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Azimuth Correlation Models for Radar Imaging

机译:雷达成像的方位角相关模型

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摘要

Many applications which process radar data, including automatic target recognition and synthetic aperture radar image formation, are based on probabilistic models for the raw or processed data. Often, data collected from distinct directions are assumed to represent independent observations. This assumption is not valid for all data collection scenarios. A range of models can be developed that allow for successively more complex dependencies between measured data, up to deterministic computational electromagnetic models, in which observations from different orientations have a known relationship. We consider models for the autocovariance functions of nonstationary processes defined on a circular domain that fall between these two extremes. We adopt a model of covariance as a linear combination of periodic basis functions and address maximum-likelihood estimation of the coefficients by the method of expectation-maximization (EM). Finally, we apply these estimation methods to SAR image data and demonstrate the results as they apply to target recognition.
机译:处理雷达数据的许多应用(包括自动目标识别和合成孔径雷达图像形成)都基于原始或处理后数据的概率模型。通常,假定从不同方向收集的数据代表独立的观察结果。此假设不适用于所有数据收集方案。可以开发一系列的模型,从而允许在测量数据之间连续地更加复杂的依赖性,直至确定​​性的计算电磁模型,其中来自不同方向的观测具有已知的关系。我们考虑在两个极端之间的循环域上定义的非平稳过程自协方差函数的模型。我们采用协方差模型作为周期基函数的线性组合,并通过期望最大化(EM)方法解决系数的最大似然估计。最后,我们将这些估计方法应用于SAR图像数据,并演示了将其应用于目标识别的结果。

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