ConspectusAtmospheric aerosols and fine particulate matter (PM2.5) are strongly affecting human health and climate in the Anthropocene, that is, in the current era of globally pervasive and rapidly increasing human influence on planet Earth. Poor air quality associated with high aerosol concentrations is among the leading health risks worldwide, causing millions of attributable excess deaths and years of life lost every year. Besides their health impact, aerosols are also influencing climate through interactions with clouds and solar radiation with an estimated negative total effective radiative forcing that may compensate about half of the positive radiative forcing of carbon dioxide but exhibits a much larger uncertainty. Heterogeneous and multiphase chemical reactions on the surface and in the bulk of solid, semisolid, and liquid aerosol particles have been recognized to influence aerosol formation and transformation and thus their environmental effects. However, atmospheric multiphase chemistry is not well understood because of its intrinsic complexity of dealing with the matter in multiple phases and the difficulties of distinguishing its effect from that of gas phase reactions.Recently, research on atmospheric multiphase chemistry received a boost from the growing interest in understanding severe haze formation of very high PM2.5 concentrations in polluted megacities and densely populated regions. State-of-the-art models suggest that the gas phase reactions, however, are not capturing the high concentrations and rapid increase of PM2.5 observed during haze events, suggesting a gap in our understanding of the chemical mechanisms of aerosol formation. These haze events are characterized by high concentrations of aerosol particles and high humidity, especially favoring multiphase chemistry. In this Account, we review recent advances that we have made, as well as current challenges and future perspectives for research on multiphase chemical processes involved in atmospheric aerosol formation and transformation. We focus on the following questions: what are the key reaction pathways leading to aerosol formation under polluted conditions, what is the relative importance of multiphase chemistry versus gas-phase chemistry, and what are the implications for the development of efficient and reliable air quality control strategies? In particular, we discuss advances and challenges related to different chemical regimes of sulfate, nitrate, and secondary organic aerosols (SOAs) under haze conditions, and we synthesize new insights into the influence of aerosol water content, aerosol pH, phase state, and nanoparticle size effects. Overall, there is increasing evidence that multiphase chemistry plays an important role in aerosol formation during haze events. In contrast to the gas phase photochemical reactions, which are self-buffered against heavy pollution, multiphase reactions have a positive feedback mechanism, where higher particle matter levels accelerate multiphase production, which further increases the aerosol concentration resulting in a series of record-breaking pollution events. We discuss perspectives to fill the gap of the current understanding of atmospheric multiphase reactions that involve multiple physical and chemical processes from bulk to nanoscale and from regional to global scales. A synthetic approach combining laboratory experiments, field measurements, instrument development, and model simulations is suggested as a roadmap to advance future research.
ConspectusAtmospheric aerosols and fine particulate matter (PM2.5) are strongly affecting human health and climate in the Anthropocene, that is, in the current era of globally pervasive and rapidly increasing human influence on planet Earth. Poor air quality associated with high aerosol concentrations is among the leading health risks worldwide, causing millions of attributable excess deaths and years of life lost every year. Besides their health impact, aerosols are also influencing climate through interactions with clouds and solar radiation with an estimated negative total effective radiative forcing that may compensate about half of the positive radiative forcing of carbon dioxide but exhibits a much larger uncertainty. Heterogeneous and multiphase chemical reactions on the surface and in the bulk of solid, semisolid, and liquid aerosol particles have been recognized to influence aerosol formation and transformation and thus their environmental effects. However, atmospheric multiphase chemistry is not well understood because of its intrinsic complexity of dealing with the matter in multiple phases and the difficulties of distinguishing its effect from that of gas phase reactions.Recently, research on atmospheric multiphase chemistry received a boost from the growing interest in understanding severe haze formation of very high PM2.5 concentrations in polluted megacities and densely populated regions. State-of-the-art models suggest that the gas phase reactions, however, are not capturing the high concentrations and rapid increase of PM2.5 observed during haze events, suggesting a gap in our understanding of the chemical mechanisms of aerosol formation. These haze events are characterized by high concentrations of aerosol particles and high humidity, especially favoring multiphase chemistry. In this Account, we review recent advances that we have made, as well as current challenges and future perspectives for research on multiphase chemical processes involved in atmospheric aerosol formation and transformation. We focus on the following questions: what are the key reaction pathways leading to aerosol formation under polluted conditions, what is the relative importance of multiphase chemistry versus gas-phase chemistry, and what are the implications for the development of efficient and reliable air quality control strategies? In particular, we discuss advances and challenges related to different chemical regimes of sulfate, nitrate, and secondary organic aerosols (SOAs) under haze conditions, and we synthesize new insights into the influence of aerosol water content, aerosol pH, phase state, and nanoparticle size effects. Overall, there is increasing evidence that multiphase chemistry plays an important role in aerosol formation during haze events. In contrast to the gas phase photochemical reactions, which are self-buffered against heavy pollution, multiphase reactions have a positive feedback mechanism, where higher particle matter levels accelerate multiphase production, which further increases the aerosol concentration resulting in a series of record-breaking pollution events. We discuss perspectives to fill the gap of the current understanding of atmospheric multiphase reactions that involve multiple physical and chemical processes from bulk to nanoscale and from regional to global scales. A synthetic approach combining laboratory experiments, field measurements, instrument development, and model simulations is suggested as a roadmap to advance future research.
.[1]We showed that aerosol water introduced
new reaction pathways where multiphase chemical reactions promote
the formation of particulate sulfate, revealing a new positive feedback
mechanism leading to severe haze events in northern China..[2]We eluciated the importance
of heterogeneous and multiphase reactions, regional transport and
synoptic weather conditions in severe haze formation in the megacity
Beijing..[3]We showed that particle size can strongly alter the characteristic
concentration and temperature of phase transitions in mixed systems
and developed a new method to determine relevant thermodynamic parameters
for prediction of this size effect in nanoparticles..[4]We demonstrated the importance
of multiphase chemistry and phase state in controlling the fate and
global distribution of pollutants in organic aerosols.
Introduction
The
term “Anthropocene” has been suggested to describe
the current geological epoch, in which human activities are exerting
increasing impacts on the planet’s climate and ecosystems.[5] Production of anthropogenic aerosols and fine
particulate matter is among the activities that strongly affect human
health and climate in the Anthropocene.[5,6] Unlike the
well-known positive radiative forcing of carbon dioxide and other
long-lived greenhouse gases, the radiative forcing of atmospheric
aerosols is highly uncertain, depending on particle composition, properties,
and interactions with clouds. Poor air quality associated with high
aerosol particle concentrations is among the leading health risks
worldwide.[7] In addition, aerosols of biological
origin (e.g., airborne viruses and bacteria, fungal spores, and pollen)
are essential for the reproduction and spread of organisms across
various ecosystems and for transmission between humans, animals, and
plants.[8]Multiphase and heterogeneous
chemical reactions on the surface
and in the bulk of aerosol particles can influence the composition
and gas-particle partitioning of atmospheric aerosols.[6] The challenge in understanding atmospheric multiphase chemistry
comes from its intrinsic complexity of dealing with the matter in
multiple phases and the difficulties of distinguishing the effects
of small amounts of particulate matter from the rates and uncertainties
of chemical reactions between gas phase species that are typically
more abundant. Moreover, the rates of multiphase reactions depend
on matrix effects and multicomponent interactions that are not affecting
the mono-, bi-, and termolecular reactions that dominate atmospheric
gas phase chemistry. Thus, experimental results obtained for multiphase
reactions are more difficult to interpret and to extrapolate between
laboratory and atmospheric conditions.[9]Wet deposition was early recognized as an important multiphase
process efficiently removing trace gases and aerosol particles from
the troposphere.[10] On the other hand, the
aqueous phase oxidation of SO2 was found to be an important
source of sulfate.[11] The importance of
multiphase processes for global atmospheric chemistry was further
highlighted in the investigation of the Antarctic ozone hole and stratospheric
ozone depletion.[12] Tropospheric ozone chemistry
and the oxidation capacity and self-cleaning of the atmosphere were
also found to be influenced by the uptake of reactive oxygen and nitrogen
species like HO2, NO2, NO3, N2O5, and HNO3 by aerosols and clouds.[13,14] Among recent scientific developments and challenges are the contributions
of multiphase chemical reactions to the formation of sulfate, nitrate,
and secondary organic aerosols (SOAs) in haze and fog and the role
of aerosol pH and phase state.[1,3,4,15−20] Besides airborne particles, multiphase processes also occur at the
planetary surface where they play a key role in the exchange and biogeochemical
cycling of reactive species between the atmosphere, biosphere, and
hydrosphere.[6,21] For example, HONO and OH radicals
originate from chemical and biochemical processing of reactive nitrogen
in biological organisms, materials, and soils.[22−26]Due to increasingly severe air pollution in
densely populated regions,
there has been growing interest in understanding the formation of
severe winter haze in polluted urban air. The very rapid increase
and high concentrations of particulate matter during haze events cannot
be explained by traditional models of gas phase and aqueous atmospheric
chemistry.[2] On the other hand, haze events
with extremely high PM2.5 concentrations and suppression
of gas phase photochemistry by aerosol dimming provide an opportunity
to explore the mechanisms and effects of atmospheric multiphase chemistry.[2]Our interest in atmospheric multiphase
chemistry is stimulated
by (a) the scientific challenge of explaining the formation of atmospheric
aerosols and haze, (b) the aim to support the forecast and mitigation
of air pollution, and (c) the desire to advance fundamental understanding
of multiphase processes including phase transitions and nanosize effects.
This Account provides a review of our recent findings, current challenges,
and future perspectives of multiphase chemical processes in atmospheric
aerosols and haze.
Recent Developments
Sulfate and Nitrate Formation in Aerosol Water
during Haze Events
In recent years, a severe and persistent
winter haze has shrouded Beijing and the North China Plain, but the
sources and formation pathways of particulate matter remained unclear.[1,2,15] Usually, gas phase photochemistry
is assumed to play a central role in aerosol formation by transforming
gaseous pollutants like SO2, NO, and volatile organic compounds (VOCs) into particulate pollutants
like sulfate, nitrate, and SOA. In severe haze, however, photochemistry
is suppressed due to reduced solar radiation by the aerosol dimming
effect. Nevertheless, enhanced production and accumulation of secondary
particulate matter, especially sulfate, was observed under severe
haze conditions.[2] Cheng et al.[1] discovered that high rates of sulfate production
and large differences between observed and modeled sulfate concentrations
were related to high aerosol water content (AWC), suggesting that
aqueous phase oxidation in aerosol water, which follows different
reaction pathways depending on aerosol pH and oxidant concentration
levels, may play a key role. As shown in Figure , multiphase reactions of NO2 and
O3 may dominate in aerosol water at pH > 4.5, while
reactions
of transition metal ions (TMIs) and H2O2 may
prevail at pH < 4.5.[1] A main contribution
of Cheng et al.[1] was to bring multiphase
haze chemistry in aerosols to people’s attention and suggest
its inclusion in state of the art atmospheric models in addition to
the present cloud chemistry. Together with concurrent laboratory proofs
of sulfate formation in aerosol water,[15] our study has triggered a series of laboratory and modeling studies
to further constrain the chemical kinetics of the aforementioned reactions,
to identify new reaction pathways and evaluate their impact.
Figure 1
Aqueous-phase
sulfate production by sulfur dioxide oxidation under
characteristic conditions. Sulfate production rates for (a) cloud
droplets and (b) Beijing haze plotted against pH values. Light blue
and gray shaded areas indicate characteristic pH ranges for cloudwater
under clean to moderately polluted conditions and aerosol water during
severe haze episodes in Beijing, respectively. The colored lines represent
sulfate production rates calculated for different aqueous-phase reaction
pathways with oxidants: hydrogen peroxide (H2O2), ozone (O3), transition metal ions (TMIs), and nitrogen
dioxide (NO2). The black lines represent the total reaction
rates. Adapted from ref (1) under the terms of Creative Commons CC BY license.
Aqueous-phase
sulfate production by sulfur dioxide oxidation under
characteristic conditions. Sulfate production rates for (a) cloud
droplets and (b) Beijing haze plotted against pH values. Light blue
and gray shaded areas indicate characteristic pH ranges for cloudwater
under clean to moderately polluted conditions and aerosol water during
severe haze episodes in Beijing, respectively. The colored lines represent
sulfate production rates calculated for different aqueous-phase reaction
pathways with oxidants: hydrogen peroxide (H2O2), ozone (O3), transition metal ions (TMIs), and nitrogen
dioxide (NO2). The black lines represent the total reaction
rates. Adapted from ref (1) under the terms of Creative Commons CC BY license.While the relevance of aqueous
phase reactions in aerosol water
has become widely accepted, the dominant pathways of SO2 oxidation under haze conditions are still under debate. Understanding
the chemical regime and major reaction pathways not only is a scientific
challenge but also matters for air pollution forecasting and mitigation.
For example, reducing emissions of NO will lead to a cobenefit of decreasing both nitrate and sulfate
formation when SO2 oxidation is dominated by NO2. On the other hand, reducing emissions of NH3 may reduce
aerosol pH, which leads to a decrease of sulfate production when SO2 oxidation is dominated by NO2 or O3 but to an increase when the TMI reaction pathway dominates (Figure ).Atmospheric
chemistry and transport models (CTMs) usually consider
two main pathways of particulate nitrate production: (1) gas phase
oxidation of NO2 by OH radicals forming HNO3, which partitions into the particle phase, and (2) gas phase reactions
of NO2 with O3 leading to the formation of nitrate
radicals and N2O5, followed by hydrolysis of
N2O5 in the aqueous phase. Haze conditions with
high concentrations of PM2.5 and high humidity favor the
hydrolysis of N2O5 in aerosol water. Despite
the well-established mechanism, quantitative predictions remain challenging
because the relevant kinetic parameters may vary with environmental
conditions. For example, reactive uptake coefficients (γ) for
N2O5 on atmospheric aerosols varied over a wide
range of 10–5 to 10–1 and were
more strongly correlated with aerosol water content than with other
parameters.[16] Zheng et al.[27] had to adopt high uptake coefficients close to 0.1 (similar
to mineral dust) to reproduce the observed nitrate concentrations
during severe haze in Beijing, while observation-based closure studies
revealed uptake coefficients from 0.009 to 0.072 in Beijing and southern
China.[28,29] It is desirable to improve the parametrization
of γ for a better understanding of nitrate formation and its
environmental impact.[30,31]
Secondary
Organic Aerosol Formation in Haze
and Fog
Organic aerosols (OAs) consist of a wide range of
organic compounds originating from direct emissions or secondary formation
in the atmosphere (SOAs). SOAs can be produced by gas phase oxidation
of VOCs and subsequent partitioning into the particle phase or by
multiphase chemistry of VOCs and semivolatile organic compounds (SVOCs)
in the condensed phase of aerosols, haze, fog, or clouds.[32]Our recent study showed that the relative
mass fraction of SOAs in PM2.5 decreased with increasing
PM2.5 and AWC under severe haze conditions,[2] suggesting that multiphase reactions contribute less to
the production of SOAs than to the production of inorganic aerosol
components (sulfate and nitrate). Nevertheless, the ratio of SOA to
black carbon (BC) (which reflects the relationship to primary emissions)
remained at the same level during severe haze as during less polluted
periods where gas phase photochemistry prevails.[2] Very low photooxidant levels (∼1 ppbvO3) during the severe haze indicate that gas phase production of SOA
was largely suppressed, and thus the sustained SOA/BC ratio suggests
substantial SOA production by multiphase chemistry.[2] This is confirmed by the results of the recent field campaign
McFan (multiphase chemistry in fogs and aerosols in the North China
Plain).[33] In this campaign, SOA production
in aerosol water was only 40% lower than that during fog events, although
the fogwater content was orders of magnitude larger.[33] This suggests a higher efficiency of SOA production in
the highly concentrated aqueous solutions of haze droplets compared
to the more dilute solutions in fog droplets, similar to previous
parcel model simulation results,[32] which
may be due to enhancement effects of ionic strengths and activities,
due to aerosol pH, or due to different reaction pathways such as oligomerization[32] or the formation of organonitrates and organosulfates.[34]
Current Challenges
Ongoing debates about the competition and variable dominance of
different reaction pathways of haze formation can be addressed and
resolved in terms of different chemical regimes. Tao et al.[35] showed that different chemical regimes and reaction
pathways of sulfate formation prevail in different regions of the
North China Plain (NCP), depending on reactant concentrations and
other atmospheric conditions.[35] Changes
in the relative importance of different reaction pathways can be efficiently
explained and described in terms of different chemical regimes, but
the reliability of predictions is still limited by a lack of understanding
of aerosol pH, nonideality effects at high ionic strength, and aerosol
phase state.
Aerosol pH and Ionic Strength
Aerosol
acidity is a key factor regulating the chemistry of atmospheric particles
and their effects on air quality, climate, and human health. The aqueous
phase oxidation of SO2 is a good example of the importance
of aerosol pH. It controls the partitioning of semivolatile acidic
or basic compounds between the gas and particle phase and vice versa.
After uptake into the aqueous phase of deliquesced aerosol particles
and fog or cloud droplets, SO2 molecules form bisulfite
(HSO3–) and sulfite (SO32–) ions in proportions that depend on particle acidity
and pH. Accordingly, the effective Henry’s law coefficient
for the gas–particle partitioning of SO2 and related
S(IV) species, HS(IV)*, increases by a factor of ∼10 as aerosol
pH increases by a unit. Moreover, pH can influence reaction rate coefficients
and oxidation pathways of SO2 and the related S(IV) species.
For example, the aqueous phase oxidation rate coefficient of S(IV)
increases for NO2 but decreases for H2O2 when the pH increases.[1] In addition,
aerosol acidity can also influence the formation of secondary organic
aerosols through formation of oligomers and high molecular weight
species.[36]Despite its importance,
the scientific understanding of aerosol pH is still limited due to
the lack of direct measurements. Aerosol pH values typically vary
in the range of 0 to 6, with higher and lower outliers under special
conditions, but most literature values are based solely on thermodynamic
model calculations.[1] Good agreement between
modeled and measured partitioning of pH-sensitive compounds like NH4+/NH3 is frequently used as model validation,
but the partitioning of other pH-sensitive species like HCl and HNO3 is often not so well reproduced. Moreover, the partitioning
of NH4+/NH3 is a necessary but not
a sufficient condition for good model performance on aerosol pH, because
it can be reached by adjustments of ionic balance without getting
the pH values right.Thus, there is an urgent need for direct
measurements of aerosol
pH, which are difficult to realize with traditional techniques because
of the small sample volume of nanometer- and micrometer-sized aerosols.
Raman microspectroscopy has been used to determine the pH in a range
of −0.7 to 1.3 for laboratory-generated aerosol particles of
MgSO4 + H2SO4 in the size range of
10–30 μm collected on quartz substrates.[37] This method was also applied to particles composed of other
conjugate acid–base pairs covering a pH range[38] from −1.3 to 10, but so far the applications have
been limited to lab systems of concentrated acid–base conjugates
and it appears difficult to apply to atmospheric aerosol particles
with smaller sizes, complex composition, and weak Raman signals. Surface-enhanced
Raman spectroscopy and the introduction of nanometer-sized pH probes
into the droplets can be used to enhance sensitivity, but ambient
measurements remains an experimental challenge.[39] Recently, methods have been developed to collect aerosol
samples on pH indicator papers[40] and to
determine their pH over the atmospherically most relevant range[41] of 0–6. This approach is restricted to
the collection of particle ensembles, but ongoing developments of
microspectroscopic techniques are aimed at pH measurements of ambient
airborne aerosols.Compared to cloud and fog droplets, aerosol
droplets can have extremely
high solute concentrations and ionic strengths[3] up to several tens or a hundred moles per liter. The high concentrations
and ionic strengths can lead to highly nonideal solution behavior
and a strong influence on kinetic and thermodynamic parameters (reaction
rate coefficients, surface tension, activity coefficients, etc.) (Figure ).[3,42] For
example, ionic strength can have a strong impact on the rate coefficients
of S(IV) oxidation in aerosol water, and such effects need to be better
constrained to assess and predict the relative importance of different
reaction pathways and chemical regimes of sulfate formation.[1] On the other hand, aerosols might be the exclusive
system to study and improve our fundamental understanding of physicochemical
reactions under such high ionic strength, for example, aqueous ammonium
sulfate droplets of diameter of ∼6 nm reached a concentration
of ∼380 mol kg–1 before crystallization,[3] about 1 order of magnitude more concentrated
than the bulk saturated solution. Cheng et al.[3] developed a new analytical approach (differential Köhler
analysis, DKA) to determine thermodynamic parameters of such systems,
and more measurement techniques are in urgent need for these systems.
Figure 2
(a) Concentration-dependent
surface tension of NaCl solution determined
by Molecular Dynamic simulations. (b) Influence of ionic strength
(I) on the rate of aqueous sulfate-producing reactions.
The enhancement factor is defined as the ratio of the modeled or measured
sulfate production rate coefficient for nonideal solutions to the
modeled rate assuming ideal solution. Solid lines, only the I-dependence of the aqueous-phase rate constant (k) was considered;[1] dashed lines,
the I-dependence of both k and effective
Henry’s constant for SO2 and H2O2 were considered;[65] squares, measured
enhancement factor.[65] Adapted with permission
from refs (1) and (42) under the Creative Commons CC BY license.
(a) Concentration-dependent
surface tension of NaCl solution determined
by Molecular Dynamic simulations. (b) Influence of ionic strength
(I) on the rate of aqueous sulfate-producing reactions.
The enhancement factor is defined as the ratio of the modeled or measured
sulfate production rate coefficient for nonideal solutions to the
modeled rate assuming ideal solution. Solid lines, only the I-dependence of the aqueous-phase rate constant (k) was considered;[1] dashed lines,
the I-dependence of both k and effective
Henry’s constant for SO2 and H2O2 were considered;[65] squares, measured
enhancement factor.[65] Adapted with permission
from refs (1) and (42) under the Creative Commons CC BY license.
Aerosol
Phase State and Nanosize Effects
Atmospheric aerosol particles
can exist in liquid, solid, and semisolid
phase states. The main factors controlling the phase state of aerosol
particles include chemical composition, temperature, relative humidity,
and particle size.[3,43] Phase transitions like melting,
freezing, deliquescence, efflorescence and related changes in diffusivity,
water uptake, particle size, and optical properties can strongly influence
mass transport, the rate of multiphase chemical reactions, the atmospheric
lifetime and dispersion of air pollutants, and the climate effects
of aerosols.[4,17,19,44] For example, introducing an improved multiphase
chemical reaction scheme with phase- and temperature-dependent kinetic
parameters into regional and global CTMs led to greatly improved agreement
between modeled and measured atmospheric concentrations of the hazardous
polycyclic aromatic air pollutant benzo[a]pyrene
(BaP; Figure ).[4]
Figure 3
(a) Comparisons of the ROI-T scheme and previous laboratory-derived
schemes with global observations of benzo[a]pyrene
(BaP, ng m–3). (b) Diagram of temperature/RH effects
on BaP transport in ambient air. Reprinted with permission from ref (4) under the Creative Commons CC BY license.
(a) Comparisons of the ROI-T scheme and previous laboratory-derived
schemes with global observations of benzo[a]pyrene
(BaP, ng m–3). (b) Diagram of temperature/RH effects
on BaP transport in ambient air. Reprinted with permission from ref (4) under the Creative Commons CC BY license.Inorganic salts usually undergo
sharp liquid–solid phase
transitions upon humidification and drying (deliquescence/efflorescence).
However, organic substances often exhibit a gradual response to changes
in temperature and humidity (hygroscopic growth), with gradual changes
of viscosity and phase state between liquid, viscous or amorphous
semisolid, and glassy solid with a wide range of diffusivity varying
over several orders of magnitude.[17−19,43,45] Predictions of the glass transition
temperature, viscosity, and diffusivity are of great importance for
assessing the physicochemical properties, interactions, and effects
of organic aerosols in the atmosphere.[4,46] Ambient aerosols
are usually a mixture of organic and inorganic species, and in addition
to gradual or stepwise deliquescence and efflorescence transitions,
they can exhibit liquid–liquid phase separations (LLPSs), which
can influence the gas–particle partitioning of SOAs.[47−49]In the nanometer size range, the particle diameter can have
a strong
impact on the humidity and temperature thresholds of liquid–solid
phase transitions. Cheng et al.[3] extended
traditional phase diagrams by including the inverse diameter as an
additional dimension and parameter that has a similar effect as temperature
on nanoparticle phase transitions (Figure ). The new three-dimensional (3-D) phase
diagram can be used to predict a critical diameter for liquid–solid
phase transitions at constant composition and temperature and explain
the observed size dependence of organic and inorganic aerosol phase
state.[18,20] For different compounds and mixed systems,
Cheng et al.[3] found that the inverse critical
diameter depends near-linearly on inverse phase transition temperature,
which suggests a close connection between interfacial energy and phase
transition enthalpy and can be combined with molecular dynamic simulations
to provide insights into fundamental physicochemical relations and
processes (Figure ).[3,42,50]
Figure 4
(a) Three-dimensional
liquid–solid equilibrium phase diagrams
for the ammonium sulfate (AS)–water system in the coordinates
of inverse diameter (1/Ds), temperature
(T), and AS mass fraction (xs). The solid circles represent data of the bulk phase diagram
of aqueous AS solution, size-dependent melting temperature of ice,
and solubility of AS. The surfaces (colored by temperature) are estimated
from polynomial fitting, showing the equilibrium between liquid and
crystalline phases. (b) Dependence of critical diameter on bulk phase
transition temperature. Inverse critical diameters of liquefaction
at 298 K (Ds,c–1) are
plotted against bulk phase transition temperatures (Tbulk) for aqueous AS (blue solid circle), aqueous sodium
chloride (NaCl, red solid circle), and low chain length polystyrene
(PS, green open diamond). The data points are observations, and the
dotted line is a linear fit to all data through the point of [298
K, Ds–1 = 0]. The orange
dashed line bounded area indicates the parameter range estimated for
atmospheric biogenic secondary organic aerosol (SOA). Reprinted with
permission from ref (3) under the Creative Commons CC BY license.
(a) Three-dimensional
liquid–solid equilibrium phase diagrams
for the ammonium sulfate (AS)–water system in the coordinates
of inverse diameter (1/Ds), temperature
(T), and AS mass fraction (xs). The solid circles represent data of the bulk phase diagram
of aqueous AS solution, size-dependent melting temperature of ice,
and solubility of AS. The surfaces (colored by temperature) are estimated
from polynomial fitting, showing the equilibrium between liquid and
crystalline phases. (b) Dependence of critical diameter on bulk phase
transition temperature. Inverse critical diameters of liquefaction
at 298 K (Ds,c–1) are
plotted against bulk phase transition temperatures (Tbulk) for aqueous AS (blue solid circle), aqueous sodium
chloride (NaCl, red solid circle), and low chain length polystyrene
(PS, green open diamond). The data points are observations, and the
dotted line is a linear fit to all data through the point of [298
K, Ds–1 = 0]. The orange
dashed line bounded area indicates the parameter range estimated for
atmospheric biogenic secondary organic aerosol (SOA). Reprinted with
permission from ref (3) under the Creative Commons CC BY license.
Future
Perspectives
A key question in studying aerosol multiphase
reactions is how
to identify and quantify their contribution to the budget of aerosol
particles. This requires a closure study, the success of which is
subject to the level of understanding and uncertainties in laboratory
experiments, field measurements, and model simulations.
Laboratory Experiments
Laboratory
study is a common approach to study key parameters of certain multiphase
reactions. A series of techniques have been developed including coated
flow tube reactors, liquid jet, droplet, and bubble apparatuses, aerosol
chambers, Knudsen cells, and single particle levitation technique.
These techniques can be combined with different detectors to measure
the loss or production of gas and aerosol phase compounds or other
tracer signals in multiphase reactions, which is then used to further
derive kinetics and thermodynamics of chemical reactions, mass accommodation
coefficient, or condensed phase diffusivity.These lab-determined
reaction parameters are important to understand the impact of multiphase
reactions. Uptake coefficient (γ) is one of the most commonly
used parameters in models. It represents the probability that molecules
colliding with the surface are taken up by the condensed phase. However,
there are a few caveats concerning its application in modeling atmospheric
relevant reactions.First, the lab system (one or a few gases
and simple aerosols)
differs from that in the real atmosphere (multiple gases and complex
aerosols). This is often not an issue for atmospheric gas phase reactions
mainly dealing with a single molecule or bimolecular or trimolecular
collisions, of which the collision and reaction are hardly affected
by the presence of other molecules due to the extremely low probability.
In multiphase reactions, aerosols may concentrate other trace gases
and increase their chance to interact and react with the target compound,
resulting in a different reaction mechanism and uptake coefficient.
In addition, the difference in aerosol compositions and mixing state
may also lead to different reactivity in multiphase reactions.Second, the lab experiment may not capture the sustainability and
reversibility of multiphase reactions under ambient conditions. In
the atmosphere, aerosol particles can have a lifetime from a few days
to weeks, which is often longer than the time scale of lab experiments.
Early studies suggest that the initial high uptake coefficient of
NO2 on soot cannot be maintained over atmospherically relevant
time scales.[51,52] Thus, the uptake coefficient
determined by experiments with a reaction time of a few tens or hundreds
of microseconds needs to be further evaluated before application in
models.[53,54] In addition, in reversible uptake, aerosols
can either act as a source or a sink depending on the gas concentration
and ambient conditions. In this case, model parametrizations of gas
uptake need to account for both adsorption–desorption and chemical
reactions.[55]Another potential problem
may arise when studying multiphase photochemistry
using filter-based methods. In these experiments, aerosol samples
were collected on filters and exposed to UV or visible light to get
an uptake coefficient or reaction rate at different light intensities.
The photoenhanced reaction rate determined by a filter-based method
may differ from the real reaction rate for aerosols because of the
multiple scattering effects by the filter. This effect increases the
chance for a photon to be absorbed (1.2–3.5 times higher),[56] resulting in a higher reaction rate. We recommend
further investigation of this effect in aerosol kinetic studies.
Model Simulations
Modeling is a key
approach to evaluate and quantify the contribution and impact of multiphase
reactions. Introducing models to assist analyses of lab and field
measurement results can help in the following ways: (1) Models can
aid understanding of detailed mechanisms and kinetics. The reaction
rate determined in the lab reflects a net effect of multiple processes
and often shows a nonlinear feature. A kinetic multilayer model that
explicitly resolves mass transport and chemical reaction at the surface
and in the bulk of aerosol particles can reproduce these nonlinear
features and extract underlying kinetic parameters.[57] (2) Models can detect missing sources or validate the current
mechanism. The modeling results represent our expectations from the
current knowledge. It is an effective way to validate a proposed mechanism
through model–observation comparisons. While improved agreement
often supports the importance of a certain mechanism, the presence
of a gap implies a missing source or sink.[58] Note that introducing a new source or mechanism may not only influence
the target compound but also change the budget of other relevant compounds
or their other properties.[59] The latter
also needs to be considered in the source and mechanism evaluation.
(3) Models can help to quantify the impact of individual reaction
pathways. This is often done by putting the lab-determined mechanism
into a comprehensive 3-D model or a box model and estimating its impact
through comparison with and without the new mechanism.
Field Experiments
Field measurements
are carried out to measure the evolution of atmospheric compounds
under real atmospheric conditions. Though field measurement results
may not directly tell the mechanism, they provide a basis for further
analysis:Correlation
studies of observed parameters
are often used to detect potential precursors or mechanisms. Such
correlations can be argued because variations of the target compound
are also subject to processes other than multiphase chemistry, for
example, change of air masses due to transport or gas phase chemistry.
Furthermore, correlation does not imply causation, for example, the
boundary layer development leads to a strong and similar diurnal variation
for many pollutants.Field measurements are often combined
with model simulations to account for other processes. As aforementioned,
this combination can help to detect missing sources or validate current
mechanisms. People may argue that model simulations can be adjusted
or tuned for better agreement at a single site. Thus, for a more robust
validation, it is preferable to have a comparison at large spatial
and temporal scales, for example, comparison of modeling results with
worldwide long-term measurements.There
is increasing interest in using isotope measurements
or other tracers (e.g., N2O and ClNO2) to estimate
the contribution of multiphase chemistry. Based on measurements of
oxygen isotope (oxygen-17 excess of sulfate), it was suggested that
reaction with O3 contributes ∼20% of aqueous phase
sulfate production, while the rest was contributed by reaction with
NO2 and TMI + O2.[60] This approach can be possible if there are only two pathways that
contribute to the change of isotopic composition. While there are
more relevant reactions, additional measurements or assumptions are
needed to further constrain the equation.
Outlook
Overall, there is increasing evidence of the importance of multiphase
chemistry in aerosol formation during haze events. It is more efficient
in producing inorganic aerosols than organic aerosols. The high ionic
strength and distinct pH in aerosol water can either increase or reduce
the rate of certain reactions compared to that in cloudwater. While
most studies agree that the N2O5 reaction is
the main pathway producing nitrate, a consensus has not been reached
for sulfate and SOA formation. Model calculation and a few studies
suggest that aerosols mostly stay in a liquid phase during severe
haze events, but the range of RH and T to maintain
the liquid phase in the presence of organic aerosols is not clear.
To further advance understanding of atmospheric multiphase chemistry,
we have the following suggestions:To effectively identify the atmospherically
relevant reactions and to validate laboratory-determined kinetics
in the presence of other gases or mixtures of other aerosols, it is
desirable to extend the current kinetic studies from a relatively
simple reaction system to a system reflecting the complexity of the
real atmosphere, for example, an environment chamber filled with real
atmospheric gases and aerosols. Using multiple parallel chambers,
we could condition the chamber (changing RH, T, or
certain reactants) and determine reaction rate constants in analogy
to laboratory kinetic studies. Such a chamber system also avoids the
influence of complicated transport processes, which interfere with
the real production rate. Instead of using a complex 3-D model for
closure study, a simple box model can then be used to check whether
the current understanding is still valid and to shed light on the
potential missing mechanism.New techniques and design of experiments
are needed. As many chemical reaction rates strongly depend on aerosol
pH, its direct measurement will advance our understanding and improve
model predictions. More knowledge is also needed on the kinetics and
thermodynamics in solutions of high ionic strength. The difficulty
is that the change of ionic strength may also change aerosol pH due
to its influence on the equilibrium of acid dissociations. Decoupling
of these two effects could be a technical challenge in the design
of experiments. Moreover, including phase state measurements will
greatly complement the current data set in field campaigns, providing
a basis for model validations.We need to promote the establishment
of a 3-D comprehensive observation network at a global scale through
international collaborations and initiatives.[61] The long-term observation network could be designed (1) to have
comprehensive measurement parameters to facilitate closure studies
for mechanistic understanding as in the SMEAR station[62] and ATTO station[63] and (2) to
include routine aircraft measurements, for example, the CARIBIC online
aerosol measurement project[64] to provide
3-D in situ information for satellite and model validations.We suggest more comparative
studies
of multiphase chemistry during hazy days with that at nighttime and
in fogs. Nighttime is characterized by a high abundance of AWC and
air pollutants, which is the same on hazy days except for more solar
radiation. If solar radiation is going to influence multiphase reactions,
we would see a difference between nighttime and hazy days. The comparison
of hazy days with foggy days may also shed light on our understanding
of the ionic strength effect.
Authors: Annele Virtanen; Jorma Joutsensaari; Thomas Koop; Jonna Kannosto; Pasi Yli-Pirilä; Jani Leskinen; Jyrki M Mäkelä; Jarmo K Holopainen; Ulrich Pöschl; Markku Kulmala; Douglas R Worsnop; Ari Laaksonen Journal: Nature Date: 2010-10-14 Impact factor: 49.962
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