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Guillaume TAREL, PhC Course, QD EMISSION 1 Control of spontaneous emission of QD using photonic crystals
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Guillaume TAREL, PhC Course, QD EMISSION 2 Radiative transition -> Spontaneous emission All light sources except lasers + excited emitter environment
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Guillaume TAREL, PhC Course, QD EMISSION 3 Excited emitter -> emission of a photon after a characteristic lifetime + excited emitter environment = Radiative transition -> Spontaneous emission All light sources except lasers
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Guillaume TAREL, PhC Course, QD EMISSION 4 A lot of interest in modifying spontaneous emission -Faster emission: Integrated photonics, high speed light sources - Single photon sources: Quantum optics, Quantum criptography - Better emission coupling factor
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Guillaume TAREL, PhC Course, QD EMISSION 5 Emitter : dimensionality of structures Baier M., PhD Thesis, 2005 Spatial Variations of band edge for carriers (e and h)
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Nanopyramids of Gallium Arsenide Guillaume TAREL, PhC Course, QD EMISSION 6 Control Spontaneous emission (SE) Quantum dot: 3D confinment atomic like emitter Low extraction efficiency: Absorption+reflected part+ even total intern reflection Easy incorporation in devices
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Guillaume TAREL, PhC Course, QD EMISSION 7 « By intentionnaly placing boundaries close to a radiative system, one realize new situations in which excited state decay can be either supressed, greatly enhanced, or even made reversible.» S. Haroche, 1990, Fundamental systems in Quantum Optics -> Cavity Quantum Electrodynamic Environment ? +
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Guillaume TAREL, PhC Course, QD EMISSION 8 F. Krauss Science 20 May 2005: 1122-1123 Cavity decay rate > QD cavity coupling strength SE rate calculated from fermi golden rule… Weak coupling
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Guillaume TAREL, PhC Course, QD EMISSION 9 -> on-resonance enhanced of resonance supressed See e.g. Andreani et Al., Physica status solidi. B. mode volumes and Q factor
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Guillaume TAREL, PhC Course, QD EMISSION 10 Purcell effect -> Tailoring spontaneous emission E.M.Purcell Phys. Rev. 69 (1946) p. 681 Vahala, Nature 2003 Excited emitter -> emission of a photon after a characteristic lifetime Purcell effect reduces spontaneous emission lifetime Properties of the emitter modified but not fundamentally altered : weak coupling
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Guillaume TAREL, PhC Course, QD EMISSION 11 Low dimensionality structures Photons confined by modulation of the refractive index: planar microcavity, photonic wires, micropillars, microdisks… Vahala, Nature 2003
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Guillaume TAREL, PhC Course, QD EMISSION 12 Andreani et Al., Physica status solidi. B. Photonic crystals
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Guillaume TAREL, PhC Course, QD EMISSION 13 QD+Photonic crystals Both electrons and photons are confined in all dimensions + +
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Guillaume TAREL, PhC Course, QD EMISSION 14 Vahala Nature 424, 839-846 (2003) M0 and M1 cavitys Need small mode volumes High Q – Small V
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Guillaume TAREL, PhC Course, QD EMISSION 15 Phys. Rev. Lett. 95, 013904 (2005) Strauf et Al., Phys. Rev. Lett. 96, 127404 (2006) Designs concepts holes position and size
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Guillaume TAREL, PhC Course, QD EMISSION 16 Yoshie et al., Nature 432, 200-203
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Guillaume TAREL, PhC Course, QD EMISSION 17 Andreani et Al., Physica status solidi. B.
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Guillaume TAREL, PhC Course, QD EMISSION 18 Phys. Rev. Lett. 95, 013904 (2005) What is done: 1/ fabrication of structures : emitter embedded in photonic crystal 2/ try to find an emitter coupled to a cavity mode Spectral + Spatial positioning
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Guillaume TAREL, PhC Course, QD EMISSION 19 Phys. Rev. B 71, 241304 (2005): Kress et al. H1 PC cavity Pronounced CQED effect First example r/a r: hole radius
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Guillaume TAREL, PhC Course, QD EMISSION 20 Phys. Rev. B 71, 241304 (2005): Kress et al. H1 PC cavity Deeper shift in the bandgap First example
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Guillaume TAREL, PhC Course, QD EMISSION 21 Phys. Rev. B 71, 241304 (2005): Kress et al. Shortening of emission lifetime of around 5.6 H1 PC cavity Maximum enhancement around 20 Max(photon lifetime) 2ps Typical QD SE time 1 ns
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Guillaume TAREL, PhC Course, QD EMISSION 22 Phys. Rev. B 71, 241304 (2005): Kress et al. H1 PC cavity Shortening AND lengthening Unpaterned membrane
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Guillaume TAREL, PhC Course, QD EMISSION 23 Phys. Rev. B 66, 041303 (2002): Happ et al. Hexagonal defect microcavity H2 (7 missing holes, triangular lattice, filling factor 40%) Ground state transition of the dots (170) Pump rate limited 4 of the defect modes of a H2 cavity High power no resolution of QD individual emission 2nd example
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Guillaume TAREL, PhC Course, QD EMISSION 24 Phys. Rev. B 66, 041303 (2002): Happ et al. Hexagonal defect microcavity H2 Mode peaks emerge from the spectra Lifetime limited, difference off/on resonance
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Guillaume TAREL, PhC Course, QD EMISSION 25 Phys. Rev. B 66, 041303 (2002): Happ et al. *9 SE rate enhancement due to purcell effect on/off resonance
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Guillaume TAREL, PhC Course, QD EMISSION 26 Phys. Rev. Lett. 95, 013904 (2005) What is done: 1/ fabrication of structures : emitter embedded in photonic crystal 2/ try to find an emitter coupled spectraly and spatially to a cavity mode
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Guillaume TAREL, PhC Course, QD EMISSION 27 One more step: « deterministic coupling» Light-matter coupling is no more due to chance Badolato et al., Science 20 May 2005: 1158 - 1161
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Guillaume TAREL, PhC Course, QD EMISSION 28 Writing of the S1 PhC Trace of the stacked QDs Electric field intensity from FDTD calculations -> high Q cavity mode resonance QD transition energy BUT remains red shifted = approximate SPECTRAL COUPLING Positionning of the QD SPATIAL COUPLING
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Guillaume TAREL, PhC Course, QD EMISSION 29 Spectral tuning of the mode resonance 3 etching cycles 5 etching cycles QD emission intensity is modified Enhancement of radiative decay rate of around 5 Enlarge PC holes and thin PC membrane
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Guillaume TAREL, PhC Course, QD EMISSION 30 Strong coupling Other really interesting aspects : Cavity decay rate < QD cavity coupling strength Vahala, Nature 2003 Cavity decay rate > QD cavity coupling strength = Purcell effect Modify spontaneous emission CONCLUSION Photonic crystals = tailoring of spontaneous emission using Purcell effect
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