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首页> 外文期刊>Optik: Zeitschrift fur Licht- und Elektronenoptik: = Journal for Light-and Electronoptic >A simple but accurate method for study of radial variation of pumpand signal intensities in single-mode erbium-dopeddispersion-shifted as well as dispersion-flattened fiber amplifier
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A simple but accurate method for study of radial variation of pumpand signal intensities in single-mode erbium-dopeddispersion-shifted as well as dispersion-flattened fiber amplifier

机译:研究单模掺-色散和色散平坦光纤放大器中泵浦和信号强度径向变化的简单而精确的方法

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摘要

The doped fiber amplifier provides broadband amplification in case of multi-channel optical signalsin long-haul communication systems. In this context, single-mode dispersion-shifted and dispersion-flattened fibers have emerged as potential candidates for the purpose of communication of informationthrough fundamental mode. Consequently accurate but simple expression for the fundamental modalfield in the doped fiber, both for the pump and the signal as well, is important for investigation of theirvariations with radial distance. Employing the simple but accurate power series expression of funda-mental modal field for dispersion-shifted trapezoidal and dispersion-flattened step and graded W fibers, we estimate how the modal intensity changes with change of radial distance from the axis of such typeof fiber in case of both the pump and signal intensities. Using some typical fibers of the said kind asexamples, we show that our estimations by this simple formalism agree excellently with the numericalexact results. Our method requires little computations for the concerned calculations. Prescription ofsuch simple but accurate formalism will benefit the system engineers who are working in the field of alloptical technology.
机译:在长距离通信系统中,在多通道光信号的情况下,掺杂光纤放大器可提供宽带放大。在这种情况下,单模色散位移和色散平坦光纤已经成为潜在的候选者,目的是通过基本模式进行信息通信。因此,对于泵浦和信号,掺杂光纤中基本模态的准确而简单的表达对于研究其随径向距离的变化很重要。对于色散位移梯形和色散平坦阶跃和渐变W光纤,使用简单但精确的幂级数表达式表示基本模态场,我们估计模态强度如何随径向距离从此类光纤轴的距离而变化泵浦强度和信号强度以上述类型的一些典型纤维为例,我们证明了通过这种简单形式主义的估计与数值精确结果非常吻合。对于相关的计算,我们的方法需要很少的计算。这种简单但准确的形式主义的规定将使从事全光学技术领域的系统工程师受益。

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