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Meteorological Drought Forecasting Using Stochastic Models

机译:使用随机模型预测气象干旱预测

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Drought is a normal part of climate and occurs in virtually all regions of the world. It is one of the major weather related disasters which is likely to continue for months, possibly years. It can affect large areas and may have serious environmental, social and economic impacts. Therefore drought forecasting plays an important role in the mitigation of impacts of drought on water resources systems. Accurate drought forecasts would enable optimal operation of reservoirs system during drought and would be helpful for decision maker. Due to the stochastic behaviour of drought, linear stochastic models known as Autoregressive Integrated Moving Average (ARIMA) and multiplicative Seasonal Autoregressive Integrated Moving Average (SARIMA) models were used to forecast droughts based on the procedure of model development. From the existing simple and most commonly used indices which used for the estimation of drought, the Standardized Precipitation Index, (SPI), seems to have a widespread applicability. The primary reason is that SPI is based on rainfall alone, so that drought assessment is possible even if other hydro-meteorological measurements are not available. The stochastic models presented in this study were fitted to the SPI index using SPI data sets relative to 47 years (1961-2007) in the Ruhr river basin in Germany. The predicted results show reasonably good agreement with the observed data. Results show that the forecast accuracy decreases with increase in lead-time, so the models could be used to forecast droughts up to 2 months of lead-time with reasonably accuracy.
机译:干旱是气候的正常部分,几乎发生在世界的所有地区。它是一个可能持续几个月的主要天气相关灾害之一,可能是几年。它可能影响大面积,可能具有严重的环境,社会和经济影响。因此,干旱预测在减缓干旱对水资源系统的影响方面发挥着重要作用。准确的干旱预测将在干旱期间实现水库系统的最佳运行,并对决策者有所帮助。由于干旱的随机行为,称为自回归综合移动平均(ARIMA)和乘法季节性自回转综合移动平均线(Sarima)模型的线性随机模型用于预测基于模型开发的过程。从用于估计干旱的现有简单和最常用的指数,标准化降水指数(SPI)似乎具有广泛的适用性。主要原因是SPI仅基于降雨量,因此即使不可用其他水流气象测量,也可以进行干旱评估。本研究中提出的随机模型适用于德国Ruhr河流域47岁(1961-2007)的SPI数据集。预测结果与观察到的数据显示相当愉快。结果表明,预测的准确性随着牵引时间的增加而降低,因此该模型可用于预测长达2个月的带来的牵引时间,具有合理的准确性。

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