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Theoretical analysis on the refractive-index distribution and bandwidth of gradient-index polymer optical fibers from a centrifugal field

机译:离心场对梯度折射率聚合物光纤折射率分布和带宽的理论分析

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Theoretical analysis was applied to analyze the refractive-index distribution (RID) and bandwidth (BW) of gradient-index polymer optical fibers (GI POFs) prepared by a centrifugal field process. The RID of the prepared GI POF could be represented by the equation of n(r)=n_(1)[1-2δ(r/a)~(g)]~(1/2). The studied material systems were poly(hexafluoroisopropyl 2-fluoroacrylate) (PHFIP 2-FA)/dibutyl phthalate (DBP) and poly(methyl methacrylate) (PMMA)/benzyl benzoate (BEN). The RID and the BW were significantly affected by an essential parameter k, which was related to the material properties (density difference and molecular weight) and processing properties (rotating speed, temperature, and radius). As k increased, the characteristic constant of RID,g, decreased to a minimum and then increased sharply, owing to the separation of the polymer and the dopant. On the other hand, the relative refractive-index difference of RID, δ, increased to a steady value after k increased to a certain value. The variation of RID with k resulted in a local minimum of intermodal dispersion, and thus a maximum bandwidth was obtained. The maximum BW of the PHFIP 2-FA/DBP and PMMA/BEN systems at 1550 nm (100-m fiber length and 2-nm spectral width) for the case of k≠0 were 6.7 and 3.2 Gb/s, respectively. The wavelength of light source affects the BW significantly only at k around zero because of the importance of the intramodal dispersion in this case.
机译:应用理论分析来分析通过离心场法制备的梯度折射率聚合物光纤(GI POFs)的折射率分布(RID)和带宽(BW)。制备的GI POF的RID可以由等式n(r)= n_(1)[1-2δ(r / a)〜(g)]〜(1/2)表示。所研究的材料体系为聚(2-氟丙烯酸六氟异丙基酯)(PHFIP 2-FA)/邻苯二甲酸二丁酯(DBP)和聚(甲基丙烯酸甲酯)(PMMA)/苯甲酸苄酯(BEN)。 RID和BW受到基本参数k的显着影响,该参数与材料特性(密度差和分子量)和加工特性(转速,温度和半径)有关。随着k的增加,由于聚合物和掺杂剂的分离,RID,g的特征常数减小到最小值,然后急剧增加。另一方面,在k增加到一定值之后,RID的相对折射率差δ增加到稳定值。 RID随k的变化导致联运频散的局部最小值,从而获得最大带宽。对于k≠0的情况,PHFIP 2-FA / DBP和PMMA / BEN系统在1550 nm(100 m的光纤长度和2 nm的光谱宽度)下的最大BW分别为6.7和3.2 Gb / s。光源的波长仅在零附近的k处显着影响BW,因为在这种情况下内部模态色散的重要性。

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    《Applied optics》 |2003年第12期|共7页
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  • 正文语种 eng
  • 中图分类 光学;
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