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Non-coherent pulse compression — aperiodic and periodic waveforms

机译:非相干脉冲压缩—非周期性和周期性波形

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The growing interest in adopting pulse compression waveforms to non-coherent radar and radar-like systems (e.g. lidar) invites this update and review. The authors present different approaches of designing on-off {1, 0} coded envelopes of transmitted waveforms whose returns can be envelope detected and non-coherently processed. Two approaches are discussed for the aperiodic case: (a) Manchester encoding and (b) mismatched reference. For the periodic case, on-off sequences are described, which produce perfect periodic cross-correlation when cross-correlated with one or more integer number of periods of a two-valued reference sequence {1, -}. This study provides comprehensive rules for designing periodic on-off waveforms and their references. The periodic waveform's high-average duty cycle (over 50%) makes it a `quasi continuous wave (CW) non-coherent waveform', which avoids the pulse-train conflict between average power and unambiguous range. Good experimental results with a laser range finder are presented. Reports on other uses are quoted.
机译:对于在非相干雷达和类似雷达的系统(例如激光雷达)中采用脉冲压缩波形的兴趣日益浓厚,因此需要对此进行更新和审查。作者提出了设计发射波形的{1,0}开-关编码包络的不同方法,其回波可以检测到包络并进行非相干处理。对于非周期性情况,讨论了两种方法:(a)曼彻斯特编码和(b)不匹配的参考。对于周期性情况,描述了开-关序列,当与二值参考序列{1,-}的一个或多个整数个周期互相关时,它们会产生完美的周期互相关。这项研究为设计周期性开关波形及其参考提供了全面的规则。周期波形的高平均占空比(超过50%)使其成为“准连续波(CW)非相干波形”,从而避免了平均功率与明确范围之间的脉冲串冲突。提出了使用激光测距仪的良好实验结果。引用了其他用途的报告。

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