1,721,040 research outputs found
Confinement Loss and Nonlinearity Analysis of Air-Guiding Modified Honeycomb Photonic Bandgap Fibers
Air-guiding photonic bandgap fibers based on a modified honeycomb lattice have been numerically investigated through the finite element method. Results confirm that an extra hole in the unit cell of a honeycomb lattice can be exploited to enlarge the photonic bandgap, allowing air-guiding with confinement losses lower than 0.1 dB/km and nonlinear coefficient lower than 3.5 10-3(W km)-1 at 1.55 um
Scaling laws in tube lattice fibers
Scaling laws of confinement loss and dielectric overlap in circularly arranged tube lattice fibers are numerically analyzed. Confinement loss scales as the 4.5 power of wavelength-core size ratio whereas dielectric overlap dependence is weaker
Comparison among first order PMD compensation techniques
A comparision among three different first order polarization mode dispersion compensation techniques was done in terms of outage probability. This probability was calculated for a fixed value of sensitivity penalty at the reciever with the purpose of evaluating their impact on 10 Gbit/s communication system performance for different conditions of polarization mode dispersion and for varying compensation parameters. A numerical approach was applied looking for the best operating point of compensation © 2001 SPIE · 0277-786X/01/$15.00
Optimization of inhibited-coupling hollow-core fibers for quantum entangled photon source platforms
Dispersion and non-linear properties of triangular photonic crystal fibers with large air-holes and small pitch
2D+1 and 3D Simulation Methods for Hollow Core Fibers Non-Idealities Analysis
We propose three numerical approaches for the analysis of Hollow Core fibers non-idealities along fiber propagation direction. The first two are 2D+1 approaches and relies on the Coupled Mode Theory and the Mode Matching Method. While the third is a full 3D method since it relies on a 3D finite element method simulation
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