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首页> 外文期刊>IEEE Transactions on Geoscience and Remote Sensing >A PolSAR Scattering Power Factorization Framework and Novel Roll-Invariant Parameter-Based Unsupervised Classification Scheme Using a Geodesic Distance
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A PolSAR Scattering Power Factorization Framework and Novel Roll-Invariant Parameter-Based Unsupervised Classification Scheme Using a Geodesic Distance

机译:使用测地距的POLSAR散射功率分解框架和基于新型滚动不变参数的无监督分类方案

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We propose a generic scattering power factorization framework (SPFF) for polarimetric synthetic aperture radar (PolSAR) data to directly obtain $N$ scattering power components along with a residue power component for each pixel. Each scattering power component is factorized into similarity (or dissimilarity) using elementary targets and a generalized volume model. The similarity measure is derived using a geodesic distance between pairs of $4imes 4$ real Kennaugh matrices. In standard model-based decomposition schemes, the $3imes 3$ Hermitian-positive semi-definite covariance (or coherency) matrix is expressed as a weighted linear combination of scattering targets following a fixed hierarchical process. In contrast, under the proposed framework, a convex splitting of unity is performed to obtain the weights while preserving the dominance of the scattering components. The product of the total power (Span) with these weights provides the nonnegative scattering power components. Furthermore, the framework, along with the geodesic distance ( ${GD}$ ) is effectively used to obtain specific roll-invariant parameters such as scattering-type parameter ( $lpha _{GD}$ ), helicity parameter ( $au _{GD}$ ), and purity parameter ( $P_{GD}$ ). A $P_{GD}/lpha _{GD}$ unsupervised classification scheme is also proposed for PolSAR images. The SPFF, the roll invariant parameters, and the classification results are assessed using C-band RADARSAT-2 and L-band ALOS-2 images of San Francisco.
机译:我们提出了一种通用的散射功率因子框架(SPFF),用于偏振合成孔径雷达(POLSAR)数据,以直接获得$ N $散射功率分量以及每个像素的残留功率分量。每个散射功率分量使用基本目标和广义体积模型来分解成相似性(或不相似性)。相似度测量使用的是4美元的成对之间的测量距离4 $真正的Kennaugh矩阵。在基于标准模型的分解方案中,$ 3 Times 3 $ Hermitian阳性半定协方差协方差(或一致性)矩阵被表示为在固定的分层过程之后的散射目标的加权线性组合。相反,在所提出的框架下,执行统一的凸分裂以获得重量,同时保持散射组分的优势。这些重量的总功率(跨度)的乘积提供了非负散射功率分量。此外,框架以及测地距离($ {gd} $)有效地用于获得特定的滚动不变参数,例如散射型参数($ alpha _ {gd} $),helicity参数($ tau _ {gd} $),纯度参数($ p_ {gd} $)。对于Polsar图像,还提出了$ P_ {GD} / alpha _ {gd} $无监督的分类方案。使用旧金山的C频段雷达拉特-2和L频段Alos-2图像评估SPFF,滚动不变参数和分类结果。

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