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基于DDMZM的星载微波光子混频器设计
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作者 惠金鑫 赵莹 +2 位作者 邓向科 郑飞腾 孙树风 《中国空间科学技术》 EI CSCD 北大核心 2020年第3期36-42,共7页
微波部件由于分布式参数的影响,存在一定的频率选择性,难以实现宽带多频段兼容的变频系统,已不能满足高通量星载通信载荷的需求。微波光子技术以其大带宽和无频率选择性的优势为高通量天基通信需求的实现提供了可能性。基于双驱动马赫... 微波部件由于分布式参数的影响,存在一定的频率选择性,难以实现宽带多频段兼容的变频系统,已不能满足高通量星载通信载荷的需求。微波光子技术以其大带宽和无频率选择性的优势为高通量天基通信需求的实现提供了可能性。基于双驱动马赫增德尔调制器(DDMZM)对星载通信转发设备混频单元的方案进行探索,通过理论分析链路模型,使用VPI软件对链路进行仿真优化来寻找DDMZM的最佳偏置点。试验结果表明调制器偏置在最小点时,变频效率高,且具有一定的载波抑制功能,可实现宽带、多频段以及抗干扰等性能,优于微波变频性能。 展开更多
关键词 高通量 多频段 DDMZM 混频 最佳偏置点 载波抑制
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Theoretical investigation of DFSI with immunity to both Doppler effect and frequency-sweep nonlinearity
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作者 zheng feiteng SHAO Bin +3 位作者 SUN Shufeng ZHANG Wu TAN Qinggui ZHANG Wei 《Optoelectronics Letters》 EI 2022年第11期662-667,共6页
Frequency-swept interferometry(FSI) is a well-known ranging technique, but it suffers from three problems, namely, the Doppler effect, the frequency-sweep nonlinearity, as well as the slow frequency-sweep rate. The fi... Frequency-swept interferometry(FSI) is a well-known ranging technique, but it suffers from three problems, namely, the Doppler effect, the frequency-sweep nonlinearity, as well as the slow frequency-sweep rate. The first two problems hinder the measurement accuracy, while the third problem limits the measurement rate. In this paper, we present a dynamic FSI(DFSI) that solves these three fundamental problems simultaneously. The DFSI consists of two auxiliary interferometers(AU1 and AU2) and two measurement interferometers(FSI and frequency-fixed interferometry(FFI)). We use FSI to obtain the Doppler and nonlinearity affected ranging signal, AU1 to monitor the frequency-tuning nonlinearity in the frequency-swept laser(FSL), and FFI and AU2 to constitute a laser vibrometer for monitoring the target motion-induced Doppler effect. Then, a novel signal fusion processing technique is applied to reconstruct the real dynamic distance from the above-measured signals. The dynamic ranging error caused by the Doppler effect and frequency-sweep nonlinearity in FSI can be eliminated and the dynamic distance at each sampling point can be obtained. The validity of this method is demonstrated by numerical experiments. 展开更多
关键词 INTERFEROMETER tuning NONLINEARITY
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