Abstract
This paper studies the application of compact polarimetric (CP) SAR in the detection and identification of ocean internal solitary waves (ISWs). First, based on full-polarimetric ALOS PALSAR images, we construct CP SAR images and extract 26 CP features. Then, the ISWS-sea surface differentiation capability for the different polarization features is analyzed by using the Jeffries and Euclidean distances. The results show that $\lambda _{1} $ , Entropy ( $H$ ), Lambda , the polarimetric total power ( Span ) and the Stokes parameters ( Stokesg 0, and $Stokesg_{3}$ ) improve the ISWs detection results. On this basis, a k-means clustering algorithm based on CP features is introduced, and the results show that the ISWs detection and identification performance of the algorithm are superior to that of the traditional Wishart polarization clustering algorithm, which suggests that CP SAR has good application prospects in the detection and identification of ocean ISWs.
Highlights
Internal solitary waves (ISWs) in the ocean refer to waves generated in a stable density stratification, and the maximum amplitude appears within the ocean [1]
The polarization features commonly used for target detection in synthetic aperture radar (SAR) images can generally be divided into two categories: one category is based on the information obtained from the original SAR data, such as the elements of the polarization coherence matrix or their linear combinations, and the other category is the information obtained through various polarization decompositions
This paper focuses on the detection and identification of marine ISWs with spaceborne compact polarimetric (CP) SAR
Summary
Internal solitary waves (ISWs) in the ocean refer to waves generated in a stable density stratification, and the maximum amplitude appears within the ocean [1]. The polarization features commonly used for target detection in SAR images can generally be divided into two categories: one category is based on the information obtained from the original SAR data, such as the elements of the polarization coherence matrix or their linear combinations, and the other category is the information obtained through various polarization decompositions. Such information includes polarization entropy and average scattering angle information. F27 − f30 represent σ0 images of the copolarization and cross-polarization, respectively
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