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Range recursive space time adaptive processing (STAP) for MIMO airborne radar

机译:MIMO机载雷达的距离递归空时自适应处理(STAP)

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This paper presents a range recursive algorithm for the space time adaptive processing (STAP) of multi input multi output (MIMO) airborne radar signals involved in clutter rejection for the detection of slow moving ground targets. The MIMO aspect comes from the fact that the transmitter consists of an array of spaced elements sending non coherent waveforms and that the receiver is a conventional array used for spatial clutter rejection. The transposition of the STAP algorithms from the single input multi output (SIMO) systems to the MIMO ones has been claimed to theoretically improve performance in clutter resolution and rejection. However, even if this transposition is conceptually easy, in practice, the convergence and the computational complexity of the MIMO-STAP algorithms are higher than for SIMO models. After reconsidering the advantages and drawbacks of the extended MIMO-STAP, namely the sample matrix in-version (SMI) and eigencanceller (EC) algorithms, we pro-pose the fast approximated power iteration (FAPI) range recursive algorithm as an alternative to resolve the convergence and complexity problems.
机译:本文提出了一种距离递归算法,用于对杂波抑制中涉及的多输入多输出(MIMO)机载雷达信号进行时空自适应处理(STAP),以检测慢速运动的地面目标。 MIMO方面的事实是,发射器由发送非相干波形的间隔元素阵列组成,并且接收器是用于空间杂波抑制的常规阵列。从理论上讲,将STAP算法从单输入多输出(SIMO)系统转换为MIMO系统,可以从理论上改善杂波分辨率和抑制性能。但是,即使这种换位在概念上很容易,但实际上,MIMO-STAP算法的收敛性和计算复杂度都高于SIMO模型。在重新考虑了扩展MIMO-STAP的优缺点后,即样本矩阵求逆(SMI)和特征消除(EC)算法,我们提出了快速近似功率迭代(FAPI)范围递归算法作为解决方案收敛性和复杂性问题。

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