Lower bound for the spatial extent of localized modes in photonic-crystal waveguides with small random imperfections
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Lower bound for the spatial extent of localized modes in photonic-crystal waveguides with small random imperfections. / Faggiani, Rémi; Baron, Alexandre; Zang, Xiaorun; Lalouat, Loïc; Schulz, Sebastian A.; O'Regan, Bryan; Vynck, Kevin; Cluzel, Benoît; De Fornel, Frédérique; Krauss, Thomas F.; Lalanne, Philippe.
julkaisussa: Scientific Reports, Vuosikerta 6, 27037, 01.06.2016.Tutkimustuotos › › vertaisarvioitu
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TY - JOUR
T1 - Lower bound for the spatial extent of localized modes in photonic-crystal waveguides with small random imperfections
AU - Faggiani, Rémi
AU - Baron, Alexandre
AU - Zang, Xiaorun
AU - Lalouat, Loïc
AU - Schulz, Sebastian A.
AU - O'Regan, Bryan
AU - Vynck, Kevin
AU - Cluzel, Benoît
AU - De Fornel, Frédérique
AU - Krauss, Thomas F.
AU - Lalanne, Philippe
N1 - EXT="Zang, Xiaorun"
PY - 2016/6/1
Y1 - 2016/6/1
N2 - Light localization due to random imperfections in periodic media is paramount in photonics research. The group index is known to be a key parameter for localization near photonic band edges, since small group velocities reinforce light interaction with imperfections. Here, we show that the size of the smallest localized mode that is formed at the band edge of a one-dimensional periodic medium is driven instead by the effective photon mass, i.e. the flatness of the dispersion curve. Our theoretical prediction is supported by numerical simulations, which reveal that photonic-crystal waveguides can exhibit surprisingly small localized modes, much smaller than those observed in Bragg stacks thanks to their larger effective photon mass. This possibility is demonstrated experimentally with a photonic-crystal waveguide fabricated without any intentional disorder, for which near-field measurements allow us to distinctly observe a wavelength-scale localized mode despite the smallness (∼1/1000 of a wavelength) of the fabrication imperfections.
AB - Light localization due to random imperfections in periodic media is paramount in photonics research. The group index is known to be a key parameter for localization near photonic band edges, since small group velocities reinforce light interaction with imperfections. Here, we show that the size of the smallest localized mode that is formed at the band edge of a one-dimensional periodic medium is driven instead by the effective photon mass, i.e. the flatness of the dispersion curve. Our theoretical prediction is supported by numerical simulations, which reveal that photonic-crystal waveguides can exhibit surprisingly small localized modes, much smaller than those observed in Bragg stacks thanks to their larger effective photon mass. This possibility is demonstrated experimentally with a photonic-crystal waveguide fabricated without any intentional disorder, for which near-field measurements allow us to distinctly observe a wavelength-scale localized mode despite the smallness (∼1/1000 of a wavelength) of the fabrication imperfections.
UR - http://www.scopus.com/inward/record.url?scp=84973300726&partnerID=8YFLogxK
U2 - 10.1038/srep27037
DO - 10.1038/srep27037
M3 - Article
VL - 6
JO - Scientific Reports
JF - Scientific Reports
SN - 2045-2322
M1 - 27037
ER -