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Generation, characterization, and experimental analysis of noise-like pulse envelopes with complex shapes

机译:具有复杂形状的噪声样脉冲信封的生成,表征和实验分析

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摘要

We present the generation of 41 noise-like pulse (NLP) envelopes with complex shapes using a passively modelocked, erbium-doped figure-eight fiber laser (EDFEFL). The tuning of each of the complex forms was carried out by varying the polarization state within the laser cavity, using a quarter-wave retarder (QWR2) inside a nonlinear optical loop mirror (NOLM), which is part of the EDFEFL. The position of the retarder plate was identified and recorded for each of the complex shapes. The temporal and spectral characterization was done using the position of the WQR2 wave plate as an independent variable. We present a single-shot analysis of the dynamics for the temporal amplitude, the full width at half-maximum (FWHM), and the root-mean-square (RMS) width for each of the 360 cycles measured for the 41 complex envelopes. We also perform an analysis for the case in which the pulse is completely divided into subpackets. We analyze the corresponding spectral profile for each of the complex forms generated. Finally, we evaluate the performance of the NOLM theoretical model with our experimental results. The wavelength of the NLPs is 1560 nm; the period of the cavity fiber laser is 1.1 ms; and the temporal FWHM is within the range of nanoseconds. (C) 2020 Optical Society of America
机译:我们使用被动模型的erbium掺杂的八纤维激光器(Edfefl)来介绍具有复杂形状的41个噪声样脉冲(NLP)信封。通过在非线性光学回路镜(NOLM)内的四分之一波延迟器(QWR2)中,通过在非线性光学回路镜(NOLM)内的四分之一波延迟器(QWR2)来执行每个复杂形式的调谐。识别延迟板的位置并记录每个复杂形状。使用WQR2波片作为独立变量的位置来完成时间和光谱表征。我们对时间幅度的动力学,半最大(FWHM)的全宽度以及为41个复杂的信封测量的360个循环中的每一个的根均线(RMS)宽度的单次分析。我们还对脉冲被完全分成子包进行的情况进行分析。我们分析所生成的每个复杂表单的相应光谱分布。最后,我们通过实验结果评估NOLM理论模型的表现。 NLP的波长为1560nm;腔光纤激光器的周期为1.1毫秒;并且时间FWHM在纳秒范围内。 (c)2020美国光学学会

著录项

  • 来源
    《Applied optics》 |2020年第23期|共10页
  • 作者单位

    Ctr Invest Opt AC Loma Bosque 115 Leon 37150 Gto Mexico;

    Ctr Invest Opt AC Loma Bosque 115 Leon 37150 Gto Mexico;

    Univ Autonoma Chiapas Fac Ciencias Fis &

    Matemat Carretera Emiliano Zapata Km 8 Tuxtla Gutierrez 29050 Chiapas Mexico;

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  • 正文语种 eng
  • 中图分类 应用;
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