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Robust Waveform Design Based on Bisection and Maximum Marginal Allocation Methods with the Concept of Information Entropy

机译:基于二分和最大边际分配方法的鲁棒波形设计与信息熵概念

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Cognitive radar can overcome the shortcomings of traditional radars that are difficult to adapt to complex environments and adaptively adjust the transmitted waveform through closed-loop feedback. The optimization design of the transmitted waveform is a very important issue in the research of cognitive radar. Most of the previous studies on waveform design assume that the prior information of the target spectrum is completely known, but actually the target in the real scene is uncertain. In order to simulate this situation, this paper uses a robust waveform design scheme based on signal-to-interference-plus-noise ratio (SINR) and mutual information (MI). After setting up the signal model, the SINR and MI between target and echo are derived based on the information theory, and robust models for MI and SINR are established. Next, the MI and SINR are maximized by using the maximum marginal allocation (MMA) algorithm and the water-filling method which is improved by bisection algorithm. Simulation results show that, under the most unfavorable conditions, the robust transmitted waveform has better performance than other waveforms in the improvement degree of SINR and MI. By comparing the robust transmitted waveform based on SINR criterion and MI criterion, the influence on the variation trend of SINR and MI is explored, and the range of critical value of Ty is found. The longer the echo observation time is, the better the performance of the SINR-based transmitted waveform over the MI-based transmitted waveform is. For the mutual information between the target and the echo, the performance of the MMA algorithm is better than the improved water-filling algorithm.
机译:认知雷达可以克服传统雷达的缺点,这些雷达难以适应复杂的环境,并通过闭环反馈自适应地调整发送的波形。传输波形的优化设计是认知雷达研究中的一个非常重要的问题。以前关于波形设计的大多数研究假设目标谱的先前信息是完全已知的,但实际上实际场景中的目标是不确定的。为了模拟这种情况,本文采用基于信号到干扰的稳健波形设计方案(SINR)和相互信息(MI)。在设置信号模型之后,基于信息理论导出目标和回波之间的SINR和MI,并且建立了MI和SINR的鲁棒模型。接下来,通过使用大量算法改善的最大边缘分配(MMA)算法和水填充方法,MI和SINR最大化。仿真结果表明,在最不利的条件下,稳健的传输波形具有比SINR和MI改善程度的其他波形更好的性能。通过比较基于SINR标准和MI标准的稳健的传输波形,探讨了SINR和MI的变化趋势的影响,找到了TY的临界值。回波观察时间越长,在基于MI的发射波形上越好,基于SINR的传输波形的性能越好。对于目标和回波之间的互信息,MMA算法的性能优于改进的水填充算法。

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