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Kriging Interpolation Method for Estimation ofContinuous Spatial Distribution of Precipitationin Cyprus

机译:克里格插值法估算塞浦路斯降水的连续空间分布

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Aims: Development of a precipitation prediction model for Cyprus.Study Design: Precipitation data collected at 78 stations were used: data from 66 stations for model development and data from 12 stations for additional tests. Four topographic factors – altitude, slope, longitude, and latitude – were taken into account for model development.Place and Duration of Study: All variables were obtained from the observation archives of the Water Development Department of the Ministry of Agriculture, Natural Resources and Environment of Cyprus, between 1961 and 1990.Methodology: Multiple regression analysis, combined with residuals correction, was carried out to develop a precipitation prediction model.Results: The multiple regression model can explain 61.3% of the spatial variability of precipitation over the whole year, 57.5% of variability in the wet season (October–April), and 99.6% of variability in the dry season (May–September). Interpolation-based residuals correction improved the accuracy of our model ( Adj_ R ~( 2 )=65.1%, 62.6% and 99.7%, respectively).Conclusion: This approach, as presented in this paper, could potentially be applied to Cyprus’ climate research.
机译:目的:开发塞浦路斯的降水预测模型。研究设计:使用了在78个站点收集的降水数据:来自66个站点的数据用于模型开发,以及来自12个站点的数据用于其他测试。模型的开发考虑了四个地形因素-海拔,坡度,经度和纬度。研究的地点和持续时间:所有变量均从农业,自然资源和环境部水利发展部的观测档案中获得。方法:采用多元回归分析,结合残差校正,建立了降水量预测模型。结果:多元回归模型可以解释全年降水量的61.3%,方法为:雨季(10月至4月)的变异率为57.5%,旱季(5月至9月)的变异为99.6%。基于插值的残差校正提高了模型的精度(分别为Adj_ R〜(2)= 65.1%,62.6%和99.7%)。结论:如本文所述,该方法有可能应用于塞浦路斯的气候研究。

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