 1. The and time rate constants, in units of s−1, are directly related to the pseudo first rate time constant k from the rate equation r = k[Fen+][B] = k′[Fen+], where n is 2 or 3 and [B] is the concentration of a radiolytic species causing oxidation of ferrous or reduction of ferric and ferrous species. Examples of radiolytic species B include H2O2, OH, H2+, O2H, O2− and eaq−. The nature of our experiment precludes the measurement of [B] and, therefore, exact determination of the pseudo first rate time constant k. Based on estimates of the yields of radiolytic species in water owing to high-energy X-rays (Ferradini & Jay-Gerin, 2000) and effective X-ray dose in the sample (accounting for loss of X-ray owing to transmission through air and diamond), we estimate that the concentration of radiolytic species B ranges from approximately 0.001 to 0.01 M under ambient conditions.
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At this time we can only speculate on the nature of the synchrotron X-ray-induced radiolytic reaction that is responsible for oxidation of Fe2+ species in the aqueous fluid at 573 K. A Fenton-type reaction with the radiolysis product H2O2 can cause oxidation of the Fe2+ ion according to the following equation,
The is 52 M−1 s−1 at room temperature increasing by up to three orders of magnitude at 573 K (Takagi & Ishigure, 1985). Using the estimated values for [B] from above and taking into account thermal decomposition of radiolytic products such as H2O2 under elevated temperature conditions (Takagi & Ishigure, 1985; Štefanić & LaVerne, 2002; Lee & Yoon, 2004), our estimate for the k2 (i.e. k2 = /[B]) ranges roughly from 0.2 to 2 × 103 M−1 s−1 at 573 K. Similarly, a slow reduction reaction of Fe3+ occurs upon reaction with H2O2 according to the two-step reaction
value for the Fenton-type reaction (2)The upper limit of the Fe3+–O2H reaction in room-temperature aqueous solutions has been determined to be 103 M−1 s−1 (Rush & Bielski, 1985; Perez-Benito, 2004). Using the same estimates as given above, we calculate k2 values of approximately 2 × 103 and 1 × 104 M−1 s−1 at 673 and 773 K, respectively. Taking into account the fact that rates of reactions in aqueous solutions increase with temperature owing to enhanced diffusion, our estimated values for the k2 appear to be in order-of-magnitude agreement with the previously determined limiting values for the Fe3+–O2H reaction. Based on these comparisons, we speculate that the synchrotron X-ray-induced radiolytic Fenton-type reaction (2) may contribute to the oxidation of Fe2+ species at 573 K, and that the two-step reaction (3) and (4) may contribute to the reduction of iron species in the FeCl2–water system at 673 to 773 K. In addition, it is conceivable that the mechanisms responsible for the reduction or oxidation of iron species include intermediate reactions between primary radiolysis products and the chloride ligand under high P–T aqueous solutions. A recent study (Mesu et al., 2006) showed that ligand type can have a determinative effect on the rate of reduction of Cu2+ ions owing to X-ray-induced radiolysis effects in room-temperature aqueous solutions. In our future experiments, in situ Raman spectroscopy used simultaneously with ED-XAS of FeCl2–aqueous samples may prove beneficial for detection of radiolytic species (B) and revealing the nature of the reactions responsible for the oxidation and reduction of iron species under high P–T conditions. The is indicative of a competing complementary process, with slower kinetics than the oxidation or reduction reactions associated with the The source of the mechanism responsible for the processes reflected by this is unknown. It is unlikely that the reflects a diffusion-limited process because of its apparent reduction with increasing temperature.
The oxidation–reduction effect due to radiolysis was found to be partially reversible upon cooling of the aqueous samples from 773 to 573 K, without irradiation by X-rays. Irradiation of the sample with X-rays at 573 K upon cooling gave almost identical M Fe(II)Cl2 aqueous sample held at 773 K (see Fig. 7) gave kinetic results that were three to five orders of magnitude smaller than measured at 1 s resolution. Although the processes responsible for the slow kinetics observed from the Fe(II)Cl2 aqueous sample at 773 K at 60 s resolution are unknown, the reduction of Fe2+ species and sample relaxation mechanisms may play a role under these conditions.
results as upon heating. Data collected at 60 s resolution from the samples held at 573 or 673 K confirmed the results described above. However, analysis of ED-XAS data collected at 60 s resolution from the 0.69Our results show that a significant proportion of the iron species are either oxidized or reduced, depending upon the P–T conditions of the aqueous fluid, within a short period of time (100 s) owing to synchrotron X-ray-induced radiolysis effects. These effects become more pronounced with extended exposure time of the aqueous solution sample in the synchrotron X-ray beam. In addition, we find that aqueous tungsten ions form a colloidal precipitate soon after exposure to a synchrotron X-ray micro-beam in a WO3 + H2O system at 873 K and 200 MPa as a result of radiolysis-induced effects. Accordingly, investigations of structural and chemical properties (e.g. speciation) of iron and tungsten ions in high P–T aqueous solutions using synchrotron X-ray radiation may require special precautions. The structural and chemical properties of aqueous metal ions are principally affected by the solution P–T conditions, pH, solute concentrations and gas (O2, H2 etc.) fugacities. However, reactions owing to X-ray-radiolysis may result in significant modifications in the chemistry of aqueous solutions and, accordingly, to substantial changes in speciation and structure properties of aqueous metal ions. Such concerns are relevant to synchrotron X-ray studies of other multivalent metal ions, such as Cu2+, Cr3+, Mn2+ and Ni2+, in aqueous solutions to high P–T conditions.
In terms of applications, our results show that, despite the potential formation of tungsten oxides such as WO3, radiolysis-induced effects may cause colloidal precipitate formation from tungsten ions in the reactor vessel high P–T aqueous fluids of supercritical-water-cooled nuclear reactors. Similarly, iron species may become either oxidized, reduced or may form a precipitate, depending upon the P–T and radiation conditions of the aqueous fluid in the vessel. Precipitate formation resulting from radiolysis could potentially have a beneficial aspect because the concentration of metal ions in solution would effectively be lowered thereby reducing the corrosive potential of supercritical aqueous fluids within the primary cooling loops of nuclear reactors. Our studies suggest that H2O2 may be an important radiolysis product that reacts with iron species in aqueous fluids at near to supercritical conditions. Because the LET is greater for fast neutron recoil protons than for X-rays in the energy region of this study, the implication is that H2O2 may play an important role in causing radiolysis-induced effects on aqueous iron species under supercritical conditions in water-cooled nuclear reactors. Further studies are required to fully understand radiolysis effects due to on metal ions in aqueous fluids to supercritical conditions.
Acknowledgements
We acknowledge the European Synchrotron Radiation Facility for provision of research beam time. We thank Florian Perrin and others at the ID24 beamline and for experimental assistance at the ESRF, Dave Mao for kindly granting us partial use of his general user beam time on the beamline and Richard Wirth for FIB milling of diamonds. RAM and HAND were supported as part of the EFree, an Energy Frontier Research Center funded by the US Department of Energy, Office of Science, Office of Basic Energy Sciences under award No. DE-SC0001057. AJA acknowledges support from NSERC and Natural Resources Canada's (NRCan) Office of Energy Research and Development and Atomic Energy of Canada Limited (AECL). The Pacific Northwest Consortium X-ray Science Division PNC/XSD facilities are supported by the US Department of Energy, Basic Energy Sciences, a Major Resources Support grant from NSERC, the University of Washington, the Canadian Light Source and the Advanced Photon Source. Use of the Advanced Photon Source, an Office of Science User Facility operated for the US Department of Energy (DOE) Office of Science by Argonne National Laboratory, was supported by the US DOE under contract No. DE-AC02-06CH11357.
References
Anderson, A. J., Mayanovic, R. A., Bassett, W. A. & Chou, I.-M. (2012). In preparation. Google Scholar
Bassett, W. A., Anderson, A. J., Mayanovic, R. A. & Chou, I.-M. (2000a). Chem. Geol. 167, 3–10. Web of Science CrossRef CAS Google Scholar
Bassett, W. A., Anderson, A. J., Mayanovic, R. A. & Chou, I.-M. (2000b). Z. Kristallogr. 215, 711–717. Web of Science CrossRef CAS Google Scholar
Bouchard, J. (2009). Proceedings of the GIF Symposium, Paris, France, The Generation IV International Forum (GIF) Symposium, pp. 11–13 (https://www.Gen-4.Org/GIF/About/ProceedingsofGIFSymposium.htm ). Google Scholar
Boyle, K. P., Brady, D., Guzonas, D., Khartabil, H., Leung, L., Lo, J., Quinn, S., Suppiah, S. & Zheng, W. (2009). Proceedings of the 4th International Symposium on Supercritical Water-Cooled Reactors, Heidelberg, Germany, paper No. 74 (https://www.hplwr.eu/public/symposium.html ). Google Scholar
Buxton, G. V. (1987). Radiation Chemistry Principles and Applications, edited by Farhataziz and M. A. J. Rodgers, p. 321. New York: VCH. Google Scholar
Chou, I.-M., Anderson, A. J., Bassett, W. A., Mayanovic, R. A. & Shang, L. (2008). Rev. Sci. Instrum. 79, 115103. Web of Science CrossRef PubMed Google Scholar
Christensen, H. (2006). Fundamental Aspects of Water Coolant Radiolysis. SKI Report 2006:16. Stockholm: Swedish Nuclear Power Inspectorate. Google Scholar
Christensen, H. & Sehested, K. (1981). Radiat. Phys. Chem. 18, 723–731. CrossRef CAS Google Scholar
Draganic, I. G. & Draganic, Z. D. (1971). The Radiation Chemistry of Water. New York: Academic Press. Google Scholar
Elliot, A. J. (1994). Rate Constants and G-Values for the Simulation of the Radiolysis of Light Water over the Range 0–300 °C. Chalk River: Atomic Energy of Canada. Google Scholar
Elliot, A. J., Ouellette, D. C. & Stuart, C. R. (1996). The Temperature Dependence of the Rate Constants and Yields for the Simulation of the Radiolysis of Heavy Water. Chalk River: Atomic Energy of Canada. Google Scholar
Ferradini, G. & Jay-Gerin, J.-P. (2000). Res. Chem. Intermed. 26, 549–565. Web of Science CrossRef CAS Google Scholar
Garrett, B. C. et al. (2005). Chem. Rev. 105, 355–390. Web of Science CrossRef PubMed CAS Google Scholar
Guzonas, D., Tremaine, P. & Brosseau, F. (2009). Proceedings of the 4th International Symposium on Supercritical Water-Cooled Reactors. Heidelberg, Germany, paper No. 67 (https://www.hplwr.eu/public/symposium.html ). Google Scholar
Hoel, A., Reyes, L. F., Heszler, P., Lantto, V. & Granqvist, C. G. (2004). Curr. Appl. Phys. 4, 547–553. Web of Science CrossRef Google Scholar
Hoffmann, M. M., Darab, J. G., Heald, S. M., Yonker, C. R. & Fulton, J. L. (2000). Chem. Geol. 167, 89–103. Web of Science CrossRef CAS Google Scholar
Ihli, T., Basub, T. K., Giancarli, L. M., Konishid, S., Malange, S., Najmabadif, F., Nishiog, S., Raffrayf, A. R., Raoh, C. V. S., Sagarai, A. & Wu, Y. (2008). Fusion Eng. Des. 83, 912–919. Web of Science CrossRef CAS Google Scholar
Jayanetti, S., Mayanovic, R. A., Anderson, A. J., Bassett, W. A. & Chou, I.-M. (2001). J. Chem. Phys. 115, 954–962. Web of Science CrossRef CAS Google Scholar
Klueh, R. L. (2004). Report ORNL/TM-2004/176. Oak Ridge National Laboratory, TN, USA. Google Scholar
Kritzer, P. (2004). J. Supercrit. Fluids, 29, 1–29. Web of Science CrossRef CAS Google Scholar
LaVerne, J. A. & Pimblott, S. A. (1993). J. Phys. Chem. 97, 3291–3297. CrossRef CAS Web of Science Google Scholar
Lee, C. & Yoon, J. (2004). Chemosphere, 56, 923–934. Web of Science CrossRef PubMed CAS Google Scholar
Lundström, T., Christensen, H. & Sehested, K. (2004). Radiat. Phys. Chem. 69, 211–216. Google Scholar
McCracken, D. R., Tsang, K. T. & Laughton, P. J. (1998). Aspects of the Physics and Chemistry of Water Radiolysis by Fast Neutrons and Fast Electrons in Nuclear Reactors. Chalk River: Atomic Energy of Canada. Google Scholar
Matthews, R. W. (1982). Intl. J. Appl. Radiat. Isot. 33, 1159–1170. CrossRef CAS Web of Science Google Scholar
Mayanovic, R. A., Anderson, A. J., Bassett, W. A. & Chou, I.-M. (2007a). Rev. Sci. Instrum. 78, 053904. Web of Science CrossRef PubMed Google Scholar
Mayanovic, R. A., Anderson, A. J., Bassett, W. A. & Chou, I.-M. (2007b). Chem. Geol. 239, 266–283. Web of Science CrossRef CAS Google Scholar
Mayanovic, R. A., Anderson, A. J., Bassett, W. A., Chou, I.-M. & Shea-McCarthy, G. (1999). National Synchrotron Light Source Activity Report 1998. NSLS, Brookhaven, NY, USA. Google Scholar
Mayanovic, R. A., Jayanetti, S., Anderson, A. J., Bassett, W. A. & Chou, I.-M. (2002). J. Phys. Chem. A, 106, 6591–6599. Web of Science CrossRef CAS Google Scholar
Mesu, J. G., Beale, A. M., de Groot, F. M. & Weckhuysen, B. M. (2006). J. Phys. Chem. B, 110, 17671–17677. Web of Science CrossRef PubMed CAS Google Scholar
Neeb, K. H. (1997). The Radiochemistry of Nuclear Power Plants with Light Water Reactors. Berlin: Walter de Gruyter. Google Scholar
Pascarelli, S., Mathon, O., Muñoz, M., Mairs, T. & Susini, J. (2006). J. Synchrotron Rad. 13, 351–358. Web of Science CrossRef CAS IUCr Journals Google Scholar
Perez-Benito, J. F. (2004). J. Phys. Chem. A, 108, 4853–4858. CAS Google Scholar
Ravel, B. & Newville, M. (2005). J. Synchrotron Rad. 12, 537–541. Web of Science CrossRef CAS IUCr Journals Google Scholar
Rush, J. D. & Bielski, B. H. J. (1985). J. Phys. Chem. 89, 5062–5066. CrossRef CAS Web of Science Google Scholar
Shaw, R. W., Thomas, B. B., Antony, A. C., Charles, A. E. & Franck, E. U. (1991). Chem. Eng. News, 69, 26–39. CAS Google Scholar
Spinks, J. W. T. & Woods, R. J. (1990). An Introduction to Radiation Chemistry, 3rd ed. New York: Wiley-Interscience. Google Scholar
Štefanić, I. & LaVerne, J. A. (2002). J. Phys. Chem. 106, 447–452. Google Scholar
Takagi, J. & Ishigure, K. (1985). Nucl. Sci. Eng. 89, 177–186. CAS Google Scholar
Wagner, W. & Pruss, A. (2002). J. Phys. Chem. Ref. Data, 31, 387–535. CrossRef CAS Google Scholar
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