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The use of the deviation angle variance technique on geostationary satellite imagery to estimate tropical cyclone size parameters

机译:在地球静止卫星图像上使用偏角方差技术估算热带气旋大小参数

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摘要

This study extends past research based on the deviation angle variance (DAV) technique that utilizes digital brightness temperatures from longwave infrared satellite images to objectively measure the symmetry of a tropical cyclone (TC). In previous work, the single-pixel DAV values were used as an objective estimator of storm intensity while maps of the DAV values indicated areas where tropical cyclogenesis was occurring. In this study the spatial information in the DAV maps is utilized along with information from the Cooperative Institute for Research in the Atmosphere's extended best-track archive and the Statistical Hurricane Intensity Prediction Scheme model to create multiple linear regression models of wind radii parameters for TCs in the North Atlantic basin. These models are used to estimate both symmetric, and by quadrant, 34-, 50-, and 64-kt wind radii (where 1 kt = 0.51 m s -1 1) on a half-hourly time scale. The symmetric model assumes azimuthal symmetry and has mean absolute errors of 38.5, 23.2, and 13.5 km (20.8, 12.5, and 7.3 n mi) for the 34-, 50-, and 64-kt wind radii, respectively, which are lower than results for most other techniques except for those based on AMSU. The asymmetric model independently estimates radii in each quadrant and produces mean absolute errors for the wind radii that are generally highest in the northwest quadrant and lowest in the southwest quadrant similar to other techniques. However, as a percentage of the average wind radii from aircraft reconnaissance, all quadrants have similar errors.
机译:这项研究扩展了基于偏差角方差(DAV)技术的研究范围,该技术利用长波红外卫星图像的数字亮度温度来客观地测量热带气旋(TC)的对称性。在以前的工作中,单像素DAV值被用作风暴强度的客观估计值,而DAV值的图则指示了发生热带气旋发生的区域。在这项研究中,利用了DAV地图中的空间信息以及来自合作研究机构在大气层扩展的最佳轨道档案中的信息以及“统计飓风强度预测方案”模型来创建TC中风半径参数的多个线性回归模型。北大西洋盆地。这些模型用于在半小时的时间尺度上估计对称和34象限,50 kt和64 kt的风半径(其中1 kt = 0.51 m s -1 1)。对称模型假设方位角对称,并且对于34、50和64kt的风半径,平均绝对误差分别为38.5、23.2和13.5 km(20.8、12.5和7.3 n mi),该绝对误差小于除基于AMSU的技术外,其他大多数技术的结果。与其他技术类似,非对称模型独立估计每个象限中的半径,并产生风半径的平均绝对误差,该误差通常在西北象限中最高,而在西南象限中最低。但是,以飞机侦察的平均风半径的百分比表示,所有象限都有相似的误差。

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