Clemens Richter*a,
Shirin Gholamia,
Yanisha Manoharanb,
Tillmann Buttersack
a,
Luca Longetti
b,
Luca Artiglia
b,
Markus Ammann
b,
Thorsten Bartels-Rausch
*b and
Hendrik Bluhm
*a
aFritz Haber Institute of the Max Planck Society, Faradayweg 4–6, 14195 Berlin, Germany. E-mail: bluhm@fhi-berlin.mpg.de; crichter@fhi-berlin.mpg.de
bPSI Center for Energy and Environmental Sciences, Paul Scherrer Institute, CH-5232 Villigen PSI, Switzerland. E-mail: thorsten.bartels-rausch@psi.ch
First published on 16th November 2024
We present an ambient pressure X-ray photoelectron spectroscopy investigation of the adsorption of ammonia on ice over the temperature range −23 °C to −50 °C. Previous flow tube studies have shown significant uptake of ammonia to ice at these temperatures, which was linked to the incorporation of ammonium into the ice crystal lattice. Our present investigation shows a significant uptake of ammonia to the ice interface, with ammonia concentrations exceeding those measured in past studies for the case of bulk snow and ice. We also have indication that some of the ammonia is protonated at the ice surface and thus adsorbed there as ammonium ions. The impact of high ammonia concentrations at the air–ice interface on the surface chemistry of ice clouds is discussed. The present study lays the groundwork for investigating the reaction of adsorbed ammonia with other trace gases in the atmosphere, which is demonstrated with the example of a proof-of-principle experiment of ammonia’s interaction with acetic acid.
Despite its abundance and importance in atmospheric multiphase processes and reactions, the acid–base chemistry of NH3 in contact with ice and snow under conditions relevant to the Earth’s cryosphere has so far not been studied in detail. This is an important gap in our knowledge in view of the rising NH3 concentrations in the atmosphere, in particular over the last decade. The concentration of NH3 in the atmosphere is expected to continue to rise due to, e.g., the increased use of nitrogen-containing fertilizers. This development shifts the composition of atmospheric reactive nitrogen from oxidized nitrogen compounds toward a greater prevalence of reduced nitrogen compounds like NH3.13,14
It is well known that in aqueous environments NH3 can undergo protonation to form NH4+:
NH3 + H2O ⇌ NH4+ + OH− |
Our experiments address the question of whether NH3 adsorbs molecularly on the ice at arctic temperatures (−23 to −52 °C) or whether it undergoes protonation to a significant degree.
Some earlier investigations have addressed the adsorption state of NH3 on ice, albeit at temperatures well below those in the Arctic or the upper parts of the troposphere. The study by Ogasawara et al. indicated a rapid protonation of NH3 when the ice substrate was heated from −235 °C to −153 °C,15 a result that was also supported by Monte Carlo simulations.16 A subsequent investigation by Lee and Kang17 was carried out at higher temperatures (around −70 °C), but did not show any indication for the protonation of NH3, which would have been expected if protonation is observed already at lower temperatures. Lee and Kang argued that the protonation observed in the previous investigation was driven by incomplete wetting of the ice film on the metal substrate and protonation of NH3 was governed by the interaction with the metal substrate in the presence of water molecules that foster proton transfer. They also showed that at temperatures of around −70 °C incorporation of NH3 into the ice bulk was negligible.
One major pathway for the trapping of atmospheric trace gases is their incorporation into the bulk of growing ice particles in clouds. Hoog et al.18 argued that ammonia is efficiently trapped by growing ice due to the high solubility of NH4+ in water. Indeed, NH4+ and NH3 are generally thought to have a high solubility in ice (about 2 g l−1) due to the ability of NH4+ to substitute for water molecules in the ice lattice.19 However, it was pointed out that these measurements are difficult and prone to large uncertainties.19–21 Kärcher et al. proposed that trapping of trace gases in ice is governed by their adsorption at the ice surface and subsequent diffusion into the bulk, a process that is also influenced by the growth rate of the ice crystal.22,23 Incorporation into bulk ice thus provides a pathway for the uptake of very high amounts of trace gases, compared to trapping mechanisms based on purely surface adsorption. For the case of ammonia this was shown by Hoog and coworkers18 who studied the uptake of NH3 to ice crystals at temperatures above −20 °C and NH3 gas phase concentrations of up to 10 ppm and found that NH3 enters the ice phase as NH4+, which is then incorporated into the ice lattice.
In addition to the bulk, the interface layer (the first few nanometers) on ice also has a potentially high capacity to capture trace gases, as seen for strong acids such as HCl and HNO3.24,25 To observe this phenomenon, interface-sensitive techniques are required to directly determine the concentration of adsorbed species and to evaluate the impact of surface processes on the trapping of trace gases at the ice–air interface. Our present study thus focuses on the adsorption of ammonia on ice, which we investigate with ambient pressure X-ray photoelectron spectroscopy (APXPS) at temperatures relevant to polar regions and the upper parts of the troposphere (see Fig. 1).
We find evidence that under these conditions NH3 is present at the air–ice interface. We also present a proof-of-principle investigation of the heterogeneous reaction of adsorbed NH3/NH4+ with a relevant trace gas in the atmosphere – acetic acid. The feasibility of APXPS studies of these phenomena paves the way for in-depth investigations of heterogeneous reactions (e.g. the chemical nature of adsorbates and reaction products) on ice surfaces taking place in polar regions and on frozen aqueous aerosol particles occurring in the troposphere.
XPS measurements on these ice films were typically performed in an additional flow of Ar in the experimental cell at partial pressures of about 0.2 mbar to 0.4 mbar. This background gas helped to minimize perturbations of the ice due to radiative heating from the reactor cell walls and the aperture of the electron analyzer.27 In addition, the use of a background gas partially compensates the charging of the insulating ice film due to electron emission and offers the possibility to vary the gas phase composition in the experimental cell at a constant total pressure (pcell = constant on the order of 0.4 to 2.5 mbar). NH3(g) was dosed onto the ice films from a premixed gas mixture of 3% NH3 in He. In that manner we were able to dose NH3 at partial pressures between 1.2 × 10−3 mbar to 6.0 × 10−3 mbar (1.2 to 6 ppm).
The spectra were fitted using the KolXPD software package (Kolibrik.net, Czech Republic). For all spectra a linear background was subtracted, and Gaussian peaks were used to fit components due to substrate and adsorbate species. Peaks due to gas phase species were fitted using Voigt profiles. Example spectra and a more detailed description of the fitting routine and constraints are shown in the ESI (see Fig. S4–S7).†
The N 1s spectrum after adsorption of NH3 on the same ice substrate is shown in the upper trace of Fig. 2(a). It shows a significantly increased total intensity, with the strongest peak at the low BE side. Since this peak increases with increasing exposure to NH3(g), we assign it to NH3 adsorbed on ice (blue shaded peak in Fig. 2(a)). The binding energy of adsorbed NH3, referenced to that of the O 1s peak of solid ice, is 400.7(2) eV, a value similar to that for NH3 adsorbed on silicon and silicate surfaces.31,32 The expected position of the gas-phase NH3(g) peak, based on literature values (405.5(2) eV)33 that are referenced to a BE of water vapor (539.8(2) eV),34 is around 400 eV on the binding energy scale used in this study and depends on the degree of charging of the ice. The N 1s peak due to NH3(g) thus overlaps with the signals of the adsorbates. However, due to the low partial pressure of NH3(g) in the reactor cell the intensity of this peak is negligible within the signal-to-noise ratio in our experiments.
The additional signal at the high BE side of the spectrum (orange shaded peak) is more difficult to assign due to its overlap with the Nadv signature. This species could reasonably be interpreted as a time-dependent increase in the Nadv intensity, or that it is due to a new nitrogen species, for instance NH4+ which is formed by the protonation of adsorbed NH3. The latter would be consistent with observations in previous experiments.15
Since we cannot unambiguously assign this feature to NH4+, we label it for the moment as ΔNadv,NH4+. The ΔNadv,NH4+ peak has a binding energy of 402.5(2) eV, i.e. 1.8(2) eV higher than the BE of NH3, which is in good agreement with the value for NH4+ in aqueous solution.35,36 The higher binding energy of NH4+ compared to NH3 can be related to its positive charge. The sensitivity of XPS to the charge state has been used previously to discuss the protonation of acids at the solution–vapor37 and air–ice interface.38–41
Fig. 2(b) shows the experimentally-determined atomic N/O ratio for the ice film at −35 °C as a function of exposure time at two different nominal NH3(g) partial pressures of p1 = 1.2 × 10−3 mbar and p2 = 4.3 × 10−3 mbar. The N 1s and O 1s intensities were normalized to the respective photoionization cross sections,42 and the photon flux. As the photoelectron intensity is directly proportional to the amount of the species of interest in the probed volume, the normalized N/O ratio serves as a measure of the concentration of adsorbed nitrogen species on ice. These data do not reveal the precise distribution of the adsorbates within the probed volume at the interface, i.e. whether they are just adsorbed to the surface or evenly distributed across the probed volume. For simplicity we present in Fig. 2(b) the volumetric concentrations assuming an even distribution of nitrogen species in the near-surface region.
The estimated volumetric nitrogen concentrations are shown on the right axis in Fig. 2(b), assuming one N atom per molecule. The red symbols represent the N/O ratio for the total nitrogen intensity, here referred to as Ntotal, grey symbols show the N/O ratio of the reduced nitrogen Nadv determined from the deconvoluted N 1s spectra. Shaded background areas indicate the time intervals in which NH3(g) was dosed onto the ice film. The N 1s spectrum for the freshly prepared ice film in the absence of NH3(g) in the reactor cell is shown in Fig. 2(a), bottom trace, and was already discussed in the previous section. Upon adjusting the partial pressure to p(NH3(g)) = 1.2 × 10−3 mbar, the N/O ratio starts to increase. Over a time of around 100 min a rise in the N/O ratio is observed, with the N/O ratio roughly doubling over this time period. After about 100 min the N/O ratio reaches a plateau, indicating a steady state of NH3 adsorption/desorption.
When the flow of NH3(g) into the reactor cell is stopped after about 250 min (see Fig. 2(b)), only a slight decrease in the N/O ratio is observed, most likely due to the slow pump-out of NH3(g) from the reactor cell driven by retention and release from the reactor walls. Subsequently, at about 410 min the NH3(g) partial pressure was increased to a higher value of p(NH3(g)) = 4.3 × 10−3 mbar, again resulting in a nonlinear increase in Ntotal, eventually leading to a tripling of the original N/O ratio at about 500 min. The NH3(g) flow was then stopped again, upon which a noticeable decrease of the N/O ratio is observed, indicating desorption of N species from the ice surface. A subset of the XPS spectra from which the N/O ratios in Fig. 2(b) are extracted is shown in the ESI.†
The fit of the N 1s data using constraints derived from the fit of the as-grown ice sample (Fig. 2(a)) shows that the peak area and thus the surface concentration of the adventitious N contamination (Nadv), represented by the grey symbols in Fig. 2(b)), was constant during the whole time of the adsorption/desorption experiment. The increase in the Ntotal signal as a function of the exposure time is governed by the adsorption of NH3, which also shows reversibility under desorption conditions.
For a detailed look at the NH3 adsorption we plot the N/O ratios of the deconvoluted N 1s peak areas of NH3 (blue) and ΔNadv,NH4+ (orange) as a function of exposure time for the −35 °C ice sample in Fig. 3. The adventitious nitrogen contamination is not included in this graph. NH3 is the main adsorbed species and thus shows the same behavior with time and exposure as Ntotal in Fig. 2(b), i.e., it displays an increase during NH3(g) dosage and a noticeable decrease when the NH3(g) flow into the reactor cell is stopped.
The ΔNadv,NH4+ species (see Fig. 3) shows a slightly different behavior compared to NH3 during NH3(g) dosing, in particular a delayed appearance and slower increase in its abundance. This is observed for both NH3(g) dosing steps, and also for the decrease in abundance when the NH3(g) flow into the reactor cell is stopped. In particular in the case of desorption following the uptake of NH3(g) at the higher partial pressure (i.e., after 520 min in Fig. 3) the decrease in intensity of the ΔNadv,NH4+ peak does not follow that of the peak due to adsorbed NH3. Possible explanations for this behavior are: (i) that a fraction of the adsorbed NH3 undergoes protonation to NH4+, which has slower desorption kinetics; and (ii) that the amount of adventitious nitrogen (Nadv) increases over time during the exposure to NH3(g), possibly also due to photochemical reactions induced by the incident X-rays. While it is likely that NH3 engages in acid–base chemistry to form NH4+ as was observed in other studies,15,18,43 a change in Nadv cannot be completely ruled out due to the strong overlap in binding energy of the NH4+ and Nadv species.
Tice | p(NH3) | CNtotal | CNadv | CNH3 | C (ΔNadv,NH4+) |
---|---|---|---|---|---|
−23 | 0.0043 | 1.9(3) | 0.9(1) | 0.5(1) | 0.5(1) |
−23 | 0.006 | 2.9(4) | 0.9(1) | 1.2(2) | 0.8(1) |
−29* | 0.0012 | 7.3(1.0) | 4.5(6) | 1.8(3) | 1.0(1) |
−35 | 0.0012 | 2.1(2) | 1.3(1) | 0.5(1) | 0.3(1) |
−35 | 0.0043 | 3.3(3) | 1.2(1) | 1.5(1) | 0.6(1) |
−45* | 0.0012 | 7.1(1.3) | 5.5(1.0) | 1.6(3) | 0.0(1) |
−45 | 0.0024 | 3.6(6) | 2.1(3) | 1.0(2) | 0.5(1) |
−45 | 0.006 | 4.4(6) | 2.2(3) | 1.7(2) | 0.5(1) |
−52 | 0.0012 | 5.8(1.1) | 3.9(7) | 0.7(1) | 1.2(2) |
−52 | 0.0024 | 5.3(7) | 3.1(4) | 1.3(2) | 1.0(1) |
−52 | 0.006 | 6.4(8) | 3.1(4) | 2.3(3) | 0.9(1) |
The clear separation of the NH3 species in the XPS spectra (Fig. 2(a)) allows us to discuss its concentration within our probing depth in more detail and set them in the context of literature values for the uptake of NH3 by ice and snow. The values for NH3 concentration from our measurements in Table 1 are of the order of 0.5 to 2.3 mol l−1 (i.e., about 8 to 34 g l−1). These values are higher than the upper concentrations for ammonia or ammonium in bulk ice (up to 0.01 mol l−1 for NH4+).19,44,45 They are also higher than those found by Hoog and coworkers18 for ammonium trapped in bulk ice at −20 °C, which are <0.1 mg l−1 for similar gas-phase concentrations as in our experiments.
The higher concentration of NH3(ads) in our experiments compared to the literature values obtain from volumetric measurements, indicates that NH3 is enriched in the surface region, since XPS exclusively probes the narrow interfacial region of the ice samples. If one assumes that all of the NH3 within our probing depth of about 1.7 nm is concentrated in a single layer at the very surface between the ice and vapor phase, the 2D concentration of NH3 would be about 3 × 1014 molecules per cm2, i.e. about one third of the concentration of water molecules in the surface layer. As we have already pointed out, we do not have information on the distribution of NH3 in the near surface layer, or the potential influence of the liquid-like layer, so the estimates for a pure surface layer (3 × 1014 molecules per cm2) and NH3 evenly distributed throughout the near-surface region (up to 2.3 mol l−1), are limiting cases for possible adsorption behavior scenarios. Either model shows, however, that the interfacial layer can hold even higher amounts of ammonium than the total amounts in the bulk of ice crystals. The fate of this interfacially trapped ammonium and ammonia over time needs further study to evaluate its impact on cloud scavenging.
We were able to make these observation even in the presence of adventitious nitrogen contamination. This kind of contamination is a serious issue in any measurement under atmospherically-relevant conditions, i.e. far away from ultra-high vacuum conditions and at appreciable partial pressures of water vapor without large pumping speeds. This underlines the need for dedicated and easily cleanable reactor cells for studies of ice surfaces in the presence of reactive trace gases.
The present study builds on past experiments on the investigation of trace gas uptake by ice surfaces using APXPS.29,38,46,47 The success of these measurements opens up opportunities to not only study the adsorption of a single trace gas species, but also to investigate the co-adsorption and possible reactions of multiple trace gas species, with the ice surface potentially acting as a catalyst for a heterogeneous reaction between the adsorbates.
We therefore conclude this paper with the result of a proof-of-principle study of the co-adsorption of NH3 with acetic acid (CH3COOH). The N 1s spectra that compare the adsorption of NH3 with the case for CH3COOH/NH3 co-adsorption are shown in Fig. 4. The bottom trace shows the initially prepared NH3/ice surface at p(NH3) = 1.2 × 10−3 mbar. The top trace shows the same ice film after dosing NH3 and CH3COOH simultaneously. While the signal contribution of NH3 (blue) is more pronounced compared to ΔNadv,NH4+ (orange) on NH3/ice, the ΔNadv,NH4+ intensity significantly increases in the presence of CH3COOH. In addition a decrease in the NH3 intensity was observed. This indicates an interaction of NH3 and CH3COOH at the ice–vapor interface, likely leading to the formation of ammonium acetate.
![]() | ||
Fig. 4 N 1s spectra of NH3/ice at −29 °C at a partial pressure p(NH3) of 1.2 × 10−3 mbar with (top) and without (bottom) acetic acid as the co-adsorbent. The spectra were scaled to the same background intensity. The linear background and the Nadv signal contribution was subtracted. The unsubtracted spectra are shown in the ESI.† |
We believe that this initial result holds promise for future investigations of more complex reactions at ice surfaces in the presence of a mix of trace gas species at their atmospheric concentrations and relevant ice temperatures. The strength of APXPS studies is that they are able to monitor the chemical nature of the adsorbate, e.g. its protonation state, and provide complementary information to flow tube studies, which are sensitive to the gas phase composition of reactants and products.
Footnote |
† Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d4fd00169a |
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