Abstract:Abstract. Organic nitrates are secondary species in the atmosphere.
Their fate is related to the chemical transport of pollutants from polluted
areas to more distant zones. While their gas-phase chemistry has been
studied, their reactivity in condensed phases is far from being understood.
However, these compounds represent an important fraction of organic matter
in condensed phases. In particular, their partition to the aqueous phase may
be especially important for oxidized organic nitrates for which water
sol… Show more
“…SI). Table summarizes the results of the two SAR calculations based on Doussin and Monod ,, and Minakata et al The influences of the two adjacent functional groups on each side of the CH 2 groups are taken into account in the method of Doussin and Monod, and therefore, the rate constants of the fully protonated, deprotonated, and fully deprotonated glutaric and adipic acids can be calculated. The results obtained using this SAR method are 7%, 28%, and 35% higher than the measured values for the H 2 A, HA – , and A 2– forms of glutaric acid, respectively, and 14%, 28%, and 50% higher than those for adipic acid, respectively.…”
Section: Resultsmentioning
confidence: 99%
“…Glutaric acid and adipic acid can also evaporate into the gas phase. The partitioning between gas and aqueous phase can be calculated as in eq , where n X ,gas and n X ,aq represent the mole number in the gas and aqueous phases, respectively, ρ is the density of water (in units of g m –3 ), LWC is the liquid water content (in units of g m –3 ), K H represents the Henry’s law constant (in units of mol L –1 atm –1 ), and R and T are the ideal gas constant (0.082 atm L mol –1 K –1 ) and the temperature (in units of K), respectively According to the previous publications, the K H of glutaric acid was reported as 2.4 × 10 9 and that of adipic acid was 6.7 × 10 9 mol L –1 atm –1 .…”
Glutaric acid and adipic acid are dicarboxylic acids (DCAs) that are commonly found in atmospheric aerosols and cloud droplets. Within this study, the temperature-and pH-dependent rate constants of aqueous-phase OH radical reactions of these two DCAs were determined through the competition kinetics method. The following Arrhenius expressions were derived for the temperature dependency of the OH radical reaction with glutaric acid: k(T,(in units of L mol −1 s −1 ). Density functional theory (DFT) calculations were performed to calculate the energy barrier of the H atom abstraction. The calculation results show that the energy barriers at the C β -atoms of the two DCAs are much lower than those at the C α -atoms, indicating that the H atom abstractions predominantly occur at the C β -atoms. The increased •OH rate constant in the case of the deprotonated form can be explained by the reduction of energy barrier, which is predominately caused by the variation of the inductive effect of the carboxyl group. As an important sink in the atmosphere, the degradation of glutaric acid and adipic acid by •OH under atmospheric conditions can be accurately described by the Arrhenius expressions obtained.
“…SI). Table summarizes the results of the two SAR calculations based on Doussin and Monod ,, and Minakata et al The influences of the two adjacent functional groups on each side of the CH 2 groups are taken into account in the method of Doussin and Monod, and therefore, the rate constants of the fully protonated, deprotonated, and fully deprotonated glutaric and adipic acids can be calculated. The results obtained using this SAR method are 7%, 28%, and 35% higher than the measured values for the H 2 A, HA – , and A 2– forms of glutaric acid, respectively, and 14%, 28%, and 50% higher than those for adipic acid, respectively.…”
Section: Resultsmentioning
confidence: 99%
“…Glutaric acid and adipic acid can also evaporate into the gas phase. The partitioning between gas and aqueous phase can be calculated as in eq , where n X ,gas and n X ,aq represent the mole number in the gas and aqueous phases, respectively, ρ is the density of water (in units of g m –3 ), LWC is the liquid water content (in units of g m –3 ), K H represents the Henry’s law constant (in units of mol L –1 atm –1 ), and R and T are the ideal gas constant (0.082 atm L mol –1 K –1 ) and the temperature (in units of K), respectively According to the previous publications, the K H of glutaric acid was reported as 2.4 × 10 9 and that of adipic acid was 6.7 × 10 9 mol L –1 atm –1 .…”
Glutaric acid and adipic acid are dicarboxylic acids (DCAs) that are commonly found in atmospheric aerosols and cloud droplets. Within this study, the temperature-and pH-dependent rate constants of aqueous-phase OH radical reactions of these two DCAs were determined through the competition kinetics method. The following Arrhenius expressions were derived for the temperature dependency of the OH radical reaction with glutaric acid: k(T,(in units of L mol −1 s −1 ). Density functional theory (DFT) calculations were performed to calculate the energy barrier of the H atom abstraction. The calculation results show that the energy barriers at the C β -atoms of the two DCAs are much lower than those at the C α -atoms, indicating that the H atom abstractions predominantly occur at the C β -atoms. The increased •OH rate constant in the case of the deprotonated form can be explained by the reduction of energy barrier, which is predominately caused by the variation of the inductive effect of the carboxyl group. As an important sink in the atmosphere, the degradation of glutaric acid and adipic acid by •OH under atmospheric conditions can be accurately described by the Arrhenius expressions obtained.
“…The partitioning fractions of the amino acids in gas and aqueous phases can be calculated according to eqn (22), which includes the density of water ρ (in unit of g m −3 ), the liquid water content LWC (in unit of g m −3 ), the Henry's law constant k H (in unit of mol L −1 atm −1 ), the ideal gas constant R (0.082 atm L mol −1 K −1 ), and the Kelvin temperature T (in unit of K) . 73 The values of k H of Gly, Ala, Ser, and Thr were reported as 9.0 × 10 7 , 6.0 × 10 7 , 4.0 × 10 12 , and 1.4 × 10 10 mol L −1 atm −1 according to previous publications. 74,75 The LWC values in aerosols and cloud episodes were generally reported in the range of 10 −5 –1 g m −3 .…”
Section: Resultsmentioning
confidence: 95%
“…Activation parameters of the OH reactions with Gly, Ala, Ser, and Thr E A /kJ mol À1 A/L mol À1 s À1 AE 0.1) Â 10 9 1 AE 1 À(80 AE 2) 25 AE 11 Threonine HA AE 11 AE 1 (3.3 AE 0.1) Â 10 10 8 AE 1 À(52 AE 1) 24 AE 3 H 2 A + 12 AE 1 (5.0 AE 0.1) Â 10 10 10 AE 1 À(48 AE 1) 24 AE 2 (0.082 atm L mol À1 K À1), and the Kelvin temperature T (in unit of K) 73. …”
Glycine, alanine, serine, and threonine are essential amino acids originating from biological activities. These substances can be emitted into the atmosphere directly. Within the present study, the aqueous phase reaction...
“…As suggested in our previous study (Jiang et al., 2022),the molecular composition of P5 were mainly composed of low‐oxidized and unsaturated nitrogen‐containing molecules, which were mainly from primary emissions (e.g., vehicles emission) and aqueous‐phase SOA reactions of highly saturated compounds. However, multiphase photolysis and hydrolysis may also lead to the decomposition of these compounds (González‐Sánchez et al., 2023). Therefore, the aqueous‐phase SOA reactions under high RH in the afternoon may not lead to a largely increasing contribution of P5 in this study.…”
The evolution and the impacts of meteorological conditions on brown carbon (BrC) absorption are not understood, which hinders the assessment of BrC radiative forcing. To address this issue, 1‐hour time‐resolved PM2.5 samples collected during three haze events in the North China Plain prior to the COVID‐19 pandemic were used to measure the optical properties of BrC. By coupling excitation‐emission matrix spectroscopy, chemical tracer analysis with multiple model analysis including positive matrix factorization and a deweather‐random forest model, we found that a higher proportion of highly oxidized chromophoric components was present in water‐soluble BrC than in methanol‐soluble BrC, indicating the conversion of low‐oxidized water‐insoluble BrC into highly oxidized water‐soluble BrC during the day. The results of the positive matrix factorization and the deweather‐random forest model showed that aqueous secondary processes were the major contributor to the BrC absorption (68±38%), and the changes in meteorological conditions such as relative humidity (RH) could significantly lead to the changes in the light‐absorbing capacity of BrC, especially the enhancement for water‐soluble BrC and bleaching for methanol‐soluble BrC during the noon and afternoon. We further found that the BrC absorption capacity increased as RH increases to a maximum of ∼65%, and then decreased when RH>65%, highlighting the important role of RH in the generation of water‐soluble BrC.
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