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Detection of wave groups in SAR images and radar image sequences

机译:SAR图像和雷达图像序列中波组的检测

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The properties of individual wave groups in space and time utilizing synthetic aperture radar (SAR) images and nautical radar image sequences are studied. This is possible by the quantitative measurement and analysis of wave groups both spatially and spatio-temporally. The SAR, with its high spatial resolution and large coverage, offers a unique opportunity to study and derive wave groups. In addition to SAR images, nautical radar image sequences allow the investigation of wave groups in space and time and, therefore, the measurement of parameters such as the group velocity. The detection of wave groups is based on the determination of the envelope function, which was first adopted for one-dimensional (1-D) time series by Longuet-Higgins. The method is extended from 1-D to spatial and spatio-temporal dimensions to derive wave groups in images and image sequences. To test the algorithm, wave groups are derived from SAR images and two radar image sequences, recorded at locations in deep and shallow water. It is demonstrated that the algorithm can be employed for the determination of both location and size of wave groups from radar images. Investigating the detected wave groups in radar image sequences additionally allows the measurement of the spatial and temporal development of wave groups and their extension and phase velocities. Comparison of measured wave group velocities in shallow and deep water gives a deviation of the average value from the group velocities resulting from linear wave theory and shows a clear oscillation of the group velocities in two dimensions.
机译:利用合成孔径雷达(SAR)图像和航海雷达图像序列研究了单个波群在空间和时间上的特性。通过在空间和时空上对波组进行定量测量和分析,这是可能的。 SAR具有高空间分辨率和大覆盖范围,为研究和推导波群提供了独特的机会。除了SAR图像外,航海雷达图像序列还可以研究时空中的波群,因此可以测量诸如波群速度之类的参数。波组的检测基于包络函数的确定,该函数首先由Longuet-Higgins用于一维(1-D)时间序列。该方法从一维扩展到空间和时空维度,以得出图像和图像序列中的波群。为了测试该算法,从SAR图像和两个雷达图像序列导出了波组,记录在深水和浅水处。结果表明,该算法可用于确定雷达图像中波群的位置和大小。调查雷达图像序列中检测到的波组还可以测量波组的空间和时间发展及其扩展和相速度。比较浅水区和深水区中的波群速度可以得出平均值与线性波理论得出的群速度的偏差,并且可以清楚地看出二维中群速度的振荡。

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