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Design of Constant Modulus Sequence Set with Good Doppler Tolerance via Minimizing WISL

机译:通过最小化WISL设计具有良好多普勒公差的恒定模量序列集

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This paper deals with the design of the constant modulus sequence set for MIMO radar in an effort to achieve the desired correlation properties and favorable Doppler tolerance. In particular, the phase perturbation terms are forced in LFM waveforms with different frequency modulation disturbance to provide the optimization degree of freedom to achieve low correlation sidelobe level. To this end, the Weighted Integrated Sidelobe Level (WISL) of auto-and cross-correlation functions is formulated as a figure of merit to minimize. Besides, to obtain good Doppler tolerance, the similarity constraint between the devised waveforms and these LFM waveforms is involved. To cope with the resultant NP-hard problem, the Coordinate Descent (CD) framework is introduced along with a quartic problem with a closed-form solution in each iteration. Numerical results are provided to assess the designed waveform set in terms of Doppler tolerance and compatibility of detecting weak targets and high speed targets.
机译:本文涉及MIMO雷达的恒定模量序列集的设计,以实现所需的相关性和有利的多普勒公差。特别地,相位扰动术语被强制在具有不同频率调制干扰的LFM波形中,以提供实现低相关缺口水平的优化自由度。为此,自动和互相关函数的加权集成侧级级(WISL)被制定为最小化的值。此外,为了获得良好的多普勒公差,所涉及设计波形和这些LFM波形之间的相似约束。为了应对所得到的NP难题,在每次迭代中引入坐标血统(CD)框架与闭合形式解决方案一起引入。提供了数值结果,以评估设计的设计波形集,并检测弱目标和高速目标的兼容性。

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