We present a compressive radar design that combines multitone linear frequency modulated (LFM) waveforms in the transmitter with a classical stretch processor and sub-Nyquist sampling in the receiver. The proposed compressive illumination scheme has fewer random elements resulting in reduced storage and complexity for implementation than previously proposed compressive radar designs based on stochastic waveforms. We analyze this illumination scheme for the task of a joint range-angle of arrival estimation in the multi-input and multi-output (MIMO) radar system. We present recovery guarantees for the proposed illumination technique. We show that for a sufficiently large number of modulating tones, the system achieves high-resolution in range and successfully recovers the range and angle-of-arrival of targets in a sparse scene. Furthermore, we present an algorithm that estimates the target range, angle of arrival, and scattering coefficient in the continuum. Finally, we present simulation results to illustrate the recovery performance as a function of system parameters.
翻译:我们提出了一个压缩雷达设计,将发射机中的多通线性频率调制波形与古典拉伸处理器和接收器中的亚Nyquist取样结合起来。拟议的压缩照明计划有的随机元素较少,导致储存量减少,执行的复杂程度低于先前根据随机波状波状提出的压缩雷达设计。我们分析了这一照明计划,以完成多输入和多输出(MIIMO)雷达系统中的抵达估计联合射线形束任务。我们为拟议的照明技术提供了恢复保证。我们表明,对于数量足够多的调制托纳,该系统在范围上达到高分辨率,并成功地回收了稀薄场中目标的射程和射程角。此外,我们提出了一种算法,用以估计连续中的目标范围、到达角度和散射系数。最后,我们提出了模拟结果,用以说明作为系统参数函数的恢复性能。