Modeling atmospheric age distribution of elemental carbon using a

Nov 28, 2018 - Environmental Science & Technology .... Differences in EC spatial distribution indicate that age distribution could have regional impac...
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Modeling atmospheric age distribution of elemental carbon using a regional age-resolved particle representation framework Hongliang Zhang, Hao Guo, Jianlin Hu, Qi Ying, and Michael J. Kleeman Environ. Sci. Technol., Just Accepted Manuscript • DOI: 10.1021/acs.est.8b05895 • Publication Date (Web): 28 Nov 2018 Downloaded from http://pubs.acs.org on November 30, 2018

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Environmental Science & Technology

Modeling atmospheric age distribution of elemental carbon using a regional age-resolved particle representation framework Hongliang Zhang1,*, Hao Guo1, Jianlin Hu2, Qi Ying3,2,*, Michael J. Kleeman4 1Department

of Civil and Environmental Engineering, Louisiana State University, Baton Rouge,

Louisiana, 70803 USA 2Jiangsu

Key Laboratory of Atmospheric Environment Monitoring and Pollution Control,

Jiangsu Engineering Technology Research Center of Environmental Cleaning Materials, Collaborative Innovation Center of Atmospheric Environment and Equipment Technology, School of Environmental Science and Engineering, Nanjing University of Information Science & Technology, 219 Ningliu Road, Nanjing 210044, China 3Zachry

Department of Civil Engineering, Texas A&M University, College Station, Texas,

77843 USA 4Department

of Civil and Environmental Engineering, University of California at Davis, Davis,

California, 95616 USA *Corresponding authors: Hongliang Zhang, [email protected], +1-225-578-0140; Qi Ying, [email protected], +1-979-845-9709.

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Abstract

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The aging process of soot particles has significant implications when estimating their

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impacts on air quality and climate. In this study, the source-oriented UCD/CIT model with

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externally-mixed aerosol representation is expanded to track the age distribution of elemental

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carbon (EC) in Southeast Texas. EC with the age of 0-3 hours (i.e. emitted less than 3 hours ago)

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accounts for ~70-90% of total in urban Houston and 20-40% in rural areas of southeast Texas in

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August 2000. Significant diurnal variations in the mean age of EC are predicted, with higher

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contributions from fresh particles during the morning and early evening due to increased traffic

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emission and reduced atmospheric mixing. Spatially, the mean age of EC decreases with proximity

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to major sources. Ground-level EC with the age >6 hours are less than 20% of the first age group

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over land, and background EC accounts for majority over the Gulf of Mexico. Differences in EC

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spatial distribution indicate that age distribution could have regional impact on aerosol optical and

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hygroscopic properties, and thus potentially affect cloud formation and radiation balance.

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Appropriately accounting for the differential properties due to age distribution is needed to better

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evaluate aerosol direct and indirect effects.

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Key words: atmospheric age distribution, black carbon, extinction, UCD/CIT model, Houston

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1. Introduction

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Elemental carbon (EC, often used as a surrogate measure of black carbon (BC)) is one of

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the dominant chemical components of atmospheric soot particles 1. EC has adverse effects on

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visibility and human health, and can also affect atmospheric radiation as well as climate change

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2-6.

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atmosphere, fresh soot particles in long chained agglomerates can act as condensation sites for

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inorganic and organic vapors, coagulate with existing particles, and act as reactive surfaces for

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heterogeneous reactions 9, 10. The changes in EC aerosol morphology, hygroscopicity, and optical

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properties due to these aging processes have been observed in laboratory experiments and ambient

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measurements

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effect of EC. For example, Liu et al. reported enhanced light absorption by mixed source EC

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particles in UK winter16. The changes in EC properties also make it more hygroscopic leading to

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enhanced EC uptake into cloud condensation nuclei (CCN), where it can absorb solar radiation to

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impact cloud formation and the lifetime and albedo of clouds 4, 17. Thus, a proper understanding of

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the EC aging process is essential to improve the model predictions of weather, air quality and

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climate change.

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EC is mainly generated from incomplete combustion processes

2, 9, 11-15.

4, 7, 8.

Once emitted into the

The enchantment of optical properties would affect the direct radiative

Atmospheric aging of EC and its impact on air quality, weather and climate have been 18

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extensively investigated through modeling and experiments. Kleeman and Cass

created a

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Lagrangian air quality model that represented the airborne particles as a source-oriented and age-

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specific external mixture. The results showed the accumulation of secondary particulate nitrate

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and secondary organic aerosols (SOA) onto diesel engine particles containing soot as they age in

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the atmosphere.

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models due to computational limitations, and it has been found that the climate impact of EC is

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very sensitive to the chosen rates

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explicitly treat aging process and found that the aging time scales significantly change when the

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dominating aging processes switch. During the day, the absorption and condensation of secondary

Parameterized aging rates were commonly used over the last decade in climate

19-21.

Riemer et al.

22, 23

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conducted model simulations that

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pollutants as well as coagulation are important processes and the time scales are from a few

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minutes to less than 10 hours

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decreasing of secondary pollutants formation and the time scales are about 10-50 hours. More

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recently, by incorporating the gradual aging process of EC into AURAMS (A Unified Regional

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Air-quality Modeling System), Park et al. 26 found that model performance on EC concentration

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predictions was improved and wet deposition of EC was enhanced.

24, 25.

At night, coagulation dominates the aging process due to

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Moffet and Prather 27 showed that in the Mexico city, fresh soot particles account for the

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majority of the absorption coefficient at night and in the early morning because of the absence of

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photochemistry, while aged soot particles are responsible for the majority of the midday absorption

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when the solar irradiance is the highest. Cheng et al.

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Beijing, the difference could be due to the different chemical processes and measurement

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techniques. Photochemistry promotes the formation of secondary semi-volatile vapors that can

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condense onto existing particles. Correct spatial and temporal distributions of the particles and

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their aging status are needed to evaluate the impact of air quality on regional or global climate.

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This information might be available in the future directly with satellite-based retrieval methods

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but such remote sensing techniques have not been reported to date. Chemical transport models

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(CTMs) can provide regional distributions of EC, but only a few studies have determined the

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distribution of particle aging statues at regional/global scales. Matsui and Koike 28 incorporated a

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process, age and source region chasing algorithm in the Community Multiscale Air Quality

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(CMAQ) model, but it only tracked five particulate and gaseous species and did not show the

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difference in aging of particles from different sources. In addition, EC emitted from different

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sources have different morphology and hygroscopicity which will lead to different particle

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behavior when going through various chemical and physical processes.

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In this study, the aerosol operators used by Kleeman and Cass

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showed a large fraction of aged soot in

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are used in the source-

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resolved University of California at Davis / California Institute of Technology (UCD/CIT) air

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quality model 29, 30 with externally mixed particle representation to firstly track the age distribution, 4 ACS Paragon Plus Environment

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i.e. the time since emission, of airborne particles in a regional calculation. Particles from different

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sources are lumped into two externally mixed particle types based on the fraction of EC in the

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fresh emissions – one represents particles with higher EC fractions and other represents particles

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with lower EC fractions. The differential aging (i.e. accumulation of secondary components) of

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those two types are further distinguished by resolving the atmospheric age of the emitted particles

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in each time bin so that freshly emitted particles from each type are not internally mixed with older

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particles of the same type that have been in the air for a much longer time. This model development

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would provide a basic understanding on the age distribution of EC in addition to differential aging

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by secondary formation and eventually improve air quality and climate models to understand the

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health effects and feedbacks of particles.

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2. Methods

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This section is an overview of methods of this study and full details can be found in the

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Supporting Information (SI).

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2.1 Model description

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In most existing online and offline air quality models 31, the internal mixture representation

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of particles is used, thus particles of the same size have identical chemical compositions and optical

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properties at a given location and time32, 33.

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of WRF-Chem that tracks primary particles from different sources separately through the

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atmosphere, however, this does not account for the effects of atmospheric ages. Assuming that

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freshly emitted and aged soot particles are internally mixed could lead to significant biases in the

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overall hygroscopicity and light absorbing estimations 13, 16, 34, 35.

Zhang et al. 34 developed a source-oriented version

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Kleeman and Cass29 expanded the source-oriented and age-specific external mixture

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representation of particles into a 3D Eulerian framework but calculations for age-specific aerosols

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were not enabled. The UCD/CIT model is being developed continuously for better performance

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36-43.

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source-oriented external mixture framework so that particles with different ages are also tracked

In this study, the age-resolved UCD/CIT model is established by further expanding the

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separately. As shown in Figure 1, the aerosol module in the externally-mixed UCD/CIT model is

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configured to include to 2 general emissions types and expanded to track n (n=7 in this study) time

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bins. Type 1 particles include the emissions from sources which have low EC content (EC 6 hours) is negligible in urban areas but very

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important in suburban and rural areas. Generally, particle age decreases with proximity to major

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emissions sources.

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30-40% at non-traffic-peak hours while the contribution from particles with age ≥6 hours increases

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to up to 50%. Note this is only the case in Houston for this episode. In other urban areas, long

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range transport of EC has been shown to be very important 56.

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3.2 Effects on secondary PM formation

In rural areas, the contributions from particles with age ≤3 hours decrease to

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SI Figure S7 shows the episode-averaged model representation of Type 1 PM2.5 aerosols

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at BAYP. The average size of the particles in all bins grows larger as they age in the atmosphere,

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with the diameters of freshly emitted particles (≤1 hour of atmospheric aging time) increasing by

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10-30% after 5-6 hours of aging time. The mass and number concentrations decrease with age due

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to atmospheric removal processes including deposition and mixing. EC accounts for 6 hours, OC contributions decrease to 10-15% of total

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PM mass. Secondary inorganic components including sulfate, nitrate, and ammonium are minimal

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in the freshly emitted particles and increase gradually to a total of ~10% in particles of with an

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atmospheric age of 5-6 hours. For particles with age > 6hrs, average combined contributions from

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these three components increase to 25%, with nitrate accounting for ~15% of the mass and sulfate

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and ammonia accounting for ~5% of the mass each. Other primary components account for 6 hours old.

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Figure 5 shows the episode-averaged model representation of Type 2 aerosols, which are

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particles emitted from diesel engines and coal combustion at BAYP. In this type, the particles grow

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very slowly in their first 6 hours in the atmosphere. Even after 6 hours, the diameters of all size

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bins increase only a few percent. The mass concentrations decrease dramatically by more than 90%

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after 6 hours. EC was the main chemical component for particles of all sizes and time bins,

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followed by OC. Their relative contributions remain unchanged until the particles are 5-6 hours

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old. After 6 hours, the relative contributions of sulfate, nitrate, ammonia and other components

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increase slightly. SI Figures S8-S11 show the results in CONR and HVSL, the particles show

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similar trend from fresh to age of 5-6 hours, except the decrease is smaller and age of >6 hours has

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higher concentrations.

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Type 1 and Type 2 particles behavior differently as much less secondary components are

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formed on Type 2 particles. Internally mixed representations would artificially mix hydrophyllic

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Type 1 components with hydrophobic Type 2 particles, leading to an over-prediction of secondary

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components condensing on EC from diesel engines and coal combustion.

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on Type 2 particles would be thinner due to reduced secondary formation, and the extinction

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coefficients would not be enhanced as much as predicted using the internally mixed particle

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representation. The overall formation of secondary PM is similar in the AR and base case even

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though the distribution of secondary materials among primary particle cores differs in these two

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cases.

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oxidation rates to form less volatile products. This finding is consistent with previous simulations

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in the South Coast Air Basin surrounding Los Angeles, California 18.

In reality, the shell

The amount of secondary PM is still limited by the availability of precursor gases and

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Type 1 and Type 2 particles defined in the current study have very different hygroscopicity.

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However, the two types have similar age distributions, probably because the simulated episode is

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a relatively dry period with mostly clear sky so that the difference in the secondary PM components

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is small and the resulting diameter change does not lead to significantly different deposition rates.

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However, one would expect that the difference in the relative fraction of more hygroscopic 12 ACS Paragon Plus Environment

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secondary components would affect the aerosol’s ability to act as CNN, and thus could have

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significant implication in weather and climate predictions. The impact of representing particles as

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source and time resolved ensemble should be evaluated in meteorology and chemistry coupled

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models.

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3.3 Effects on aerosol optical properties

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Aerosol optical properties change as they age in the atmospheric through physical and

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chemical processes. Figure 6 shows the extinction coefficient (bext), single scattering albedo, and

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asymmetry factor of aerosols in the AR case and differences between the AR case and the base

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case. The asymmetry factor is a measure of the preferred scattering direction. It approaches +1 for

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scattering strongly peaked in the forward direction and -1 for scattering strongly peaked in the

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backward direction. The predicted bext in the AR case is as high as 0.16 km-1 (corresponding to a

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visual range of ~24 km) in urban Houston and northeast of the domain, and is ~0.08-0.1 km-1 in

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other regions during the simulated time period. The difference in bext between the AR case and the

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base case is up to 0.06 km-1 in urban Houston (~35% difference) and 0.02-0.03 km-1 in other land

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areas. Coastal and ocean areas show no difference as the majority of the particles are well aged in

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these regions. Single scattering albedo is ~0.88 in urban area and close to 1 in other areas. The

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difference between the AR case and the base case is as high as 0.12 in urban Houston and 0.04 m-1

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in the surrounding areas and other small urban areas. The base case results have lower values of

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the asymmetry factor as the source-oriented external mixture of fresh and aged EC leads to less

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absorption. The asymmetry factor is between 0.6-0.7 within the domain and large differences of

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0.2 are observed between the AR case and base case in urban areas. Separate representation of EC

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particles from other particles changed the particles asymmetry factor by up to 30% in urban areas

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like Houston. The Houston area is cleaner than more polluted areas in China and India which

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emphasizes the need to properly treat the aging of EC in models with online photolysis calculations.

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With the differences in age distribution, secondary formation, optical and hygroscopic properties

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of EC from different sources after emission, the roles of EC in atmospheric radiation, air quality 13 ACS Paragon Plus Environment

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and cloud formation would be different for different source origins. It is important to accounting

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for the differential aerosol physical and chemical properties due to atmospheric age distribution in

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air quality and climate model for more accurate estimation of aerosol effects.

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Overall, this study expanded the source-oriented UCD/CIT model with multiple time bins

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to track the contribution of particles with different atmospheric aging times to EC in Southeast

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Texas. The age distribution of particles from different sources is similar in the relatively dry and

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clean period, but it does lead to significant differences in optical properties including up to 35%

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difference in extinction coefficient in urban Houston. Considering the differences in the optical

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and hygroscopic properties between freshly emitted and aged EC shown by experimental studies,

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current results provide valuable information on separately tracking particles based on their

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atmospheric ages. Potentially, it is important in presenting radiation balance and cloud formation

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in climate models, which will improve the evaluation of direct and indirect effects of aerosols on

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climate. Future studies include applying the model in severely polluted environments in episodes

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with significant observations of aging distribution for model evaluation and improving the model

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performance on secondary formation.

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Supporting Information

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Detailed Methods section showing model description, model application and changes made to the

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codes, a table showing the model vertical structure, and figures showing model configuration,

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emissions, regional age distribution and components of each particle group at different sites.

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Acknowledgments

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This work was partially supported by the National Key R&D Program of China

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(2016YFC0203500, Task #2). Portions of this research were conducted with high performance

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computing resources provided by Louisiana State University (http://www.hpc.lsu.edu). Authors

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thank Mark Estes of the Texas Commission of Environmental Quality for providing emissions and

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meteorology inputs and Yosuke Kimura and David Allen from University of Texas at Austin for

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providing wildfire emissions. 14 ACS Paragon Plus Environment

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Figure 1. Schematic diagram of source- and age-resolved particle representation (n is the total number of time bins). In this representation, the particles are represented as a source-oriented external mixture with 2*n independent bins. In this study, n=7.

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Figure 2. Regional distribution of episode-averaged EC concentrations in Southeast Texas for different age groups. Panels (a-g) show the EC concentrations at different age groups. Panel (h) shows the contribution of boundary conditions (BCs) to EC with the locations of sites for comparison in this study (a) BAYP, (b) CONR and (c) HSVL. Panel (i) shows the total EC concentrations. The scales are different on panels. Units are µg m-3.

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Figure 3. Episode-averaged EC concentrations for two types and 7 time bins at three stations. Contributions of boundary conditions are not included.

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Figure 4. Episode-averaged diurnal variation (local time) of the mass fractional (%) contributions of time bins to EC concentrations at three stations.

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Figure 5. Episode-averaged model representation of Type 2 aerosols at BAYP. Each of the pie charts illustrates the composition of a single particle for a certain type and age group with a certain size. OTHER represents the components in PM2.5 other than the explicit components. Only PM2.5 particles are shown. The averaged diameter and total concentrations of the particles are shown as labels. The size of each pie chart relatively shows the size of actual particle diameter.

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Figure 6. Extinction coefficient (bext, m−1), single albedo, and asymmetry factor (bscat/bext) of aerosols calculate by the age tracking case (a, b and c) and differences between the age tracking case and base case (d, e and f) averaged over the simulation episode in the 4-km southeast Texas domain.

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