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Concentration-Temporal Multilevel Calibration of Low-Cost PM2.5 Sensors
被引:2
|作者:
Day, Rong-Fuh
[1
]
Yin, Peng-Yeng
[2
]
Huang, Yuh-Chin T.
[3
,4
]
Wang, Cheng-Yi
[5
,6
]
Tsai, Chih-Chun
[1
]
Yu, Cheng-Hsien
[7
]
机构:
[1] Natl Chi Nan Univ, Dept Informat Management, 1 Univ Rd, Puli 545, Nantou County, Taiwan
[2] Ming Chuan Univ, Informat Technol & Management Program, 5 De Ming Rd, Taoyuan 333, Gui Shan Distri, Taiwan
[3] Duke Univ, Dept Med, Med Ctr, 10 Duke Med Circle, Durham, NC 27710 USA
[4] Duke Univ, Dept Med, Sch Med, 10 Duke Med Circle, Durham, NC 27710 USA
[5] Fu Jen Catholic Univ, Cardinal Tien Hosp, Coll Med, Dept Internal Med, New Taipei 231, Taishan Distric, Taiwan
[6] Fu Jen Catholic Univ, Coll Med, Sch Med, New Taipei 231, Taishan Distric, Taiwan
[7] China Univ Technol, Dept Informat Management, 56,Sec 3,Xinglong Rd, Taipei 116, Wunshan Distric, Taiwan
关键词:
PM2.5;
supersite sensor;
low-cost sensor;
multilevel calibration;
linear regression;
AMBIENT;
D O I:
10.3390/su141610015
中图分类号:
X [环境科学、安全科学];
学科分类号:
08 ;
0830 ;
摘要:
Ambient aerosols have a significant impact on plant species mortality, air pollution, and climate change. It is critical to monitor the concentrations of aerosols, especially particulate matter with an aerodynamic diameter <= 2.5 mu m (PM2.5), which has a direct relationship with human respiratory diseases. Recently, low-cost PM2.5 sensors have been deployed to provide a denser monitoring coverage than that of government-built monitoring supersites, which only give a macro perspective of air quality. To increase the measurement accuracy, low-cost sensors need to be calibrated. In current practice, regression techniques are used to calibrate sensors. This paper proposes a concentration-temporal multilevel calibration method to cope with the varying regression relation in different concentration and temporal domains. The performance of our method is evaluated with real field data from a supersite sensor and a low-cost sensor deployed in Puli, Taiwan. The experimental results show that our calibration method significantly outperforms linear regression in terms of R-2, Root Mean Square Error, and Normalized Mean Error. Moreover, our method compares favorably with a machine learning calibration method based on gradient regression tree boosting.
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页数:12
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