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A two-step optimal waveform design for detection in signal-dependent interference

机译:用于检测信号相关干扰的两步优化波形设计

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In this paper, we address the design of optimal waveform for detecting extended target in signal-dependent interference. A two-step waveform design algorithm is proposed to obtain the optimal phase-modulated (PM) waveform with constant modulus. We first obtain the normally called water-filling waveform in frequency domain and subsequently synthesize the corresponding time-domain waveform using the minimum spectral mean-squares error (MSE) as a cost function. The phase gradient algorithm is employed to seek the optimal phase of the PM waveform, which can monotonously decrease the spectral MSE for each iterative step. Simulations demonstrate that the proposed algorithm can obtain asymptotic optimal waveform and its performance outperforms the iterative-estimate algorithm.
机译:在本文中,我们针对在信号相关干扰中检测扩展目标的最佳波形设计。提出了一种两步波形设计算法,以获得具有恒定模量的最优相位调制(PM)波形。我们首先获得频域中通常称为注水的波形,然后使用最小频谱均方误差(MSE)作为代价函数合成相应的时域波形。采用相位梯度算法来寻找PM波形的最佳相位,这可以单调降低每个迭代步骤的频谱MSE。仿真结果表明,该算法能够获得渐近最优波形,其性能优于迭代估计算法。

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