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首页> 外文期刊>Microwave Theory and Techniques, IEEE Transactions on >An Unbalanced Temporal Pulse-Shaping System for Chirped Microwave Waveform Generation
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An Unbalanced Temporal Pulse-Shaping System for Chirped Microwave Waveform Generation

机译:Chi微波波形产生的不平衡时间脉冲整形系统

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摘要

An unbalanced temporal pulse-shaping (TPS) system for chirped microwave waveform generation is proposed and demonstrated. The proposed system consists of an ultrashort pulsed source, a Mach–Zehnder modulator and two dispersive elements. The dispersions of the two dispersive elements are opposite in sign, but not identical in magnitude. The entire system is equivalent to a conventional balanced TPS system with two complementary dispersive elements for real-time Fourier transformation and a third dispersive element to achieve a second real-time Fourier transformation. The key contribution of this work is that the third-order dispersion of the dispersive elements is considered, which leads to the generation of a frequency-chirped microwave waveform. A theoretical analysis is performed in which a mathematical model that relates the second- and third-order dispersion of the dispersive elements and the chirp rate of the generated microwave waveform is developed. The theoretical model is then verified by numerical simulations and an experiment. A chirped microwave waveform with different chirp rates of $-$ 0.0535 and 0.715 GHzs by tuning the third-order dispersion using a tunable chirped fiber Bragg grating is experimentally demonstrated.
机译:提出并证明了用于chi微波波形产生的不平衡时间脉冲整形(TPS)系统。拟议的系统由一个超短脉冲源,一个Mach-Zehnder调制器和两个色散元件组成。两个色散元素的色散符号相反,但大小不相同。整个系统等效于常规的平衡TPS系统,该系统具有两个互补色散元素,用于实时傅里叶变换,以及第三个色散元素,用于实现第二次实时傅里叶变换。这项工作的关键贡献在于考虑了色散元素的三阶色散,这导致了频率chi微波波形的产生。进行理论分析,其中建立一个数学模型,该数学模型将色散元素的二阶和三阶色散与生成的微波波形的线性调频率相关联。然后通过数值模拟和实验验证理论模型。通过使用可调chi光纤布拉格光栅调谐三阶色散,实验证明了chi频率为$-$ 0.0535和0.715 GHz / ns的different频率的微波波形。

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