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Generation of linear frequency-modulated signals with improved time-bandwidth product based on an optics frequency comb

机译:基于光学频率梳改善的时间带宽产品的线性频率调制信号的产生

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摘要

A generation scheme for the linear frequency-modulated (LFM) signals with tunable carrier frequency and improved time-bandwidth product (TBWP) using an optical frequency comb (OFC) and a fiber Bragg grating (FBG) time delay line is proposed and demonstrated by simulation. In the scheme, intensity modulation is used to convert the continuous time-domain waveform to an optical pulse with a duty cycle of one-sixteenth, and two cascaded polarization modulators driven by two different radio frequency signals are used to generate 16-line OFC without an optical filter. Then the 16-line OFC is injected into the FBG time delay line, which consists of 16 discrete FBGs, and each spectral line is reflected by the specific FBG after different time delays. By properly designing the position of the FBGs, the 16 spectral lines of the 16-line OFC are separated in the time domain. The time-separated OFC is then modulated by a phase modulator driven by a periodic parabolic signal for introducing parabolic phase modulation. Subsequently, after the heterodyne beating between the phase-modulated optical signal and the local oscillator light wave emitted from a tunable laser source (TLS) in a photodiode, an electrical LFM signal with improved TBWP is generated. Simulation results show that the generated LFM signal has the bandwidth of 31.78 GHz and TBWP of 1365.33, and its center frequency can be tuned by varying the wavelength of the TLS. (C) 2019 Optical Society of America
机译:提出了使用光学频率梳(OFC)和光纤布拉格光栅(FBG)时间延迟线的可调谐载波频率和改进的时间带宽产品(TBWP)的线性频率调制(LFM)信号的产生方案及其证明模拟。在该方案中,强度调制用于将连续时域波形转换为具有第十六个占空比的光脉冲,并且由两个不同的射频信号驱动的两个级联偏振调制器用于生成16行,而没有光学滤波器。然后将16行的OFC注入FBG时间延迟线,其由16个离散的FBG组成,并且在不同的时间延迟之后,每个光谱线被特定的FBG反射。通过适当地设计FBG的位置,在时域中分离16线的16个光谱线。然后通过由周期性抛物线信号驱动的相位调制器来调制时间分离的,用于引入抛物期相位调制。随后,在相位调制光信号和从光电二极管中的可调激光源(TLS)发射的外差跳动,产生具有改进的TBWP的电气LFM信号。仿真结果表明,所生成的LFM信号具有31.78GHz和TBWP的带宽,1365.33,其中心频率可以通过改变TLS的波长来调整。 (c)2019年光学学会

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