2018
DOI: 10.1016/j.ijleo.2017.10.160
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Novel design of broadband dispersion compensating photonic crystal fiber with all solid structure and low index difference

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Cited by 11 publications
(3 citation statements)
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“…e eigenvector {H} and the eigenvalue n 2 eff provide, respectively, the full vector magnetic field distribution on the cross section of PCF and the effective index of the mode. e total dispersion D (λ) of the fiber consists of two parts: the material dispersion D m (λ) and the waveguide dispersion D w (λ); that is [19],…”
Section: Fundamental Theorymentioning
confidence: 99%
“…e eigenvector {H} and the eigenvalue n 2 eff provide, respectively, the full vector magnetic field distribution on the cross section of PCF and the effective index of the mode. e total dispersion D (λ) of the fiber consists of two parts: the material dispersion D m (λ) and the waveguide dispersion D w (λ); that is [19],…”
Section: Fundamental Theorymentioning
confidence: 99%
“…In 2018, Wang et al proposed an all-solid DCC-MSF with BDC covering S + C bands. Its compensating multiple was 15.43 times standard SMF, and the residual dispersion value varied within ±0.15 ps/(nm•km) [14]. Although the variation range of residual dispersion was small, the compensation multiples and bandwidth were slightly insufficient.…”
Section: Introductionmentioning
confidence: 97%
“…adjusting the refractive index between the inner and outer cores filled with different materials or by changing the diameter of air holes in a certain layer to form dual-core structure, the dual-core PCF can better solve the problem of dispersion compensation over the broad wavebands. Wang et al proposed an all-solid dual concentric core DCPCF [6] which can compensate 15.43 times its length of SMF28 with small residual dispersion in the range of ±0.15 ps/(nm•km) over S+C bands. However, it is difficult to fabricate because of this structure with a Ge-doped fiber core and a F-doped cladding.…”
mentioning
confidence: 99%