2018
DOI: 10.1364/ome.9.000162
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Rigorous space-time coupled-wave analysis for patterned surfaces with temporal permittivity modulation [Invited]

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Cited by 41 publications
(32 citation statements)
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“…This approach yields accurate results in the adiabatic regime of modulation ( f m ≪ f 0 ) which is the case here and in practical electro‐optical platforms. The validity of this approach is verified by comparing the results against the numerically exact rigorous space‐time wave analysis (RSTWA) method capable of accurate characterization of scattering from periodic time‐modulated grating structures with drastic difference in the timescale of modulation and optical frequencies in Section S5 (Supporting Information). The adiabatic approach not only provides an intuitive insight into harmonic generation mechanism of time‐modulated metasurfaces through spatiotemporal phase of transmitted/reflected fields but also leads to a significant reduction in the waveform optimization time.…”
Section: Time‐modulated Metasurfacementioning
confidence: 99%
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“…This approach yields accurate results in the adiabatic regime of modulation ( f m ≪ f 0 ) which is the case here and in practical electro‐optical platforms. The validity of this approach is verified by comparing the results against the numerically exact rigorous space‐time wave analysis (RSTWA) method capable of accurate characterization of scattering from periodic time‐modulated grating structures with drastic difference in the timescale of modulation and optical frequencies in Section S5 (Supporting Information). The adiabatic approach not only provides an intuitive insight into harmonic generation mechanism of time‐modulated metasurfaces through spatiotemporal phase of transmitted/reflected fields but also leads to a significant reduction in the waveform optimization time.…”
Section: Time‐modulated Metasurfacementioning
confidence: 99%
“…Dynamic modulation of a metasurface provides the required momentum for the transition of fundamental frequency to higher‐order frequency harmonics defined as f n = f 0 + nf m with the integer n denoting the order of generated frequency harmonics . As such, unlike static and quasi‐static metasurfaces which can only change the spatial features of scattered light, dynamically modulated metasurfaces provide control over the spectral content of the scattered light as well.…”
Section: Time‐modulated Metasurfacementioning
confidence: 99%
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“…To perform calculations of thermal emission and absorption, we extend the formalism of radiative heat transfer [25,26] to include time-varying dielectric functions. This formalism combines rigorous coupled wave analysis [27,28] with the fluctuation-dissipation theorem [29] to compute thermal emission for spatio-temporally modulated layered structures. In our system, the modulated layer does not have loss and hence by itself does not generate thermal radiation.…”
mentioning
confidence: 99%