Title :
Photonic Crystal Microcavity Amplifier
Author :
Biallo, D. ; D´Orazio, A. ; de Sario, M. ; Marrocco, V. ; Petruzzelli, V. ; Prudenzano, F.
Author_Institution :
Dipartimento di Elettrotecnica ed Elettronica, Politecnico di Bari
Abstract :
Summary form only given: Amplification in rare-earth doped solid state planar optical structures has attracted a lot of interest in recent years due to the fact that the rare earth ions show sharp absorption and emission bands and relatively long luminescence lifetimes. In particular the erbium (Er) ion is very attractive because of its intra 4f-transition from the first excited state to the ground state around 1.53 mum (4I13/2-4I15/2). The main problem of the erbium doped waveguide amplifiers (EDWAs) is that high values of the Er3+ concentration are required to reach high gain figures in a compact length, but in this way the concentration quenching effects become very considerable and detrimental to the optical gain, since they reduce the population in the first excited state. A good solution to overcome this dramatic drawback is to consider erbium doped photonic crystal amplifier (EDPCA). In fact the small group velocity of electromagnetic eigenmodes brings about the enhancement of stimulated emission if the photonic crystals are doped by active media as the rare earth ions E3+r or Yt3+. This phenomenon originates from the long interaction time between radiation field and the matter caused by the small group velocity near the edge of the photonic band gap. The efficient confinement of light is achievable not only by tuning the input signal at the band edge of the gap of the photonic crystal but it is also obtainable by introducing local defects inside photonic crystals. The density of electromagnetic states inside a cavity is significantly modified and the spontaneous emission of atoms in a cavity can be either enhanced or inhibited. Erbium doped silica-titania one-dimensional photonic crystal microcavities have been analyzed by solving the erbium rate equations and the Maxwell equations by means of an auxiliary differential equation finite difference time domain technique. Since the per- ormance of optical amplifiers depends on the populations of the energy levels participating in radiative transitions, determined principally by the distribution and concentration of the rare-earth ions and by the pumping conditions, the relations between these parameters and the transmittance of the EDPCMA have been studied
Keywords :
Maxwell equations; differential equations; eigenvalues and eigenfunctions; erbium; excited states; finite difference time-domain analysis; ground states; microcavity lasers; optical pumping; photonic band gap; photonic crystals; silicon compounds; solid lasers; spontaneous emission; stimulated emission; titanium compounds; waveguide lasers; (SiO2-TiO2):Er; 1.53 mum; Er3+ concentration; Maxwell equations; atom emission; auxiliary differential equation; concentration quenching effects; electromagnetic density of states; energy levels; erbium doped microcavities; erbium doped photonic crystal amplifier; erbium doped waveguide amplifiers; erbium ion; erbium rate equations; excited state; finite difference time domain technique; ground state; light confinement; local defects; luminescence lifetimes; microcavity amplifier; one-dimensional photonic crystal; optical amplification; optical amplifiers; optical gain; photonic band gap; photonic crystal microcavity; pumping conditions; radiation field-matter interaction; radiative transitions; rare earth ions; rare-earth doped planar optical structures; rare-earth doped solid state structures; sharp absorption band; sharp emission band; silica-titania microcavities; spontaneous emission; transmittance; Erbium; Erbium-doped fiber amplifier; Microcavities; Optical amplifiers; Optical pumping; Optical waveguides; Particle beam optics; Photonic crystals; Semiconductor optical amplifiers; Stimulated emission;
Conference_Titel :
Transparent Optical Networks, 2006 International Conference on
Conference_Location :
Nottingham
Print_ISBN :
1-4244-0235-2
DOI :
10.1109/ICTON.2006.248461