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首页> 外文期刊>Applied optics >Design of an all-optical fractional-order differentiator with terahertz bandwidth based on a fiber Bragg grating in transmission
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Design of an all-optical fractional-order differentiator with terahertz bandwidth based on a fiber Bragg grating in transmission

机译:基于纤维布拉格光栅的Terahertz带宽的全光分数差分器设计

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摘要

All-optical fractional-order temporal differentiators with bandwidths reaching terahertz (THz) values are demonstrated with transmissive fiber Bragg gratings. Since the designed fractional-order differentiator is a minimum phase function, the reflective phase of the designed function can be chosen arbitrarily. As examples, we first design several 0.5th-order differentiators with bandwidths reaching the THz range for comparison. The reflective phases of the 0.5th-order differentiators are chosen to be linear phase, quadratic phase, cubic phase, and biquadratic phase, respectively. We find that both the maximum coupling coefficient and the spatial resolution of the designed grating increase when the reflective phase varies from quadratic function to cubic function to biquadratic function. Furthermore, when the reflective phase is chosen to be a quadratic function, the obtained grating coupling coefficient and period are more likely to be achieved in practice. Then we design fractional-order differentiators with different orders when the reflective phase is chosen to be a quadratic function. We see that when the designed order of the differentiator increases, the obtained maximum coupling coefficient also increases while the oscillation of the coupling coefficient decreases. Finally, we give the numerical performance of the designed 0.5th-order differentiator by showing its temporal response and calculating its cross-correlation coefficient. (C) 2017 Optical Society of America
机译:通过透射光纤布拉格光栅对具有到达Terahertz(THz)值的带宽的全光分数级时间差异。由于设计的分数级微分器是最小相位功能,因此可以任意选择设计功能的反射阶段。作为示例,我们首先设计几个0.5阶差分,带宽达到了THz范围以进行比较。选择0.5阶差分差管的反射阶段分别选择线性相,二次相,立方相和双相相。我们发现,当反射相位变化到比例函数的二次函数变化​​时,最大耦合系数和设计光栅的空间分辨率都增加。 Furthermore, when the reflective phase is chosen to be a quadratic function, the obtained grating coupling coefficient and period are more likely to be achieved in practice. Then we design fractional-order differentiators with different orders when the reflective phase is chosen to be a quadratic function.我们看到,当微分器的设计顺序增加时,获得的最大耦合系数也在增加,同时耦合系数的振荡减小。最后,我们通过显示其时间响应并计算其互相关系数来提供所设计的0.5阶微分机的数值性能。 (c)2017年光学学会

著录项

  • 来源
    《Applied optics》 |2017年第24期|共6页
  • 作者

    Liu Xin; Shu Xuewen;

  • 作者单位

    Huazhong Univ Sci &

    Technol Wuhan Natl Lab Optoelect Wuhan 430074 Hubei Peoples R China;

  • 收录信息
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 应用;
  • 关键词

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