2022
DOI: 10.1088/1367-2630/ac4a14
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Broadband frequency conversion of ultrashort pulses using high-Q metasurface resonators

Abstract: Frequency conversion of light can be dramatically enhanced using high quality factor (Q-factor) cavities. Unfortunately, the achievable conversion efficiencies and conversion bandwidths are fundamentally limited by the time–bandwidth limit of the cavity, restricting their use in frequency conversion of ultrashort pulses. Here, we propose and numerically demonstrate sum-frequency generation based frequency conversion using a metasurface-based cavity configuration that could overcome this limitation. The propos… Show more

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Cited by 6 publications
(2 citation statements)
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“…Since multimode resonant optical systems can exhibit complex temporal dynamics, studying their ultrafast optical response requires time-resolved methods. Examples of such systems include nanoparticle assemblies, nonlocal diffractive metasurfaces, , anapoles, , as well as recently explored time-varying systems. From the practical point of view, understanding and controlling the temporal dynamics can be crucial, e.g., for optimizing the efficiency of nonlinear optical processes and for tailoring their near- and far-field characteristics. Periodic metasurfaces are especially relevant in that context, as they can support collective resonances, in which Fano-like coupling between diffractive and localized resonances can make the temporal dynamics nontrivial. Among various types of collective resonances, including guided-mode resonances, surface lattice resonances (SLRs), and waveguide-plasmon polaritons (WPPs), of particular current interest are collective dark modes, in which radiation loss is suppressed by destructive interference.…”
Section: Introductionmentioning
confidence: 99%
“…Since multimode resonant optical systems can exhibit complex temporal dynamics, studying their ultrafast optical response requires time-resolved methods. Examples of such systems include nanoparticle assemblies, nonlocal diffractive metasurfaces, , anapoles, , as well as recently explored time-varying systems. From the practical point of view, understanding and controlling the temporal dynamics can be crucial, e.g., for optimizing the efficiency of nonlinear optical processes and for tailoring their near- and far-field characteristics. Periodic metasurfaces are especially relevant in that context, as they can support collective resonances, in which Fano-like coupling between diffractive and localized resonances can make the temporal dynamics nontrivial. Among various types of collective resonances, including guided-mode resonances, surface lattice resonances (SLRs), and waveguide-plasmon polaritons (WPPs), of particular current interest are collective dark modes, in which radiation loss is suppressed by destructive interference.…”
Section: Introductionmentioning
confidence: 99%
“…It can be evaluated by g ¼ P SF /P S , where P SF and P S are the optical powers of sum-frequency light and signal light. 24 The pump light is fixed at a single wavelength corresponding to one of the Fano peaks, and the signal light is scanned over a wavelength range near the other Fano peak. First, the pump light is fixed at 1418 nm, and the signal light is scanned over 1255-1258 nm wavelength range.…”
mentioning
confidence: 99%