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We present theory and measurements for systematically disordered slow-light photonic crystal waveguides and find a pronounced disorder-induced blueshift and broadening of the photon density of states.
We present theory and measurements of disorder-induced losses for slow-light photonic crystal waveguides. Our calculations and measurements explain how Bloch mode engineering can substantially reduce losses for the same slow-light group velocity regime.
A new scattering theory for describing disorder-induced multiple scattering events in photonic crystal waveguides is presented with matching experiments on GaAs samples. Our self-consistent 3D model successfully reproduces the rich experimental features including band-edge resonances.
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