Atmos. Chem. Phys., 16, 5969–5991, 2016
www.atmos-chem-phys.net/16/5969/2016/
doi:10.5194/acp-16-5969-2016
© Author(s) 2016. CC Attribution 3.0 License.
Organic nitrate chemistry and its implications for nitrogen budgets
in an isoprene- and monoterpene-rich atmosphere: constraints from
aircraft (SEAC
4
RS) and ground-based (SOAS) observations in the
Southeast US
Jenny A. Fisher
1,2
, Daniel J. Jacob
3,4
, Katherine R. Travis
3
, Patrick S. Kim
4
, Eloise A. Marais
3
, Christopher Chan
Miller
4
, Karen Yu
3
, Lei Zhu
3
, Robert M. Yantosca
3
, Melissa P. Sulprizio
3
, Jingqiu Mao
5,6
, Paul O. Wennberg
7,8
,
John D. Crounse
7
, Alex P. Teng
7
, Tran B. Nguyen
7,a
, Jason M. St. Clair
7,b
, Ronald C. Cohen
9,10
, Paul Romer
9
,
Benjamin A. Nault
10,c
, Paul J. Wooldridge
9
, Jose L. Jimenez
11,12
, Pedro Campuzano-Jost
11,12
, Douglas A. Day
11,12
,
Weiwei Hu
11,12
, Paul B. Shepson
13,14
, Fulizi Xiong
13
, Donald R. Blake
15
, Allen H. Goldstein
16,17
, Pawel K. Misztal
16
,
Thomas F. Hanisco
18
, Glenn M. Wolfe
18,19
, Thomas B. Ryerson
20
, Armin Wisthaler
21,22
, and Tomas Mikoviny
21
1
Centre for Atmospheric Chemistry, School of Chemistry, University of Wollongong, Wollongong, NSW, Australia
2
School of Earth and Environmental Sciences, University of Wollongong, Wollongong, NSW, Australia
3
Harvard John A. Paulson School of Engineering and Applied Sciences, Harvard University, Cambridge, MA, USA
4
Department of Earth and Planetary Sciences, Harvard University, Cambridge, MA, USA
5
Program in Atmospheric and Oceanic Sciences, Princeton University, Princeton, NJ, USA
6
Geophysical Fluid Dynamics Laboratory/National Oceanic and Atmospheric Administration, Princeton, NJ, USA
7
Division of Geological and Planetary Sciences, California Institute of Technology, Pasadena, CA, USA
8
Division of Engineering and Applied Science, California Institute of Technology, Pasadena, CA, USA
9
Department of Chemistry, University of California at Berkeley, Berkeley, CA, USA
10
Department of Earth and Planetary Science, University of California at Berkeley, Berkeley, CA, USA
11
Department of Chemistry and Biochemistry, University of Colorado, Boulder, CO, USA
12
Cooperative Institute for Research in Environmental Sciences, University of Colorado, Boulder, CO, USA
13
Department of Chemistry, Purdue University, West Lafayette, IN, USA
14
Department of Earth, Atmospheric and Planetary Sciences, Purdue University, West Lafayette, IN, USA
15
Department of Chemistry, University of California Irvine, Irvine, CA, USA
16
Department of Environmental Science, Policy, and Management, University of California at Berkeley, Berkeley, CA, USA
17
Department of Civil and Environmental Engineering, University of California at Berkeley, Berkeley, CA, USA
18
Atmospheric Chemistry and Dynamics Laboratory, NASA Goddard Space Flight Center, Greenbelt, MD, USA
19
Joint Center for Earth Systems Technology, University of Maryland Baltimore County, Baltimore, MD, USA
20
Chemical Sciences Division, Earth System Research Lab, National Oceanic and Atmospheric Administration,
Boulder, CO, USA
21
Department of Chemistry, University of Oslo, Oslo, Norway
22
Institute for Ion Physics and Applied Physics, University of Innsbruck, Innsbruck, Austria
a
now at: Department of Environmental Toxicology, University of California at Davis, Davis, CA, USA
b
now at: Atmospheric Chemistry and Dynamics Laboratory, NASA Goddard Space Flight Center, Greenbelt, MD, USA and
Joint Center for Earth Systems Technology, University of Maryland Baltimore County, Baltimore, MD, USA
c
now at: Department of Chemistry and Biochemistry and Cooperative Institute for Research in Environmental Sciences,
University of Colorado, Boulder, CO, USA
Correspondence to:
Jenny A. Fisher (jennyf@uow.edu.au)
Received: 18 January 2016 – Published in Atmos. Chem. Phys. Discuss.: 4 February 2016
Revised: 27 April 2016 – Accepted: 29 April 2016 – Published: 17 May 2016
Published by Copernicus Publications on behalf of the European Geosciences Union.
5970
J. A. Fisher et al.: Organic nitrate chemistry in an isoprene- and monoterpene-rich atmosphere
Abstract.
Formation of organic nitrates (RONO
2
) during ox-
idation of biogenic volatile organic compounds (BVOCs:
isoprene, monoterpenes) is a significant loss pathway for
atmospheric nitrogen oxide radicals (NO
x
), but the chem-
istry of RONO
2
formation and degradation remains uncer-
tain. Here we implement a new BVOC oxidation mecha-
nism (including updated isoprene chemistry, new monoter-
pene chemistry, and particle uptake of RONO
2
) in the GEOS-
Chem global chemical transport model with
∼
25
×
25 km
2
resolution over North America. We evaluate the model us-
ing aircraft (SEAC
4
RS) and ground-based (SOAS) observa-
tions of NO
x
, BVOCs, and RONO
2
from the Southeast US
in summer 2013. The updated simulation successfully re-
produces the concentrations of individual gas- and particle-
phase RONO
2
species measured during the campaigns. Gas-
phase isoprene nitrates account for 25–50 % of observed
RONO
2
in surface air, and we find that another 10 % is con-
tributed by gas-phase monoterpene nitrates. Observations in
the free troposphere show an important contribution from
long-lived nitrates derived from anthropogenic VOCs. Dur-
ing both campaigns, at least 10 % of observed boundary layer
RONO
2
were in the particle phase. We find that aerosol
uptake followed by hydrolysis to HNO
3
accounts for 60 %
of simulated gas-phase RONO
2
loss in the boundary layer.
Other losses are 20 % by photolysis to recycle NO
x
and 15 %
by dry deposition. RONO
2
production accounts for 20 % of
the net regional NO
x
sink in the Southeast US in summer,
limited by the spatial segregation between BVOC and NO
x
emissions. This segregation implies that RONO
2
production
will remain a minor sink for NO
x
in the Southeast US in the
future even as NO
x
emissions continue to decline.
1 Introduction
Nitrogen oxide radicals (NO
x
≡
NO
+
NO
2
) are critical in
controlling tropospheric ozone production (Monks et al.,
2015, and references therein) and influencing aerosol for-
mation (Rollins et al., 2012; Ayres et al., 2015; Xu et al.,
2015), with indirect impacts on atmospheric oxidation ca-
pacity, air quality, climate forcing, and ecosystem health. The
ability of NO
x
to influence ozone and aerosol budgets is tied
to its atmospheric fate. In continental regions, a significant
loss pathway for NO
x
is reaction with peroxy radicals de-
rived from biogenic volatile organic compounds (BVOCs) to
form organic nitrates (Liang et al., 1998; Browne and Co-
hen, 2012). NO
x
loss to organic nitrate formation is pre-
dicted to become increasingly important as NO
x
abundance
declines (Browne and Cohen, 2012), as has occurred in the
US over the past 2 decades (Hidy et al., 2014; Simon et al.,
2015). Despite this increasing influence on the NO
x
budget,
the chemistry of organic nitrates remains the subject of de-
bate, with key uncertainties surrounding the organic nitrate
yield from BVOC oxidation, the recycling of NO
x
from or-
ganic nitrate degradation, and the role of organic nitrates in
secondary organic aerosol formation (Paulot et al., 2012; Per-
ring et al., 2013). Two campaigns in the Southeast US in
summer 2013 provided data sets of unprecedented chemical
detail for addressing these uncertainties: the airborne NASA
SEAC
4
RS (Studies of Emissions and Atmospheric Compo-
sition, Clouds, and Climate Coupling by Regional Surveys;
Toon et al., 2016) and the ground-based SOAS (Southern Ox-
idants and Aerosols Study). Here we use a
∼
25
×
25 km
2
resolution 3-D chemical transport model (GEOS-Chem) to
interpret organic nitrate observations from both campaigns,
with focus on their impacts on atmospheric nitrogen (N) bud-
gets.
Nitrogen oxides are emitted from natural and anthro-
pogenic sources primarily as NO, which rapidly achieves
steady state with NO
2
. Globally, the dominant loss path-
way for NO
x
is reaction with the hydroxyl radical (OH) to
form nitric acid (HNO
3
). In the presence of VOCs, NO
x
can
also be lost by reaction with organic peroxy radicals (RO
2
)
to form peroxy nitrates (RO
2
NO
2
) and alkyl and multifunc-
tional nitrates (RONO
2
) (O’Brien et al., 1995). Their daytime
formation temporarily sequesters NO
x
, facilitating its export
to more remote environments (Horowitz et al., 1998; Paulot
et al., 2012; Mao et al., 2013). RO
2
NO
2
species are thermally
unstable at boundary layer temperatures and decompose back
to NO
x
on a timescale of minutes, except for the longer-lived
peroxyacylnitrates (PANs) (Singh and Hanst, 1981). RONO
2
species can dominate NO
x
loss when BVOC emissions are
high and NO
x
emissions are low (Browne and Cohen, 2012;
Paulot et al., 2012; Browne et al., 2014) and may be more
efficient for reactive N export than PANs (Mao et al., 2013).
The amount of NO
x
sequestered by RONO
2
depends on the
interplay between BVOC and NO
x
emissions, the RONO
2
yield from BVOC oxidation, and the eventual RONO
2
fate.
RONO
2
chemistry and impacts are illustrated schemati-
cally in Fig. 1, starting from reaction of NO
x
with BVOCs
(mainly isoprene and monoterpenes) to form RONO
2
. The
RONO
2
yield (
α
) from isoprene oxidation by OH has been
inferred from laboratory and field experiments to be 4–15 %
(Tuazon and Atkinson, 1990; Chen et al., 1998; Sprengnether
et al., 2002; Patchen et al., 2007; Perring et al., 2009a; Paulot
et al., 2009; Nguyen et al., 2014; Xiong et al., 2015). Mod-
els have shown nearly this full range of yields to be com-
patible with RONO
2
observations, depending on the chem-
ical mechanism assumed. For example, two models using
different isoprene reaction schemes both successfully repro-
duced observations from a 2004 aircraft campaign (ICARTT)
– one assuming a 4 % molar yield (Horowitz et al., 2007)
and the other assuming an 11.7 % molar yield (Mao et al.,
2013). The RONO
2
yield from monoterpene oxidation by
OH is even more uncertain. Laboratory measurements ex-
ist only for
α
-pinene, and these show divergent results: 26 %
Atmos. Chem. Phys., 16, 5969–5991, 2016
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J. A. Fisher et al.: Organic nitrate chemistry in an isoprene- and monoterpene-rich atmosphere
5971
NO
x
BVOC
+
NO
x
RONO
2
α
1−α
Photolysis,
Oxidation
NO
x
Aerosol
Uptake
pRONO
2
N deposition
N deposition
Hydrolysis
HNO
3
N deposition
Reactive
N export
(+ oxidant)
Figure 1.
Schematic representation of organic nitrate chemistry and impacts. Organic nitrates are shown in blue, NO
x
and processes that
recycle NO
x
are shown in red, and nitrogen deposition is shown in orange. Symbols courtesy of the Integration and Application Network,
University of Maryland Center for Environmental Science (ian.umces.edu/symbols/).
(Rindelaub et al., 2015), 18 % (Nozière et al., 1999), and 1 %
(Aschmann et al., 2002, a lower limit due to significant wall
losses). RONO
2
yields remain a significant uncertainty in
BVOC oxidation schemes, with implications for their im-
pacts on NO
x
sequestration.
The fate of RONO
2
is of central importance in determining
whether sequestered NO
x
is returned to the atmosphere or re-
moved irreversibly. Many first generation RONO
2
(i.e., those
formed from NO reaction with BVOC-derived peroxy radi-
cals) have a short lifetime against further oxidation to form
a suite of second generation RONO
2
(Beaver et al., 2012;
Mao et al., 2013; Browne et al., 2014), especially if they are
produced from di-olefins such as isoprene or limonene. Lab-
oratory studies indicate little NO
x
release during this process
(Lee et al., 2014); however, NO
x
can be recycled by subse-
quent oxidation and photolysis of second generation species
(Müller et al., 2014). Estimates of the NO
x
recycling ef-
ficiency, defined as the mean molar percentage of RONO
2
loss that releases NO
x
, range from
<
5 % to
>
50 % for iso-
prene nitrates (INs) (Horowitz et al., 2007; Paulot et al.,
2009), and best estimates depend on assumptions about the
IN yield (Perring et al., 2009a). NO
x
recycling efficiencies
from monoterpene nitrates (MTNs) have not been observed
experimentally, but model sensitivity studies have shown a
14 % difference in boundary layer NO
x
between scenarios
assuming 0 % vs. 100 % recycling (assuming an initial 18 %
MTN yield, Browne et al., 2014). Uncertainty in the NO
x
re-
cycling efficiency has a bigger impact on simulation of NO
x
and ozone than uncertainty in the RONO
2
yield (Xie et al.,
2013).
Organic nitrates are more functionalized and less volatile
than their BVOC precursors and are therefore more likely to
partition to the particle phase. In the Southeast US, Xu et al.
(2015) recently showed that particulate RONO
2
(pRONO
2
)
make an important contribution to total organic aerosol (5–
12 %), consistent with in situ observations from other envi-
ronments (Brown et al., 2009, 2013; Fry et al., 2013; Rollins
et al., 2012, 2013). Chamber experiments have shown high
mass yields of aerosol from NO
3
-initiated oxidation of iso-
prene (15–25 %; Ng et al., 2008; Rollins et al., 2009) and
some monoterpenes (33–65 %; Fry et al., 2014). There is ev-
idence that RONO
2
from OH-initiated oxidation also form
aerosol, although with lower yields, possibly via multifunc-
tionalized oxidation products (Kim et al., 2012; Lin et al.,
2012; Rollins et al., 2012; Lee et al., 2014). pRONO
2
are re-
moved either by deposition or by hydrolysis to form HNO
3
(Jacobs et al., 2014; Rindelaub et al., 2015). Both losses aug-
ment N deposition to ecosystems (Lockwood et al., 2008).
Aerosol partitioning competes with photochemistry as a loss
for gas-phase RONO
2
with impacts for NO
x
recycling. Par-
titioning also competes with gas-phase deposition, and be-
cause lifetimes against deposition are much longer for or-
ganic aerosols than for gas-phase precursors (Wainwright
et al., 2012; Knote et al., 2015), this process may shift the en-
hanced N deposition associated with RONO
2
(Zhang et al.,
2012; Nguyen et al., 2015) to ecosystems further downwind
of sources.
The 2013 SEAC
4
RS and SOAS campaigns provide a
unique resource for evaluating the impact of BVOC-derived
organic nitrates on atmospheric NO
x
. Both campaigns pro-
vided data sets of unprecedented chemical detail, including
isoprene, monoterpenes, total and particle-phase RONO
2
,
and speciated INs; during SOAS these were further aug-
mented by measurements of MTNs. Continuous measure-
ments from the SOAS ground site provide high temporal res-
olution and constraints on diurnal variability (e.g., Nguyen
et al., 2015; Xiong et al., 2015). These are complemented by
extensive boundary layer profiling across a range of chemi-
cal environments from the SEAC
4
RS airborne measurements
(Toon et al., 2016). Combined, the campaigns covered the
summer period when BVOC emissions in the Southeast US
are at a maximum (Palmer et al., 2006). These data offer new
constraints for testing models of organic nitrate chemistry,
with implications for our understanding of NO
x
, ozone, and
aerosol budgets in BVOC-dominated environments world-
wide.
We examine here the impact of BVOC oxidation on at-
mospheric NO
x
, using the 2013 campaign data combined
with the GEOS-Chem model. The version of GEOS-Chem
used in this work represents a significant advance over previ-
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Atmos. Chem. Phys., 16, 5969–5991, 2016
5972
J. A. Fisher et al.: Organic nitrate chemistry in an isoprene- and monoterpene-rich atmosphere
ous studies, with higher spatial resolution (
∼
25
×
25 km
2
)
that better captures the spatial segregation of BVOC and
NO
x
emissions (Yu et al., 2016); updated isoprene nitrate
chemistry incorporating new experimental and theoretical
findings (e.g., Lee et al., 2014; Müller et al., 2014; Peeters
et al., 2014; Xiong et al., 2015); addition of monoterpene ni-
trate chemistry (Browne et al., 2014; Pye et al., 2015); and
consideration of particle uptake of gas-phase isoprene and
monoterpene nitrates. We first evaluate the updated GEOS-
Chem simulation using SOAS and SEAC
4
RS observations
of BVOCs, organic nitrates, and related species. We then use
GEOS-Chem to quantify the fates of BVOC-derived organic
nitrates in the Southeast US. Finally, we investigate the im-
pacts of organic nitrate formation on the NO
x
budget.
2 Updates to GEOS-Chem simulation of organic
nitrates
We use a new high-resolution version of the GEOS-Chem
CTM (www.geos-chem.org) v9-02, driven by assimilated
meteorology from the NASA Global Modeling and Assim-
ilation Office (GMAO) Goddard Earth Observing System
Forward Processing (GEOS-FP) product. The model is run
in a nested configuration (Wang et al., 2004), with a native
GEOS-FP horizontal resolution of 0.25
◦
latitude by 0.3125
◦
longitude over North America (130–60
◦
W, 9.75–60
◦
N).
Boundary conditions are provided from a 4
◦
×
5
◦
global sim-
ulation, also using GEOS-Chem. The native GEOS-FP prod-
uct includes 72 vertical layers of which
∼
38 are in the tropo-
sphere. Temporal resolution of GEOS-FP is hourly for sur-
face variables and 3-hourly for all others. Our simulations
use a time step of 5 min for transport and 10 min for emis-
sions and chemistry.
GEOS-Chem has been applied previously to simulation of
organic nitrates in the Southeast US (e.g., Fiore et al., 2005;
Zhang et al., 2011; Mao et al., 2013). Mao et al. (2013) re-
cently updated the GEOS-Chem isoprene oxidation mecha-
nism to include explicit production and loss of a suite of sec-
ond generation isoprene nitrates and nighttime oxidation by
nitrate radicals. While their updated simulation showed good
agreement with aircraft observations from the 2004 ICARTT
campaign over the eastern US, we find that the more detailed
chemical payloads available during SOAS and SEAC
4
RS
highlight deficiencies in that mechanism, resulting in large
model biases in RONO
2
.
A major component of this work is modification of the or-
ganic nitrate simulation in GEOS-Chem. Our focus here is
on the BVOC-derived nitrates for which field measurements
are newly available. GEOS-Chem simulation of PANs was
recently updated by Fischer et al. (2014) and is not discussed
here. Our improvements to the RONO
2
simulation are de-
tailed below and include updates to isoprene oxidation chem-
istry, addition of monoterpene oxidation chemistry, and in-
clusion of aerosol uptake of RONO
2
followed by particle-
phase hydrolysis. Other updates from GEOS-Chem v9-02
and comparison to Southeast US observations are presented
in several companion papers. Kim et al. (2015) describe the
aerosol simulation and Travis et al. (2016) the gas-phase oxi-
dant chemistry. Constraints on isoprene emissions from satel-
lite formaldehyde observations are described by Zhu et al.
(2016). The low-NO
x
isoprene oxidation pathway and im-
plications for organic aerosols are described by Marais et al.
(2016). Finally, Yu et al. (2016) evaluate the impact of model
resolution and spatial segregation of NO
x
and BVOC emis-
sions on isoprene oxidation. Our simulation is identical to
that used in Travis et al. (2016), Yu et al. (2016), and Zhu
et al. (2016).
2.1 Isoprene oxidation chemical mechanism
The basic structure of the GEOS-Chem isoprene oxidation
mechanism is described by Mao et al. (2013), with updates
to low-NO
x
pathways described and validated by Travis et al.
(2016). All updates to the isoprene oxidation mechanism are
provided in Travis et al. (2016) Tables S1 and S2. Figure 2
shows our updated implementation of OH-initiated isoprene
oxidation in the presence of NO
x
leading to isoprene nitrate
(IN) formation. Isoprene oxidation by OH produces isoprene
peroxy radicals (ISOPO
2
) in either
β
- or
δ
-hydroxy peroxy
configurations depending on the location of OH addition. In
the presence of NO
x
, ISOPO
2
reacts with NO to either pro-
duce NO
2
(the dominant fate; Perring et al., 2013) or form
INs, with the yield of INs (
α
) defined as the branching ra-
tio between these two channels. Early laboratory measure-
ments of
α
suggested an IN yield between 4.4 and 12 % (Tu-
azon and Atkinson, 1990; Chen et al., 1998; Sprengnether
et al., 2002; Patchen et al., 2007; Paulot et al., 2009; Lock-
wood et al., 2010). More recent experiments indicate contin-
uing uncertainty in
α
, with a measured yield of
α
=
9
±
4 %
from the Purdue Chemical Ionization Mass Spectrometer
(CIMS; Xiong et al., 2015) and
α
=
13
±
2 % from the Cal-
tech CF
3
O
−
Time-of-Flight CIMS (CIT-ToF-CIMS; Teng
et al., 2016), despite excellent agreement during calibrated
intercomparison exercises using one isoprene nitrate isomer
(4,3 ISOPN). The sensitivity of the CIT-ToF-CIMS is sim-
ilar for all isomers of ISOPN (Lee et al., 2014), while the
Purdue instrument is less sensitive to the major isomer (1,2
ISOPN) (Xiong et al., 2015). Here, we use a first generation
IN yield of
α
=
9 %, which we find provides a reasonable
simulation of the SOAS observations and is also consistent
with the SOAS box model simulations of Xiong et al. (2015).
We discuss the model sensitivity to the choice of
α
in Sect. 3.
For the oxidation of isoprene by OH, the mechanism de-
scribed in Mao et al. (2013) assumed a first generation IN
composition of 40 %
β
-hydroxyl INs (
β
-ISOPN) and 60 %
δ
-hydroxyl INs (
δ
-ISOPN). However, new theoretical con-
straints show that under atmospheric conditions,
δ
-channel
peroxy radicals are only a small fraction of the total due to
fast redissociation of peroxy radicals that fosters interconver-
Atmos. Chem. Phys., 16, 5969–5991, 2016
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J. A. Fisher et al.: Organic nitrate chemistry in an isoprene- and monoterpene-rich atmosphere
5973
NO
1
2
3
4
OH,
O
2
NO
2
MACR
MVK
HCHO
Other
C
5
products
OH
OO
OO
OH
β
-hydroxyl
peroxy
radical
and
isomers
δ
-hydroxyl
peroxy
radical
and
isomers
90%
10%
ISOPO
2
ISOPO
2
α
=9%
91%
NO
α
=9%
91%
OH
ONO
2
β
-hydroxyl
isoprene
nitrate
and
isomers
β
-ISOPN
ONO
2
OH
δ
-hydroxyl
isoprene
nitrate
and
isomers
δ
-ISOPN
OH,
O
2
90%
10%
isoprene
epoxy
diols
NO
2
OH
ONO
2
β
-ISOPNO
2
OO
•
OH
OH,
O
2
90%
10%
ONO
2
OH
OO
•
OH
δ
-ISOPNO
2
NO,
HO
2
methylvinylketone
nitrate
MVKN
O
methacrolein
nitrate
MACRN
ONO
2
OH
O
2
NO
O
2
NO
OH
OH
C
5
diydroxy
dinitrate
DHDN
propanone
nitrate
PROPNN
O
2
NO
O
ethanal
nitrate
ETHLN
NO,
HO
2
21%
(NO)
20%
(HO
2
)
30%
(NO)
23%
(HO
2
)
27%
(NO)
21%
(NO)
44%
(NO)
28%
(HO
2
)
26%
(NO)
16%
(HO
2
)
O
2
NO
O
O
ONO
2
OH
Figure 2.
Schematic of the formation of isoprene nitrates (INs) from OH-initiated isoprene oxidation as implemented in GEOS-Chem. The
isomers shown are indicative as the mechanism does not distinguish between isomers (except for
β
- vs.
δ
-configurations). For ISOPNO
2
oxidation, only IN products are shown, along with their yields from both NO and HO
2
pathways. Small yields (
<
10 %) of MVKN and
MACRN from
δ
-ISOPNO
2
are not shown.
sion between isomers and tends towards an equilibrium pop-
ulation with more than 95 %
β
-isomers (Peeters et al., 2014).
Using a simplified box model based on the extended Leu-
ven Isoprene Mechanism, LIM1, we found
δ
-isomers were
4–8 % of the total peroxy pool in representative Southeast
US boundary layer conditions (temperature
∼
295–300 K,
ISOPO
2
lifetime
∼
20–60 s). In what follows, we use an IN
distribution of 90 %
β
-ISOPN and 10 %
δ
-ISOPN. Our box
modeling suggests 10 % is an upper limit for the
δ
-ISOPN
pool; however, we maintain this value as it allows improved
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Atmos. Chem. Phys., 16, 5969–5991, 2016
5974
J. A. Fisher et al.: Organic nitrate chemistry in an isoprene- and monoterpene-rich atmosphere
simulation of species with predominantly
δ
-pathway origins,
including glyoxal and the second generation INs propanone
nitrate (PROPNN) and ethanal nitrate (ETHLN).
First generation ISOPN isomers formed via OH oxidation
of isoprene have a short photochemical lifetime against at-
mospheric oxidation (Paulot et al., 2009; Lockwood et al.,
2010; Lee et al., 2014). Here we use updated reaction rate
constants and products from Lee et al. (2014) that increase
the
β
-ISOPN
+
OH reaction by roughly a factor of 2 and de-
crease ozonolysis by 3 orders of magnitude (relative to the
previous mechanism based on Lockwood et al., 2010; Paulot
et al., 2009). Changes in
δ
-ISOPN reaction rate constants
are more modest but in the same direction. For both iso-
mers, reaction with OH forms a peroxy radical (ISOPNO
2
)
along with a small (10 %) yield of isoprene epoxy diols (Ja-
cobs et al., 2014). Rate constants and products of the sub-
sequent oxidation of ISOPNO
2
to form a suite of second
generation INs follow the Lee et al. (2014) mechanism. We
explicitly simulate methylvinylketone nitrate (MVKN) and
methacrolein nitrate (MACRN), which are primarily from
the
β
-pathway; PROPNN and ETHLN, which are primar-
ily from the
δ
-pathway (and NO
3
-initiated oxidation); and
C
5
dihydroxy dinitrate (DHDN), formed from both isomers
(Lee et al., 2014).
Isoprene reaction with NO
3
is the dominant isoprene
sink at night and can also be significant during the day
(Ayres et al., 2015), producing INs with high yield (Per-
ring et al., 2009b; Rollins et al., 2009). This reaction can
account for more than 20 % of isoprene loss in some en-
vironments (Brown et al., 2009) and may explain 40–50 %
of total RONO
2
in the southeast (Mao et al., 2013; Xie
et al., 2013). The mechanism used here is identical to that
described by Mao et al. (2013). Reaction of isoprene with
NO
3
forms a nitrooxy peroxy radical (INO
2
). Subsequent re-
action of INO
2
with NO, NO
3
, itself, or other peroxy radi-
cals forms a first generation C
5
carbonyl nitrate (ISN1) with
70 % yield, while reaction with HO
2
forms a C
5
nitrooxy
hydroperoxide (INPN) with 100 % yield. In this simplified
scheme, we do not distinguish between
β
- and
δ
-isomers
for ISN1 and INPN, nor do we include the C
5
hydroxy
nitrate species recently identified in chamber experiments
(Schwantes et al., 2015). Mao et al. (2013) lumped all second
generation nitrates derived from ISN1 and INPN into a single
species (R
4
N
2
), but here we assume that the lumped species
is PROPNN on the basis of recent chamber experiments that
show PROPNN to be a high-yield photooxidation product of
INs from NO
3
-initiated oxidation (Schwantes et al., 2015).
This effectively assumes instantaneous conversion of INs to
PROPNN, a simplification that results in a shift in the sim-
ulated diurnal cycle of PROPNN (see Sect. 3). We do not
include here the nitrooxy hydroxyepoxide product recently
identified by Schwantes et al. (2015).
Possible fates for second generation INs include further
oxidation, photolysis, uptake to the aerosol phase followed
by hydrolysis (Sect. 2.3), and removal via wet and dry de-
position. Müller et al. (2014) show that photolysis is likely
significantly faster than reaction with OH for carbonyl ni-
trates (e.g., MVKN, MACRN, ETHLN, PROPNN) due to
enhanced absorption cross sections and high quantum yields
caused by the proximity of the carbonyl group (a strongly
absorbing chromophore) to the weakly bound nitrate group.
Here we increase the absorption cross sections of the car-
bonyl INs following the methodology of Müller et al. (2014,
Sect. 2). Briefly, we first use the PROPNN cross section
measured by Barnes et al. (1993) to calculate a wavelength-
dependent cross section enhancement ratio (
r
nk
), defined as
the ratio of the measured cross section to the sum of the
IUPAC-recommended cross sections for associated mono-
functional nitrates and ketones. We then calculate new cross
sections for ETHLN, MVKN, and MACRN by multiplying
r
nk
by the sum of cross sections from appropriate mono-
functional analogs (Table S5). The new cross sections are 5–
15 times larger than in the original model, which used the
IUPAC-recommended cross section of the monofunctional
analog tert-butyl nitrate for all carbonyl nitrates (Roberts
and Fajer, 1989). For all species, we calculate photolysis
rates assuming unity quantum yields, whereby the weak O–
NO
2
bond dissociates upon a rearrangement after photon ab-
sorption to the carbonyl chromophore (Müller et al., 2014).
Peak midday photolysis rates now range from
∼
3
×
10
−
5
s
−
1
(PROPNN) to
∼
3
×
10
−
4
s
−
1
(MACRN).
Removal by dry deposition has been updated based on new
observations from the SOAS ground site. The dry deposition
calculation is now constrained to match observed deposi-
tion velocities for ISOPN, MVKN, MACRN, and PROPNN
(Nguyen et al., 2015; Travis et al., 2016), with all other
RONO
2
deposition velocities scaled to that of ISOPN. Wet
scavenging of gases is described in Amos et al. (2012) and
has been modified here to use the same Henry’s law coeffi-
cients as for dry deposition. Aerosol partitioning is described
in Sect. 2.3 below.
2.2 Monoterpene oxidation chemical mechanism
Monoterpene chemistry is not included in the standard
GEOS-Chem gas-phase chemical mechanism. Here we im-
plement a monoterpene nitrate scheme developed by Browne
et al. (2014) that was built on the RACM2 chemical mecha-
nism (Goliff et al., 2013) and evaluated using aircraft obser-
vations over the Canadian boreal forest (Browne et al., 2014).
Our implementation is summarized in Fig. 3 and described
briefly below, with the full mechanism available in the Sup-
plement (Tables S1–S3) and at http://wiki.seas.harvard.edu/
geos-chem/index.php/Monoterpene_nitrate_scheme. We in-
clude two lumped monoterpene tracers: API representing
monoterpenes with one double bond (
α
-pinene,
β
-pinene,
sabinene, and
1
-3-carene) and LIM representing monoter-
penes with two double bonds (limonene, myrcene, and
ocimene). Combined, these species account for roughly 90 %
of all monoterpene emissions (Guenther et al., 2012), and we
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5975
α
-pinene
+
β
-pinene
+
sabinene
+
Δ
-3-carene
API
Limonene + myrcene + ocimene
LIM
OO
•
OH
MONITS
α
=12%
α
=18%
MONITU
α
=6%
MONITU
MONITS
MONITU
OO
•
ONO
2
DAY:
+
OH
+
O
2
NIGHT:
+
NO
3
+
O
2
DAY:
+
OH
+
O
2
+
HO
2
,
NO,
RO
2
α
=7%
Nitroxy peroxy
radical
α
=3%
90%
NO
2
82%
NO
2
MONITS
MONITU
NIGHT:
+
NO
3
+
O
2
+
HO
2
,
NO,
RO
2
α
=35%
Nitroxy peroxy
radical
α
=15%
50%
NO
2
HO
OO
•
OO
•
ONO
2
Peroxy
radical
+
NO
Peroxy
radical
82%
NO
2
+
NO
Figure 3.
Simplified representation of the formation of monoterpene nitrates (MTN) from monoterpene oxidation as implemented in GEOS-
Chem. For each lumped species, only one indicative form is shown.
neglect other terpenes here. During the day, LIM and API are
oxidized by OH to form peroxy radicals. Subsequent reaction
with NO forms first generation monoterpene nitrates with a
yield of 18 % (Nozière et al., 1999). These can be either satu-
rated (MONITS) or unsaturated (MONITU), with precursor-
dependent partitioning as shown in Fig. 3. For all subsequent
discussion, we refer to their sum MONIT
=
MONITU
+
MONITS.
At night, both LIM and API react with NO
3
to form a
nitrooxy peroxy radical that either decomposes to release
NO
2
or retains the nitrate functionality to form MONIT.
The branching ratio between these two fates is 50 % nitrate-
retaining for LIM
+
NO
3
(Fry et al., 2014) and 10 % nitrate-
retaining for API
+
NO
3
(Browne et al., 2014). The 10 % ni-
trate yield from API
+
NO
3
is on the low end of the observed
range (Fry et al., 2014), so simulated pinene-derived MONIT
should be considered a lower bound. In Browne et al. (2014),
the API
+
NO
3
reaction used the
α
-pinene
+
NO
3
rate con-
stant from the Master Chemical Mechanism (MCMv3.2).
We have updated this rate constant to
k
API
+
NO
3
=
8
.
33
×
10
−
13
e
490
/T
, a rough average of the MCMv3.3
α
- and
β
-
pinene values, as API comprises both
α
- and
β
-pinenes (the
dominant API components, present in roughly equal amounts
during both SEAC
4
RS and SOAS). API and LIM also react
with O
3
, but this reaction does not lead to RONO
2
formation.
We do not distinguish between OH-derived and NO
3
-
derived MTN species. MONIT are subject to removal via wet
and dry scavenging, aerosol uptake, photolysis, ozonolysis
(MONITU only), and oxidation by OH. Here, we also add
MONIT reaction with NO
3
with the same rate constant as
used for nighttime isoprene nitrates. The products of MONIT
oxidation are currently unknown; here we follow Browne
et al. (2014) and assume oxidation produces a second gen-
eration monoterpene nitrate (HONIT) that undergoes dry de-
position, photolysis, and oxidative loss. In our simulation,
HONIT is also removed via aerosol uptake (Sect. 2.3).
2.3 Aerosol partitioning of RONO
2
Evidence from laboratory and field studies suggests aerosol
uptake is a potentially significant loss pathway for gas-phase
RONO
2
(e.g., Day et al., 2010; Rollins et al., 2010; Darer
et al., 2011; Fry et al., 2013, 2014). In particular, BVOC ox-
idation by NO
3
radicals has been shown to result in high or-
ganic aerosol yields (Ng et al., 2008; Fry et al., 2009; Rollins
et al., 2012). Recent work from SOAS highlighted the role
of the monoterpenes
+
NO
3
reaction, with an estimated 23–
44 % yield of organic nitrate aerosol (Ayres et al., 2015)
that can explain roughly half of nighttime secondary organic
aerosol production (Xu et al., 2014). Isoprene
+
NO
3
re-
sults in smaller but still significant yields; Xu et al. (2014)
estimate that isoprene was responsible for 20 % of night-
time NO
3
-derived organic aerosol observed during SOAS.
Organic nitrate aerosol yields from daytime oxidation by OH
are lower but non-negligible. At Bakersfield, for example,
Rollins et al. (2013) found 21 % of RONO
2
partitioned to the
aerosol phase during the day, and that these could explain
5 % of the total daytime organic aerosol mass.
Aerosol partitioning of RONO
2
has not previously been
considered in GEOS-Chem. Here we add this process using
a reactive uptake coefficient (
γ
) parameterization. Our pa-
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5976
J. A. Fisher et al.: Organic nitrate chemistry in an isoprene- and monoterpene-rich atmosphere
rameterization was designed to provide a necessary sink for
gas-phase RONO
2
species (overestimated in earlier iterations
of our model), and therefore makes a number of simplifying
assumptions. In particular, we do not allow pRONO
2
to re-
partition to the gas phase (likely to impact the more volatile
isoprene-derived nitrates), and uptake coefficients are de-
fined to fit the measurements of gas-phase species. More ac-
curate simulation of organic nitrate aerosols would require
additional updates that take into account vapor pressure dif-
ferences between species (as done recently by Pye et al.,
2015) and incorporate new findings from SOAS (Ayres et al.,
2015; Lee et al., 2016). For our simulation, we apply reactive
uptake to all BVOC-derived RONO
2
except PROPNN and
ETHLN, which lack hydroxyl groups and are therefore ex-
pected to be significantly less soluble. We assume an uptake
coefficient of
γ
=
0.005 for isoprene nitrates (from both day-
time and nighttime chemistry) and
γ
=
0.01 for all monoter-
pene nitrates (Table S4). Our isoprene nitrate uptake coeffi-
cient is in the middle of the range predicted by Marais et al.
(2016) using a mechanistic formulation, and is a factor of 4
lower than the upper limit for ISOPN inferred by Wolfe et al.
(2015) using SEAC
4
RS flux measurements. Although sim-
plified, we find this parameterization provides a reasonable
fit to the SEAC
4
RS and SOAS observations of individual
gas-phase RONO
2
species measured by the CIT-ToF-CIMS
and total pRONO
2
measured by an aerosol mass spectrome-
ter (AMS) (see Sects. 3 and 4).
After partitioning to the aerosol, laboratory experiments
have shown that pRONO
2
can hydrolyze to form alcohols
and nitric acid via pRONO
2
+
H
2
O
→
ROH
+
HNO
3
. Some
pRONO
2
species hydrolyze rapidly under atmospherically
relevant conditions, while others are stable against hydrolysis
over timescales significantly longer than the organic aerosol
lifetime against deposition (Darer et al., 2011; Hu et al.,
2011; Liu et al., 2012; Jacobs et al., 2014; Rindelaub et al.,
2015). Lifetimes against hydrolysis inferred from bulk aque-
ous and reaction chamber studies range widely from minutes
(Darer et al., 2011; Rindelaub et al., 2015) to a few hours
(Liu et al., 2012; Lee et al., 2016) to nearly a day (Jacobs
et al., 2014). Here we apply a bulk lifetime against hydroly-
sis for the entire population of pRONO
2
(similar to Pye et al.,
2015). In other words, our implementation of aerosol parti-
tioning involves a two-step process of (1) uptake of gas-phase
RONO
2
to form a simplified non-volatile pRONO
2
species,
with a rate determined by
γ
, followed by (2) hydrolysis of
the simplified pRONO
2
species to form HNO
3
, with a rate
determined by the lifetime against hydrolysis. These steps
are de-coupled, and we do not include any dependence of
γ
on the hydrolysis rate (unlike the more detailed formulation
of Marais et al., 2016). In subsequent sections, we compare
the simplified pRONO
2
formed as an intermediate during
this process to total pRONO
2
derived from observations. The
assumption of a single hydrolysis lifetime overestimates the
loss rate of non-tertiary nitrates (Darer et al., 2011; Hu et al.,
2011) and may lead to model bias in total pRONO
2
, partic-
ularly in the free troposphere where the longer-lived species
would be more prevalent (see Sect. 4).
We assume here a bulk lifetime against hydrolysis of 1 h,
which we found in preliminary simulations to provide a bet-
ter simulation of pRONO
2
than longer lifetimes. Our 1 h bulk
hydrolysis lifetime is shorter than the 2–4 h lifetime found
in recent analysis of SOAS data and laboratory experiments
(Boyd et al., 2015; Lee et al., 2016; Pye et al., 2015) – likely
reflecting the simplifying assumptions of our uptake parame-
terization. In any case, the choice of hydrolysis lifetime does
not affect the concentration of gas-phase RONO
2
species
(because pRONO
2
cannot re-partition to the gas phase in the
model), and we find this value provides a reasonable match to
AMS measurements of total pRONO
2
at the surface during
SOAS and SEAC
4
RS (see Sects. 3 and 4). Impacts on HNO
3
are minor: compared to a simulation without hydrolysis, our
simulation with a 1 h lifetime against hydrolysis increased
boundary layer HNO
3
by 20 ppt, or 2.4 %.
3 BVOCs and organic nitrates in the Southeast US
We evaluate the updated GEOS-Chem simulation us-
ing Southeast US measurements of isoprene, monoter-
penes, and a suite of oxidation products from two
field campaigns in summer 2013. SEAC
4
RS was a
NASA aircraft campaign that took place in August–
September 2013 (Toon et al., 2016). All observations dis-
cussed in this work were taken onboard the NASA DC-
8 (data doi:10.5067/Aircraft/SEAC4RS/Aerosol-TraceGas-
Cloud), which was based in Houston, Texas, with an
∼
8 h
flight range. SOAS was a ground-based campaign that took
place in June–July 2013 at the Centreville monitoring site
near Brent, Alabama (32.903
◦
N, 87.250
◦
W).
3.1 Isoprene and monoterpenes
Understanding BVOC sources and chemistry was a primary
goal of SEAC
4
RS, resulting in a large number of boundary
layer flights over regions of enhanced biogenic emissions
(Kim et al., 2015). Isoprene and monoterpene distributions
in Southeast US surface air (80–94.5
◦
W, 29.5–40
◦
N, and
below 1 km) measured by PTR-MS are shown in Fig. 4, and
their campaign-median vertical profiles are shown in Fig. 5b,
c. Whole air sampler (WAS) measurements of isoprene and
α
-pinene
+
β
-pinene (Fig. S1 in the Supplement) are sim-
ilar, but with more limited sampling than the PTR-MS. All
observations have been averaged to the spatial and temporal
resolution of the model.
The SOAS site is located at the edge of a mixed coniferous
and deciduous forest (Nguyen et al., 2015). SOAS observa-
tions of isoprene and monoterpenes, measured by PTR-ToF-
MS and averaged to hourly mean values, are shown in Fig. 6.
Both species display a clear diurnal cycle with peak isoprene
during day, reflecting the light- and temperature-dependent
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J. A. Fisher et al.: Organic nitrate chemistry in an isoprene- and monoterpene-rich atmosphere
5977
DC-8 OBSERVATIONS
0
1000
2000
3000
4000
ppt
Isoprene
GEOS-CHEM
Monoterpenes
0
100
200
300
400
ppt
Figure 4.
Observed (left) and simulated (right) mixing ratios of isoprene and monoterpenes below 1 km during the SEAC
4
RS aircraft
campaign (12 August–23 September 2013). The GEOS-Chem model has been sampled along the aircraft flight tracks, and the observations
binned to the spatial and temporal resolution of the model. The normalized mean bias of the simulation relative to the PTR-MS measurements
in the lowest 500 m is
+
34 % for isoprene and
+
3 % for monoterpenes.
source, and peak monoterpenes at night. For monoterpenes,
the figure also shows the sum of
α
-pinene
+
β
-pinene as
measured by 2D-GC-FID, which indicates that these are the
dominant monoterpenes.
Figures 4, 5, and 6 compare observed BVOCs from both
campaigns to the GEOS-Chem simulation, sampled to match
the observations. Similar figures for NO
x
can be found in
Travis et al. (2016) and in Fig. S2. Model bias relative to
observations is quantified using the normalized mean bias
NMB
=
100 %
×[
∑
i
(M
i
−
O
i
)/
∑
i
(O
i
)
]
, where
O
i
and
M
i
are the observed and modeled values and the summation is
over all hours (SOAS) or unique grid box–time step combi-
nations along the flight tracks (SEAC
4
RS). BVOC emissions
are from MEGANv2.1 (Guenther et al., 2012) and have been
decreased by 15 % for isoprene and doubled for monoter-
penes to better match aircraft (isoprene, monoterpene) and
satellite (formaldehyde) observations (Kim et al., 2015; Zhu
et al., 2016). With these scalings applied, simulated sur-
face isoprene and monoterpenes overestimate somewhat the
SEAC
4
RS data (Fig. 4, mainly due to a few simulated high-
BVOC events), but the medians are well within the observed
variability (Fig. 5). Model high bias above 500 m is likely
caused by excessive vertical mixing through the simulated
boundary layer (Travis et al., 2016). Relative to the SOAS
data, simulated monoterpenes are biased low by a factor of
2, while isoprene falls within the interquartile range of the
measurements. The opposite sign of the SOAS monoterpene
bias relative to the more spatially representative SEAC
4
RS
data suggests a low bias in MEGANv2.1 monoterpene emis-
sions that is unique to the Centreville grid box; errors in ver-
tical mixing may also contribute. For isoprene, the model re-
produces both the observed nighttime decline and the subse-
quent morning growth with a small delay (
∼
1 h).
The observed declines in isoprene at night (Fig. 6) and
above the boundary layer (Fig. 5) reflect its short lifetime
against oxidation. We find in the model that OH oxidation
accounts for 90 % of isoprene loss (Marais et al., 2016), but
only 65 % of monoterpene loss (with NO
3
responsible for
most of the rest). For isoprene, the subsequent fate of the per-
oxy radicals (ISOPO
2
) has been evaluated in detail by Travis
et al. (2016), who also present an in-depth analysis of the
NO
x
budget and impacts on ozone. They show that on aver-
age 56 % of ISOPO
2
reaction during SEAC
4
RS is with NO,
and that there is large spatial variability in this term that is
accurately reproduced by the high-resolution GEOS-Chem
simulation. Here we focus exclusively on this pathway and
the resultant formation of RONO
2
from both isoprene and
monoterpenes.
3.2 First generation RONO
2
Observed near-surface mixing ratios of first generation iso-
prene nitrates (ISOPN) during SEAC
4
RS are shown in Fig. 7
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