Modeling spatial distribution of Tehran air pollutants using geostatistical methods incorporate uncertainty maps

被引:12
|
作者
Halimi, M. [1 ]
Farajzadeh, M. [1 ]
Zarei, Z. [2 ]
机构
[1] Tarbia Modares Univ, Dept Climatol, Tehran, Iran
[2] Lorestan Univ, Dept Climatol, Lorestan, Iran
来源
POLLUTION | 2016年 / 2卷 / 04期
关键词
air pollution; geostatistical schema; Kriging; uncertainty map; Tehran;
D O I
10.7508/pj.2016.04.001
中图分类号
X [环境科学、安全科学];
学科分类号
08 ; 0830 ;
摘要
The estimation of pollution fields, especially in densely populated areas, is an important application in the field of environmental science due to the significant effects of air pollution on public health. In this paper, we investigate the spatial distribution of three air pollutants in Tehran's atmosphere: carbon monoxide (CO), nitrogen dioxide (NO2), and atmospheric particulate matters less than 10 mu m in diameter (PM10 mu m). To do this, we use four geostatistical interpolation methods: Ordinary Kriging, Universal Kriging, Simple Kriging, and Ordinary Cokriging with Gaussian semivariogram, to estimate the spatial distribution surface for three mentioned air pollutants in Tehran's atmosphere. The data were collected from 21 air quality monitoring stations located in different districts of Tehran during 2012 and 2013 for 00UTC. Finally, we evaluate the Kriging estimated surfaces using three statistical validation indexes: mean absolute error (MAE), root mean square error (RMSE) that can be divided into systematic and unsystematic errors (RMSES, RMSEU), and D-Willmot. Estimated standard errors surface or uncertainty band of each estimated pollutant surface was also developed. The results indicated that using two auxiliary variables that have significant correlation with CO, the ordinary Cokriginga scheme for CO consistently outperforms all interpolation methods for estimating this pollutant and simple Kriging is the best model for estimation of NO2 and PM10. According to optimal model, the highest concentrations of PM10 are observed in the marginal areas of Tehran while the highest concentrations of NO2 and CO are observed in the central and northern district of Tehran.
引用
收藏
页码:375 / 386
页数:12
相关论文
共 50 条
  • [1] Application of GIS for the modeling of spatial distribution of air pollutants in Tehran
    Sargazi, Saeed
    Shahraiyni, Hamid Taheri
    Habibi-Nokhandan, Majid
    Sanaeifar, Melika
    EARTH RESOURCES AND ENVIRONMENTAL REMOTE SENSING/GIS APPLICATIONS II, 2011, 8181
  • [2] Prediction the Spatial Air Temperature Distribution of an Experimental Greenhouse Using Geostatistical Methods
    Sapounas, A. A.
    Nikita-Martzopoulou, Ch.
    Spiridis, A.
    PROCEEDINGS OF THE INTERNATIONAL SYMPOSIUM ON HIGH TECHNOLOGY FOR GREENHOUSE SYSTEM MANAGEMENT, VOLS 1 AND 2, 2008, (801): : 495 - +
  • [3] A novel geostatistical approach for modeling, visualizing and propagating spatial uncertainty in cancer mortality maps
    Goovaerts, P.
    EPIDEMIOLOGY, 2006, 17 (06) : S113 - S114
  • [4] GEOSTATISTICAL MODELING OF UNCERTAINTY OF THE SPATIAL DISTRIBUTION OF AVAILABLE PHOSPHORUS IN SOIL IN A SUGARCANE FIELD
    de Oliveira, Ismenia Ribeiro
    Teixeira, Daniel De Bortoli
    Panosso, Alan Rodrigo
    Camargo, Livia Arantes
    Marques Junior, Jose
    Pereira, Gener Tadeu
    REVISTA BRASILEIRA DE CIENCIA DO SOLO, 2013, 37 (06): : 1481 - 1491
  • [5] Spatial homogeneity and heterogeneity of ambient air pollutants in Tehran
    Faridi, Sasan
    Niazi, Sadegh
    Yousefian, Fatemeh
    Azimi, Faramarz
    Pasalari, Hasan
    Momeniha, Fatemeh
    Mokammel, Adel
    Gholampour, Akbar
    Hassanvand, Mohammad Sadegh
    Naddafi, Kazem
    SCIENCE OF THE TOTAL ENVIRONMENT, 2019, 697
  • [6] ANALYSIS OF GREENHOUSE AIR TEMPERATURE DISTRIBUTION USING GEOSTATISTICAL METHODS
    Bojaca, C. R.
    Gil, R.
    Gomez, S.
    Cooman, A.
    Schrevens, E.
    TRANSACTIONS OF THE ASABE, 2009, 52 (03) : 957 - 968
  • [7] Geostatistical modeling of topography using auxiliary maps
    Hengl, Tomislav
    Bajat, Branislav
    Blagojevic, Dragan
    Reuter, Hannes I.
    COMPUTERS & GEOSCIENCES, 2008, 34 (12) : 1886 - 1899
  • [8] Characterization of Helicoverpa armigera spatial distribution in pigeonpea crop using geostatistical methods
    Seethalam, Malathi
    Bapatla, Kiran Gandhi
    Kumar, Murari
    Nisa, Shabistana
    Chandra, Puran
    Mathyam, Prabhakar
    Sengottaiyan, Vennila
    PEST MANAGEMENT SCIENCE, 2021, 77 (11) : 4942 - 4950
  • [9] Review and Possible Development Direction of the Methods for Modeling of Soil Pollutants Spatial Distribution
    Tarasov, D. A.
    Medvedev, A. N.
    Sergeev, A. P.
    Buevich, A. G.
    PROCEEDINGS OF THE INTERNATIONAL CONFERENCE ON NUMERICAL ANALYSIS AND APPLIED MATHEMATICS 2016 (ICNAAM-2016), 2017, 1863
  • [10] Neural modelling of the spatial distribution of air pollutants
    Pfeiffer, H.
    Baumbach, G.
    Sarachaga-Ruiz, L.
    Kleanthous, S.
    Poulida, O.
    Beyaz, E.
    ATMOSPHERIC ENVIRONMENT, 2009, 43 (20) : 3289 - 3297