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Dynamic model for space-time weather radar observation and nowcasting.

机译:时空天气雷达观测和临近预报的动态模型。

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A general framework of the dynamic model for space-time radar observations has been developed in the current research. There exist three difficulties in modeling space-time radar observations: (1) high dimensionality due to the high-resolution radar measurements over a large area, (2) non-stationarity due to the storm motion, and (3) nonstationarity due to evolution (growth and decay). These difficulties are addressed in this research. To deal with the storm motion, an efficient radar storm tracking algorithm is developed in the spectral domain. Based on this new technique, the Dynamic and Adaptive Radar Tracking of Storms (DARTS) is developed and evaluated using the synthesized and the observed radar reflectivity. To tackle the high dimensionality and model the spatial variability of radar observations, a general modeling framework is formulated and the singular value decomposition (SVD) is used for dimension reduction. To deal with the dynamic evolution and model the temporal variability of radar observations, the motion-compensated temporal alignment (MCTA) transformation is developed. In this analysis the evolution of radar storm fields is modeled by the linear dynamic system (LDS) in the low-dimensional subspace. The applications of the dynamic model for space-time radar observations are further demonstrated. Spatial and dynamic characteristics are obtained based on the estimated model parameters using three months of radar observations. The characteristic temporal scales are quantified for this dataset. The correlation between the temporal characterization and the spatial characterization of observed radar fields are explored. The simulation capability of different spatiotemporal radar reflectivity fields is demonstrated. Evaluation of the space time variability is particularly important in the context of adaptive scanning of storm systems. The short-term prediction of radar reflectivity fields based on the space-time dynamic model is evaluated using observed radar data. The simulations of the DARTS for real-time applications are also conducted and evaluated.
机译:在当前研究中,已经开发出了用于时空雷达观测的动态模型的通用框架。在对时空雷达观测进行建模时,存在三个困难:(1)由于在大面积上进行高分辨率雷达测量而导致的高维数;(2)由于风暴运动而引起的非平稳性;以及(3)由于演化而引起的非平稳性(增长和衰变)。这些困难在本研究中得到解决。为了应对风暴运动,在谱域中开发了一种有效的雷达风暴跟踪算法。基于这项新技术,使用合成的和观测到的雷达反射率来开发和评估风暴的动态和自适应雷达跟踪(DARTS)。为了解决高维度问题并为雷达观测数据的空间变异性建模,制定了一个通用的建模框架,并使用奇异值分解(SVD)进行了降维。为了处理动态演化并为雷达观测的时间变化建模,开发了运动补偿时间对准(MCTA)变换。在此分析中,雷达风暴场的演化是通过低维子空间中的线性动态系统(LDS)建模的。进一步证明了该动态模型在时空雷达观测中的应用。使用三个月的雷达观测,根据估计的模型参数获得空间和动态特征。为此数据集量化了特征性时标。探索了观测雷达场的时间特征与空间特征之间的相关性。演示了不同时空雷达反射率场的仿真能力。在暴风系统的自适应扫描中,时空变异性的评估尤为重要。利用观测到的雷达数据评估了基于时空动态模型的雷达反射率场的短期预测。还对实时应用的DARTS进行了仿真并进行了评估。

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