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Optimizing two-dimensional polarization-diversity metagrating couplers for silicon photonics

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Abstract

Polarization-diversity couplers are promising industrially scalable optical devices that can couple optical signals with unknown polarization states into silicon photonic chips. Here we propose a novel, to the best of our knowledge, two-dimensional (2D) metagrating coupler (MGC) for the polarization-diversity system, which improves its coupling efficiency for both polarizations. Compared with the previously reported 2D grating couplers (GCs) with identical grating cells, the proposed apodized design gradually changes the aspect ratio and orientation angles of the elliptical patterns simultaneously. This 2D array of the varied grating cells modulates the diffracted mode field patterns and phases locally, and achieves a better overlap with the Gaussian fiber modes for both polarizations. The peak coupling loss (PCL) for the S-polarized and P-polarized light are ${-}{1.6}\;{\rm{dB}}$ and ${-}{2.7}\;{\rm{dB}}$, respectively. The calculated polarization dependent loss is lower than 0.2 dB from 1522 nm to 1540 nm. The device is robust to the fabrication tolerance and fiber misalignment. The simulated fabrication tolerance analysis show that the etch depth error of ±20 nm results in less than 0.3 dB and 0.1 dB PCL drop, while the grating cell feature size error of ${{\pm 40}}\;{\rm{nm}}$ results in less than 0.6 dB and 0.2 dB PCL drop for both types of polarization light, respectively. The fiber misalignment should be within the range from ${-}{{2}}\;{\rm{\unicode{x00B5}{\rm m}}}$ to ${+}{{2}}\;{\rm{\unicode{x00B5}{\rm m}}}$ in two perpendicular directions, and the coupling angle deviation should be within the range from ${-}{{3}}^\circ$ to ${+}{{3}}^\circ$, in order to assure 0.5 dB penalty loss for both polarizations. The performance of the design is insensitive to the mask misalignments. To assure 0.5 dB penalty loss for both polarizations, $\Delta \theta$ is suggested to be within the range from ${-}{{3}}^\circ$ to ${+}{{3}}^\circ$.

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Data availability

Data underlying the results presented in this paper are not publicly available at this time but may be obtained from the authors upon reasonable request.

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