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Monolithically integrated polarization rotator and splitter with designed power ratio

Monolithically integrated polarization rotator and splitter with designed power ratio
Monolithically integrated polarization rotator and splitter with designed power ratio

Inverse designs are widely used for creating ultra-compact photonic devices, but suffer from high computation power due to the optimization complexity. General Stoke’s theorem proves that the overall change present at the outer boundary is equal to the integral of the change over the inner intervals, providing the possibility to divide one sophisticated device into several simple building blocks. Thus, we integrate this theorem with the inverse designs as a novel design methodology for optical devices. Compared with conventional inverse designs, the separated regional-optimisations can reduce the computational complexity significantly. The overall computational time is around five times shorter than optimizing the whole device region. To validate the proposed methodology, a monolithically integrated polarization rotator and splitter is designed and fabricated to demonstrate the performance experimentally. The device achieves polarization rotation (TE 00 to TE 00 and TM 00 modes) and power splitting with the designed power ratio. The exhibited average insertion loss is <1 dB and the crosstalk is <-9.5 dB. These findings confirm the advantages of the new design methodology, as well as its feasibility for achieving multiple functions on one monolithic device.

1094-4087
14128-14139
Wang, Shumeng
c62f0be1-7b4f-4231-a94a-93ef9c9f69f1
Li, Peng
02f3a864-8335-4976-b9ff-d40f7fcb3f63
Yan, Jize
786dc090-843b-435d-adbe-1d35e8fc5828
Wang, Shumeng
c62f0be1-7b4f-4231-a94a-93ef9c9f69f1
Li, Peng
02f3a864-8335-4976-b9ff-d40f7fcb3f63
Yan, Jize
786dc090-843b-435d-adbe-1d35e8fc5828

Wang, Shumeng, Li, Peng and Yan, Jize (2023) Monolithically integrated polarization rotator and splitter with designed power ratio. Optics Express, 31 (9), 14128-14139. (doi:10.1364/OE.488419).

Record type: Article

Abstract

Inverse designs are widely used for creating ultra-compact photonic devices, but suffer from high computation power due to the optimization complexity. General Stoke’s theorem proves that the overall change present at the outer boundary is equal to the integral of the change over the inner intervals, providing the possibility to divide one sophisticated device into several simple building blocks. Thus, we integrate this theorem with the inverse designs as a novel design methodology for optical devices. Compared with conventional inverse designs, the separated regional-optimisations can reduce the computational complexity significantly. The overall computational time is around five times shorter than optimizing the whole device region. To validate the proposed methodology, a monolithically integrated polarization rotator and splitter is designed and fabricated to demonstrate the performance experimentally. The device achieves polarization rotation (TE 00 to TE 00 and TM 00 modes) and power splitting with the designed power ratio. The exhibited average insertion loss is <1 dB and the crosstalk is <-9.5 dB. These findings confirm the advantages of the new design methodology, as well as its feasibility for achieving multiple functions on one monolithic device.

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Monolithically integrated polarization rotator and splitter with designed power ratio - Accepted Manuscript
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More information

Accepted/In Press date: 1 April 2023
Published date: 24 April 2023
Additional Information: Funding Information: Engineering and Physical Sciences Research Council (EPSRC EP/V000624/1). Publisher Copyright: © 2023 OSA - The Optical Society. All rights reserved.

Identifiers

Local EPrints ID: 476717
URI: http://eprints.soton.ac.uk/id/eprint/476717
ISSN: 1094-4087
PURE UUID: 335a6c0c-56cc-49ab-a95a-ab4c7afa8586
ORCID for Peng Li: ORCID iD orcid.org/0000-0003-1828-9597
ORCID for Jize Yan: ORCID iD orcid.org/0000-0002-2886-2847

Catalogue record

Date deposited: 12 May 2023 16:36
Last modified: 18 Mar 2024 03:42

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Contributors

Author: Shumeng Wang
Author: Peng Li ORCID iD
Author: Jize Yan ORCID iD

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