Radar coherent integration method for high-speed maneuvering targets based on sequence reversal
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摘要:
针对高速机动目标雷达回波相干积累中的跨距离单元走动和多普勒频率徙动问题,提出基于改进时间反转变换-新距离频率反转变换-变尺度逆傅里叶变换(ITRT-NRFRT-SCIFT)和时间反转变换-新距离频率反转变换(TRT-NRFRT)的联合算法,利用慢TRT分离目标速度信息和距离信息,采用NRFRT消除多普勒频率徙动的影响。在TRT-NRFRT后,采用快速傅里叶变换(FFT)实现能量积累,而ITRT-NRFRT后则采用SCIFT消除慢时间与距离频率之间的耦合,并实现回波能量积累。经过仿真实验可以证明,算法能够在不进行任何参数搜索的条件下实现对三阶运动目标的跨距离单元走动和多普勒频率徙动校正,并进行回波能量积累,获得目标的径向距离和速度信息,且具备相对较低的运算复杂度。
Abstract:This paper proposes a joint algorithm based on improved time reversal transform-new range frequency reversal transform-scale-variable inverse Fourier transform (ITRT-NRFRT-SCIFT) and time reversal transform-new range frequency reversal transform (TRT-NRFRT) to solve the problems of cross-range cell migration and Doppler frequency migration in coherent integration of radar echoes from high-speed maneuvering targets. First, the slow time sequence is reversed to extract the target velocity information from the range information. Then, the NRFRT is applied to eliminate the effect of Doppler frequency migration. Fast Fourier transform (FFT) is utilized to achieve energy accumulation following TRT-NRFRT, whereas SCIFT is utilized following ITRT-NRFRT to achieve echo energy accumulation and remove the link between slow time and range frequency. Simulation experiments show that the algorithm can correct the cross-range cell migration and Doppler frequency migration of third-order moving targets without any parameter search, and obtain the radial distance and velocity information of the target with relatively low computational complexity.
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Key words:
- high speed maneuvering target /
- pulse train /
- sequence reversal /
- range migration /
- Doppler migration
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表 1 算法运行时间比较
Table 1. Algorithm running time comparison
表 2 雷达系统参数
Table 2. Radar system parameters
参数 数值 载波频率/GHz 1 带宽/MHz 2 采样频率/MHz 4 脉冲重复频率/Hz 1 000 积累脉冲数 513 目标径向距离/m 14 000 目标径向速度/(m·s−1) 6 000 目标径向加速度/(m·s−2) 100 目标径向加加速度/(m·s−3) 10 -
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