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Computationally efficient coherent detection and parameter estimation algorithm for maneuvering target

机译:机动目标的高效计算相干检测与参数估计算法

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摘要

In this paper, a computationally efficient coherent detection and parameter estimation algorithm via symmetric autocorrelation function (SAF) and scaled Fourier transform (i.e., SAF-SFT) is proposed, involving range cell migration (RCM) and Doppler spread (DS) within the coherent integration (Cl) time. In particular, the first SAF and SFT operations are applied to achieve the range and velocity estimations after the generalized keystone transform. With the estimations, the remaining RCM induced by target's velocity could be removed and the target signal could be extracted along the range cell. Then the second SAF and SFT operations are performed on the extracted signal, where the target energy could be coherent integrated and the acceleration estimation can be obtained. Cross term of SAF-SFT is also analyzed and its characteristic indicates the applicability in the scenario of multi-targets. Detailed comparisons of SAF-SFT with several typical algorithms with respect to computational cost, detection probability and parameter estimation ability show that the SAF-SFT could strike a balance between computational cost and detection probability as well as the estimation performance. Simulation results and real test experiment are given to verify the SAF-SFT based approach. (C) 2018 Elsevier B.V. All rights reserved.
机译:本文提出了一种通过对称自相关函数(SAF)和缩放傅里叶变换(即SAF-SFT)计算有效的相干检测和参数估计算法,涉及相干内的距离单元偏移(RCM)和多普勒扩展(DS)积分(Cl)时间。特别地,在广义梯形失真变换之后,首先应用SAF和SFT操作以实现距离和速度估计。通过估算,可以去除目标速度所引起的剩余RCM,并沿测距单元提取目标信号。然后,对提取的信号执行第二次SAF和SFT操作,可以对目标能量进行相干积分并获得加速度估算值。对SAF-SFT的交叉项进行了分析,其特征表明了在多目标场景下的适用性。对SAF-SFT与几种典型算法在计算成本,检测概率和参数估计能力方面的详细比较表明,SAF-SFT可以在计算成本,检测概率和估计性能之间取得平衡。仿真结果和实际测试实验验证了基于SAF-SFT的方法。 (C)2018 Elsevier B.V.保留所有权利。

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