2020
DOI: 10.1364/ol.397198
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Non-ideal quarter-wavelength Bragg-reflection waveguides for nonlinear interaction: eigen equation and tolerance

Abstract: A general eigen equation has been deduced that can handle ideal and non-ideal quarter-wavelength cases of Bragg-reflection waveguide structure for nonlinear interaction with matching layers on each side of the active region. In particular, this equation allows for solving the cases when the Bragg reflectors are non-ideal quarter-wavelength thick. With this equation, we propose a Bragg-reflection waveguide structure based on the A l x G … Show more

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Cited by 7 publications
(3 citation statements)
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“…The BRW simulations were performed by COMSOL for the TE and TM total internal reflection (TIR) modes at 1550 nm (frequency ) and the TE Bragg mode at 775 nm (frequency 2), respectively. We used the structure optimized for a 4.4 µm ridge width proposed earlier as a starting point using the same material parameters [19].…”
Section: Brw Simulations and Fabricationmentioning
confidence: 99%
“…The BRW simulations were performed by COMSOL for the TE and TM total internal reflection (TIR) modes at 1550 nm (frequency ) and the TE Bragg mode at 775 nm (frequency 2), respectively. We used the structure optimized for a 4.4 µm ridge width proposed earlier as a starting point using the same material parameters [19].…”
Section: Brw Simulations and Fabricationmentioning
confidence: 99%
“…The SPDC process requires fulfilling the phase matching condition. For BRWs, this is obtained by choosing a vertical layer structure where the effective refractive indices of the mode for the pump light (a so-called Bragg mode) and the modes for the down converted photons (total internal reflection modes, TIR) are the same [15,16]. In addition, the result is also influenced by the ridge width and depth which define the lateral optical confinement in the waveguide.…”
Section: Samplesmentioning
confidence: 99%
“…The aggregated structure corresponds to the fiber structure tested by cryo-TEM. thicknesses could not be calculated directly using the Bragg equation [47][48][49]. Instead, the generalized indirect Fourier transformation (GIFT) method was adopted to determine the single wall thickness of the tubes [49,50].…”
Section: The Gelation Mechanism Of Supramolecular Hydrogelsmentioning
confidence: 99%