Optical Fiber Communication 1986
DOI: 10.1364/ofc.1986.pd4
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Low Loss Dispersion Shifted Fiber With Fluorine Doped Cladding and Step Like Index Profile

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“…One basic assumption in the Millar method is that the MFD for arbitrary profiles behaves simply as a scaled version of the step-index MFD [10]. While this is true for most fibres used for telecommunications, it is not true in general, and in particular the method breaks down when applied to the triangular-type profile fibres and dual shape profile fibres [11] which are receiving a lot of attention for dispersion shifting. In its simplest form, the Millar method measures the cutoff wavelength, together with the MFD.…”
Section: Unifying Esi and Mfd Methods In Single-mode Fibresmentioning
confidence: 99%
“…One basic assumption in the Millar method is that the MFD for arbitrary profiles behaves simply as a scaled version of the step-index MFD [10]. While this is true for most fibres used for telecommunications, it is not true in general, and in particular the method breaks down when applied to the triangular-type profile fibres and dual shape profile fibres [11] which are receiving a lot of attention for dispersion shifting. In its simplest form, the Millar method measures the cutoff wavelength, together with the MFD.…”
Section: Unifying Esi and Mfd Methods In Single-mode Fibresmentioning
confidence: 99%