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Micro-bend-Resistant Low-Differential-Mode-Group-Delay Few-Mode Fibers
Journal of Lightwave Technology, 2017We report the design of micro-bend-resistant low-differential-mode-group-delay (low-DMGD) few-mode fibers that support up to six mode groups (12 LP modes, 21 spatial modes) and that are adapted to multiple-input multiple-output mode-division-multiplexed transmissions. Compared to previous designs, the micro-bending sensitivity is reduced by more than a
José Enrique Antonio-López +2 more
exaly +3 more sources
Differential mode delay diagnostics for LP modes traversing a few-mode fiber
Applied Optics, 2021We provide differential mode delay (DMD) diagnostics for linearly polarized (LP) modes traversing a few-mode fiber (FMF). We employ a modal interferometer method with a butt coupling mechanism to measure the DMD between any two modes guided in FMFs with step-index (SI) and depressed-cladding profiles. The measurement principle is based on investigating
Nori Shibata +4 more
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Influence of mode coupling on differential mode delay
Applied Optics, 1983The manner in which the differential mode delay (DMD) pulse response is affected by ellipticity- and microbending-induced mode coupling has been analyzed numerically. We have considered both a fiber profile containing a central index dip and fiber profiles with sinusoidal ripples.
B, Stoltz, D, Yevick
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Low-Differential-Mode-Group-Delay 9-LP-Mode Fiber
Journal of Lightwave Technology, 2015We report the optimization of a few-mode fiber, adapted to multiple-input multiple-output mode division multiplexing, that supports 9 LP modes (15 spatial modes). The fiber is fabricated using standard multimode processes, which allows for tight process tolerances, yielding low differential mode group delays (2) and low bend losses.
Sillard, P. +7 more
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On the dependence of differential mode delay in few-mode fibers on the number of modes
2013 15th International Conference on Transparent Optical Networks (ICTON), 2013This paper presents the design of few-mode fibers (FMFs) with low differential mode delay (DMD) over the C-band, considering a refractive index profile with a graded core and a cladding trench. By optimizing the core grading exponent and the dimensioning of the trench, the lowest DMD achievable is obtained for different numbers of linearly polarized ...
Filipe Ferreira +2 more
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Delay differential equations for passive mode locking
EQEC '05. European Quantum Electronics Conference, 2005., 2006This study analyzes a model for passive mode locking in which the approximations of small gain and loss per cavity round trip and weak saturation are avoided. The model is thus capable of describing mode locking in the parameter range of semiconductor lasers.
M. Nizette +3 more
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Measurement of differential mode group delay in few-mode fibers based on Fresnel reflection peaks
Applied Optics, 2023Mode-division multiplexing communication based on few-mode fibers (FMFs) is the most competitive scheme to address the bandwidth exhaustion in single-mode fibers. The differential mode group delay (DMGD) among different modes in FMFs is an important aspect in characterizing FMFs, and the convenient, fast, and accurate measurement of DMGD in different ...
Aodi, Pang +3 more
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Adaptive MIMO equalization for few-mode fiber transmission with various differential mode delays
2015 European Conference on Optical Communication (ECOC), 2015An adaptive MIMO equalization method is presented for few-mode fiber transmission where various differential mode delays (DMDs) simultaneously occur. Evaluation using experimental data shows its use of sparsity to promote equalization effectively deals with various DMDs to suppress the noise.
D. Lee +8 more
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Demonstration of Mode Scramblers Supporting 6 Spatial Modes to Reduce Differential Group Delays
2017 European Conference on Optical Communication (ECOC), 2017We demonstrate a mode scrambler for mixing 6 spatial modes. We present the characterization results of mode-dependent loss and modal transfer matrix using a swept-wavelength interferometer and verify group-delay spread reduction through principal mode analysis.
Haoshuo Chen +4 more
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Sliding mode control of uncertain delay differential systems
Nonlinear Analysis: Theory, Methods & Applications, 1997Sliding mode control for semilinear delay systems of the form \[ \begin{aligned} \dot x(t) & = A_0(t) x(t)+A_1(t) x\bigl(t- \tau(t) \bigr)+ b_0(t) u(t)+ f\biggl(t,x(t), x\bigl(t-\tau (t)\bigr) \biggr) \\ x(t) & = \varphi(t),\;t\in[-\overline \tau,0] \end{aligned} \] is considered, where \(A_0(t)\) and \(b_0(t)\) are in control canonical form.
Sinha, A. S. C. +2 more
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