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Biasing algorithm for smoothing of sea-surface temperature data prior to minimum curvature bicubic spline gridding

机译:在最小曲率双三次样条网格划分之前对海面温度数据进行平滑处理的偏移算法

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When sparse sea-surface temperature (SST) data are gridded for climatological purposes using minimum curvature splines, the resulting contour plots are often marked by localized high-amplitude anomalies that are not true features of the climatological field. Two traditional approaches to solving this problem are removing the data that cause the anomalies, or smoothing the data prior to final gridding and contouring. One form of smoothing that can be done employs a filter that predicts regional trends in the data and enhances local trends possibly correlated with auxillary information. For example there is a general tendency for oceanographic temperature profiles to be well-correlated within localized regions of similar bathymetry. By choosing a filter that takes such tendencies for localized spatial coherence of data into account, trends that are obscured due to the sparsity of data may be enhanced and more easily than in the contoured grid. Such considerations led to the development of a two-part smoothing filter that uses simple cross-validation and least squares to fit data, in this case SST data, to a regional surface that depends on all the data in the target area, and to localized surfaces delineated by bathymetric range. The regional surface is fit to the SST observations. The errors in the regional fit are then fit to individual surfaces defined over localized areas as delineated by a common range of bathymetry. The data are then interpolated to the nearest grid cell center only if the cell is supported by data. The filter was applied to SST data from the Yellow Sea and the east coast of the United States. The results showed a large improvement in the climatological representation over most of the respective area, but was not able to resolve stable current patterns without additional special processing.
机译:当使用最小曲率样条将稀疏的海面温度(SST)数据网格化以用于气候学目的时,所得的等高线图通常会被局部高振幅异常标记,这不是气候场的真实特征。解决此问题的两种传统方法是删除导致异常的数据,或在最终网格化和轮廓化之前对数据进行平滑处理。可以完成的一种平滑形式是使用过滤器来预测数据中的区域趋势,并增强可能与辅助信息相关的局部趋势。例如,在类似测深仪的局部区域内,海洋温度曲线普遍具有很好的相关性。通过选择考虑了这样的趋势的滤波器以实现数据的局部空间一致性,与稀疏网格相比,由于数据稀疏性而被遮盖的趋势可以得到增强和更容易地实现。这些考虑导致开发了由两部分组成的平滑滤波器,该滤波器使用简单的交叉验证和最小二乘法将数据(在这种情况下为SST数据)拟合到依赖于目标区域中所有数据的局部表面上,并进行局部定位由测深范围划定的表面。区域表面适合SST观测。然后将区域拟合中的误差拟合到在局部区域上定义的单个表面,如通过常见的测深范围所描绘的。然后,仅当数据支持该单元时,才将数据插值到最近的网格单元中心。该过滤器已应用于来自黄海和美国东海岸的SST数据。结果表明,在各个区域的大部分区域,气候表现都得到了很大的改善,但是如果不进行额外的特殊处理,就无法解析出稳定的电流模式。

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