Effective area of photonic crystal fibers
arXiv:physics/0204008 · doi:10.1364/OE.10.000341
Abstract
We consider the effective area A_eff of photonic crystal fibers (PCFs) with a triangular air-hole lattice in the cladding. It is first of all an important quantity in the context of non-linearities, but it also has connections to leakage loss, macro-bending loss, and numerical aperture. Single-mode versus multi-mode operation in PCFs can also be studied by comparing effective areas of the different modes. We report extensive numerical studies of PCFs with varying air hole size. Our results can be scaled to a given pitch and thus provide a general map of the effective area. We also use the concept of effective area to calculate the "phase" boundary between the regimes with single-mode and multi-mode operation.
8 pages including 5 figures. Webpage at http://www.crystal-fibre.com
Cited by in corpus (11)
- Modal cut-off and the V-parameter in photonic crystal fibers
- Improved large-mode area endlessly single-mode photonic crystal fibers
- Low-loss criterion and effective area considerations for photonic crystal fibers
- Material effects in airguiding photonic bandgap fibers
- Experimental investigation of cut-off phenomena in non-linear photonic crystal fibers
- Small-core photonic crystal fibers with weakly disordered air-hole claddings
- Nonlinear photonic crystal fibres: pushing the zero-dispersion toward the visible
- Highly Coherent Supercontinuum Generation in Circular Lattice Photonic Crystal Fibers Using Low-power Pulses
- Photonic crystal fibres: mapping Maxwell's equations onto a Schrodinger equation eigenvalue problem
- Propagation of Light in Photonic Crystal Fibre Devices
- Universality in edge-source diffusion dynamics