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首页> 外文期刊>Journal of Sustainable Development >Determining suitable probability distribution models for annual precipitation data (a case study of Mazandaran and Golestan provinces)
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Determining suitable probability distribution models for annual precipitation data (a case study of Mazandaran and Golestan provinces)

机译:确定适合年降水量数据的概率分布模型(以马赞达兰和哥尔斯坦省为例)

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摘要

Statistical distributions can be used for data development in shortage data situations, as in many part of Iran station. The aims of this study are select the best frequency distribution to estimate average annual precipitation and assess the effects of data length on the selection of suitable distribution. Therefore 65 stations data of Mazandaran and Golestan provinces were analyzed. Relative residual mean square (RMS) was used to determine the best fitted distribution to any annual series and precipitation was estimated for different return periods. Relative frequency of first classes of fitted distributions showed that normal and Pearson distributions decreased and Gumbel distribution had more fitness with data series by increasing statistical period length. ? The best-fitted distribution is Pearson with 15-year data; log Pearson for 20, 25 and 30-year periods. Based on Moment method and total given scores, two-parameter normal distribution has the best fitness in all statistical periods.
机译:统计分布可用于短缺数据情况下的数据开发,例如在伊朗站的许多地方。这项研究的目的是选择最佳的频率分布,以估算年平均降水量,并评估数据长度对选择合适的分布的影响。因此,对Mazandaran和Golestan省的65个站点数据进行了分析。相对残差均方根(RMS)用于确定任何年度序列的最佳拟合分布,并估算了不同回报期的降水量。第一类拟合分布的相对频率表明,正态分布和Pearson分布减小,并且Gumbel分布通过增加统计周期长度而更适合数据序列。 ?最适合的分布是具有15年数据的Pearson;将Pearson记录为20、25和30年。基于矩量法和给定的总分,两参数正态分布在所有统计期内均具有最佳适应性。

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