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Adaptive Translational Motion Compensation Method for Rotational Parameter Estimation Under Low SNR Based on HRRP

机译:基于HRRP的低SNR下旋转参数估计的自适应平移运动补偿方法

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Micro-range (m-R) signatures expressed by high resolution range profiles (HRRPs) are important in target classification. However, when the measured rotational target has maneuverability, the translational motion of that would destroy the periodicity of m-R signatures and makes a challenge for rotational parameter estimation. In this paper, we proposed a novel method to compensate the translational motion and estimate the rotational parameter under low SNR based on particle swarm optimization (PSO) algorithm. First, a HRRP-based method is utilized for the coarse estimation of the rotational period and translational parameters, then compensating the HRRPs with coarse translational motion. Second, a two-level iterative algorithm is used to estimate precise rotational period and the parameter of residual translational motion. In the inner iteration, the image entropy of the inverse radon transform result of compensated HRRPs (IEIRCH) is utilized as the objective function to estimate the residual translational parameters and accurate period, which is solved by the PSO algorithm and onedimension search alternately. In the outer iteration, the final IEIRCH motivated by the inner iteration is regarded as a criterion to determine the polynomial order. Finally, the HRRPs compensated by estimated translational motion and period are used to obtain the rotational amplitude and initial phase by inverse radon transform. The effectiveness and robustness of the proposed method are verified by measured radar data.
机译:由高分辨率范围配置文件(HRRPS)表示的微观范围(M-R)签名在目标分类中很重要。然而,当测量的旋转目标具有可操作性时,这将破坏M-R签名的周期性并对旋转参数估计作出挑战。本文提出了一种基于粒子群优化(PSO)算法来补偿平移运动和估计低SNR下的转化运动和估算旋转参数的新方法。首先,基于HRRP的方法用于旋转周期和平移参数的粗略估计,然后用粗略平移运动补偿HRRP。其次,使用两级迭代算法来估计精确的旋转周期和残留平移运动的参数。在内部迭代中,补偿HRRPS(IEIRCH)的逆氡变换结果的图像熵用作目标函数来估计由PSO算法和OnedimiNings搜索解决的剩余平移参数和准确时段。在外部迭代中,由内迭代激励的最终IhiTCH被认为是确定多项式顺序的标准。最后,通过估计的平移运动和期间补偿的HRRP用于通过反氡变换获得旋转幅度和初始相位。通过测量的雷达数据验证了所提出的方法的有效性和鲁棒性。

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