Identifying Optimal Statistical Distributions for Air Pollution Data of Agra

Authors

  • Rajat Kumar Pachauri, Prof. Vineeta Singh, Shivam Dixit

Keywords:

Air pollution, Statistical distribution, Air pollutant prediction.

Abstract

High levels of air pollution pose significant risks to human health and contribute to environmental instability. Addressing these challenges requires effective tools, such as statistical air pollution modelling,which can forecast the return time of future high-level pollution episodes. This technique is also instrumental in supporting government agencies in enhancing air quality management, especially when air quality data is accurately analysed.In air pollution modelling, statistical distributions like Gamma, lognormal, and Weibull are more commonly used than other distribution models. The primary objective of this observational study is to identify the most suitable distributions for predicting air pollution levels in the city of Agra. Our findings indicate that the lognormal distribution best fits SO2 and NO2 levels, while the Weibull distribution is more appropriate for modelling PM10 and the Air Quality Index of Agra.

References

Zinordin.N.S.,Ramli.N.A.,Sulaiman.M.,Awang.N.R.(2014). A review of the effect of traffic, road characteristic and meteorological conditions on ozone precursors from vehicle emission. International journal of engineering research&technology. Vol,3 issue 11.

Demuzere, M., van Lipziq, N. P. M. (2010). A new method to estimate air-quality level using a synoptic- regression approach. Part 1: Present-day O3 and PM10 analysis. Atmospheric Research 44, 1341-1355.

Khaniabadi.Y.O.,Goudarzi.G.,Daryanoosh.S.M.,Borgini.A.,Tittarelli.A.,Marco.D.A.(2016). Exposure to PM10, NO2, and NO3 and impact on human health. Environ Sci Pollut Res. DOI 10.1007/s11356-016 8083-6.

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Published

2023-12-17

How to Cite

Rajat Kumar Pachauri, Prof. Vineeta Singh, Shivam Dixit. (2023). Identifying Optimal Statistical Distributions for Air Pollution Data of Agra . Journal of Computational Analysis and Applications (JoCAAA), 33(08), 1109–1116. Retrieved from https://eudoxuspress.com/index.php/pub/article/view/1589

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