Practically Constrained Waveform Design for MIMO Radar in the Presence of Multiple Targets

Xianxiang Yu, Khaled Alhujaili, G. Cui, V. Monga
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Abstract

This paper deals with the joint design of Multiple-Input Multiple-Output (MIMO) radar transmit waveform and receive filter to enhance multiple targets detectability in the presence of signal-dependent (clutter) and independent disturbance. The worst-case Signal-to-Interference-Noise-Ratio (SINR) over multiple targets is explicitly maximized. To ensure hardware compatibility and the coexistence between MIMO radar and other wireless systems, constant modulus and spectral restrictions on the waveform are incorporated in our design. A max-min non-convex optimization problem emerges as a function of the transmit waveform, which we solve via a novel polynomial-time iterative procedure that involves solving a sequence of convex problems with constraints that evolve with every iteration. We provide analytical guarantees of monotonic cost function improvement with proof of convergence to a solution that satisfies the KarushKuhnTucker (KKT) conditions. By simulating challenging practical scenarios, we evaluate the proposed algorithm against the state-of-the-art methods in terms of the achieved SINR value and the computational complexity.
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多目标条件下MIMO雷达实际约束波形设计
本文研究了多输入多输出(MIMO)雷达发射波形和接收滤波器的联合设计,以提高在信号依赖(杂波)和独立干扰存在下的多目标可探测性。在多个目标上的最坏情况信噪比(SINR)显式最大化。为了确保硬件兼容性以及MIMO雷达与其他无线系统之间的共存,我们的设计中纳入了对波形的恒定模量和频谱限制。一个最大-最小非凸优化问题作为传输波形的函数出现,我们通过一个新的多项式时间迭代过程来解决这个问题,该过程涉及求解一系列具有约束的凸问题,这些约束随每次迭代而演变。我们提供了单调代价函数改进的解析保证,并证明了收敛到满足KarushKuhnTucker (KKT)条件的解。通过模拟具有挑战性的实际场景,我们根据获得的SINR值和计算复杂度对所提出的算法与最先进的方法进行了评估。
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