Abstract

Particulate matter (PM) has a substantial influence on the environment, climate change and public health. Due to the limited spatial coverage of a ground-level PM2.5 monitoring system, the ground-based PM2.5 concentration measurement is insufficient in many circumstances. In this paper, a Specific Particle Swarm Extinction Mass Conversion Algorithm (SPSEMCA) using remotely sensed data is introduced. Ground-level observed PM2.5, planetary boundary layer height (PBLH) and relative humidity (RH) reanalyzed by the European Centre for Medium-Range Weather Forecasts (ECMWF) and aerosol optical depth (AOD), fine-mode fraction (FMF), particle size distribution, and refractive indices from AERONET (Aerosol Robotic Network) of the Beijing area in 2015 were used to establish this algorithm, and the same datasets for 2016 were used to test the performance of the SPSEMCA. The SPSEMCA involves four steps to obtain PM2.5 values from AOD datasets, and every step has certain advantages: (I) In the particle correction, we use η2.5 (the extinction fraction caused by particles with a diameter less than 2.5 μm) to make an accurate assimilation of AOD2.5, which is contributed to by the specific particle swarm PM2.5. (II) In the vertical correction, we compare the performance of PBLHc retrieved by satellite Lidar CALIPSO data and PBLHe reanalysis by ECMWF. Then, PBLHc is used to make a systematic correction for PBLHe. (III) For extinction to volume conversion, the relative humidity and the FMF are used together to assimilate the AVEC (averaged volume extinction coefficient, μm2/μm3). (IV) PM2.5 measured by ground-based air quality stations are used as the dry mass concentration when calculating the AMV (averaged mass volume, cm3/g) in humidity correction, that will avoid the uncertainties derived from the estimation of the particulate matter density ρ. (V) Multi-Angle Implementation of Atmospheric Correction (MAIAC) 1 km × 1 km AOD was used to retrieve high resolution PM2.5, and a LookUP Table-based Spectral Deconvolution Algorithm (LUT-SDA) FMF was used to avoid the large uncertainties caused by the MODIS FMF product. The validation of PM2.5 from the SPSEMCA algorithm to the AERONET observation data and MODIS monitoring data achieved acceptable results, R = 0.70, RMSE (root mean square error) = 58.75 μg/m3 for AERONET data, R = 0.75, RMSE = 43.38 μg/m3 for MODIS data, respectively. Furthermore, the trend of the temporal and spatial distribution of Beijing was revealed.

Highlights

  • Atmospheric aerosol is a colloidal suspension of liquid or solid particles [1]

  • The ground-level observed PM2.5, planetary boundary layer height (PBLH) and relative humidity (RH) reanalyzed by the European Centre for Medium-Range Weather Forecasts (ECMWF), aerosol optical depth (AOD), fine-mode fraction (FMF), particle size distribution, refractive indices from AErosol Robotic NETwork (AERONET) stations of Beijing area in 2015 were used to establish this model, and datasets of 2016 were used to test the performance of Specific Particle Swarm Extinction Mass Conversion Algorithm (SPSEMCA)

  • PM2.5 Retrieved Results Based on AERONET Data

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Summary

Introduction

Atmospheric aerosol is a colloidal suspension of liquid or solid particles [1]. It can affect the quality of our lives through direct and indirect process. The most difficult challenge in obtaining dry mass concentration of fine particulate matters from remote-sensing measurements is the conversion from aerosol extinction to PM2.5 mass concentrations. The reference parameters represent the mixing effect of hygroscopic growth, aerosol extinction, particle mass concentrations, and size distribution. Zhang and Li [21], and Lin et al [18], established the AOD—PM extinction conversion models, which considered the particle size distribution in the physical model Their results corresponded to the concentration of fine-mode particles. The ground-level observed PM2.5, PBLH and RH reanalyzed by the European Centre for Medium-Range Weather Forecasts (ECMWF), AOD, FMF, particle size distribution, refractive indices from AERONET stations of Beijing area in 2015 were used to establish this model, and datasets of 2016 were used to test the performance of SPSEMCA.

Ground-Based Stations
Meteorological Parameters
Matching Principle
Methodology
Particle Correction
Vertical Correction
Extinction Mass Conversion
Humidity Correction
Establishing the Model
Method of Particle Correction
Humidity Correction Using an Empirical Model
Results and Discussion
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