摘要
对于多输入多输出调频连续波雷达,正交波形设计是其最关键的技术之一。传统频分波形采用频率调制方法,使得各信号在频域上互不重叠,通过带通滤波实现多通道分解,该方法信号带宽大、系统复杂,且由于采用带通滤波,信号相干性差。因此针对调频连续波雷达,本文提出了一种新的正交波形设计方法。该方法基于正交频分复用原理,一个信号周期包含M个线性扫频周期,其中M为正交信号个数,去调频接收后,作快时间离散傅里叶变换,通过多相分解实现信号分解。该方法不需要带通滤波,信号相干性好、带宽窄、系统简单。论文最后,通过仿真实验验证了波形设计的正确性和有效性。
For Frequency-Modulated Continuous-Wave Multiple-Input Multiple-Output （FMCW MIMO） radar, orthogonal waveform design is one of the most challenging technologies. The Beat-Frequency Division method splits the whole bandwidth of the dechirped signal into several subbands, and after band-pass filters one dechirped signal can be divided into multiple channels. However the spectral incoherence between the subbands and the complex of the system for the reason of wide band are significant drawbacks. In this letter, we presented a novel orthogonal waveform for FMCW MIMO radar based on Orthogonal Frequency Division Multiplex （OFDM） technique. With a frequency offset the waveform are orthogonal in M sweep periods, where M is the number of waveforms. After Discrete Fourier Transformation, the beat signal spectrums can be separated into multiple channels by means of Polyphase Decomposition technique. The proposed OFDM waveform needs no filters for division, so the system with better coherence becomes much simpler. At last the emulation of three orthogonal waveforms verified the proposed method.
出处
《信号处理》
CSCD
北大核心
2013年第12期1702-1707,共6页
Journal of Signal Processing
关键词
调频连续波雷达
多输入多输出
正交波形设计
正交频分复用
多相分解
Frequency-Modulated Continuous-Wave radar
Multiple-Input Multiple-Output
Orthogonal Waveform Design
Orthogonal Frequency Division Multiplex
Polyphase Decomposition
