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Probability analysis for estimation of annual extreme rainfall of Naogaon, Bangladesh

By: M. A. B. Barkotulla

Key Words: Rainfall, Return period, Probability distribution, Estimation, Best fit

J. Bio. Env. Sci. 10(2), 248-253, February 2017.

Abstract

The daily rainfall data of 39 years of Naogaon rainfall station in Bangladesh from the year of 1971 to 2009 were analyzed to determine the annual one day maximum rainfall. The return period values were calculated by Weibull’s plotting position and expected values were estimated by the best fit probability distribution. Three statistical goodness of fit test (Kolmogorove–Smirnov test (K-S), Anderson Darling test (A2) and Chi-square test χ2) were used to select the best fit probability distribution on the basis of minimum value of test statistic. Five probability distribution functions (viz. Gamma, Normal, Log-normal, Log-Pearson type-III and Gumbel distribution) were tested with the observed values to determine the best fit probability distribution. The Log-Pearson type-III distribution was the best fit probability distribution to estimate annual one day maximum rainfall for different return periods. The results would be helpful for agricultural scientists and engineers to take appropriate policy for agricultural development and constructions of small soil and water conservation structures, irrigation and drainage systems in the study area.

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Probability analysis for estimation of annual extreme rainfall of Naogaon, Bangladesh

Barkotulla MAB, Rahman MS, Rahman MM. 2009. Characterization and frequency analysis of consecutive days maximum rainfall at Boalia, Rajshahi, Bangladesh. Journal of Development and Agricultural Economics 1, 121-126.

Benson MA. 1968. Uniform flood frequency estimating methods for federal agencies. Water Resources Research 4, 891-908.

Bhakar SR, Bansal AN, Chhajed N, Purohit RC. 2006. Frequency analysis of consecutive days maximum rainfall at Banswara, Rajasthan, India 1(3), 64-67.

Chow VT, Maidment DR, Mays LW. 1988. Applied Hydrology. McGraw-Hill, International Editions, New York.

Chow VT. 1951. A general formula for hydrologic frequency analysis. Transactions American Geophysical Union 32(2), 231-237.

Chow VT. 1964. Hand book of applied hydrology. McGraw-Hill Book Company, New York.

Dirk R. 2013. Frequency analysis of rainfall data. College on Soil Physics – 30th Anniversary, Katholieke Universiteit Leuven, BELGIUM.

Gumbel EJ. 1958. Statistics of Extremes. Columbia University Press, New York.

Hann CT. 1994. Statistical Methods in Hydrology. Affiliated East-West Press Pvt. Ltd., New Delhi.

Kwaku XS, Duke O. 2007. Characterization and Frequency Analysis of One Day Annual Maximum and Two to Five Consecutive Days Rainfall of Accra, Ghana. ARPN Journal of Engineering and Applied Sciences 2(5), 27-31.

Sharma NA, Singh JB. 2010. Use of Probability Distribution in Rainfall Analysis. New York Science Journal 3(9), 40-49.

M. A. B. Barkotulla.
Probability analysis for estimation of annual extreme rainfall of Naogaon, Bangladesh.
J. Bio. Env. Sci. 10(2), 248-253, February 2017.
http://www.innspub.net/jbes/probability-analysis-estimation-annual-extreme-rainfall-naogaon-bangladesh/
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