Asymmetric frequency multiplexing topological devices based on a floating edge band
Asymmetric frequency multiplexing topological devices based on a floating edge band
Topological photonics provides a platform for robust energy transport regardless of sharp corners and defects. Recently, the frequency multiplexing topological devices have attracted much attention due to the ability to separate optical signals by wavelength and hence the potential application in optical communication systems. Existing frequency multiplexing topological devices are generally based on the slow light effect. However, the resulting static local spatial mode or finely tuned flat band has zero-group velocity, making it difficult for both experimental excitation and channel out-coupling. Here, we propose and experimentally demonstrate an alternative prototype of asymmetric frequency multiplexing devices including a topological rainbow and frequency router based on floating topological edge mode (instead of localized ones); hence the multiple wavelength channels can be collectively excited with a point source and efficiently routed to separate output ports. The channel separation in our design is achieved by gradually tuning the band gap truncation on a topological edge band over a wide range of frequencies. A crucial feature lies in that the topological edge band is detached from bulk states and floating within the upper and lower photonic band gaps. More interestingly, due to the sandwiched morphology of the edge band, the top and bottom band gaps will each truncate into transport channels that support topological propagation towards opposite directions, and the asymmetrical transportation is realized for the frequency multiplexing topological devices.
1201-1212
Ma, Jiajun
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Ouyang, Chunmei
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Yang, Yuting
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Wang, Dongyang
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Li, Hongyi
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Niu, Li
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Liu, Yi
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Xu, Quan
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Liu, Yanfeng
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Tian, Zhen
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Han, Jiaguang
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Zhang, Weili
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31 May 2024
Ma, Jiajun
7030e1aa-13f1-4494-8883-a89b456526ab
Ouyang, Chunmei
8d9099d9-40b8-4e85-beb4-f1ea69121456
Yang, Yuting
4eccb846-cfd8-4f8e-b5e9-13922bcf59d6
Wang, Dongyang
df44ebf3-ccc0-4082-85bb-8d3b84165e5b
Li, Hongyi
0c4e346a-2d25-4009-81ef-c1a9b9a30def
Niu, Li
e5f9bc62-e52b-486a-8c91-2b9c86601ebb
Liu, Yi
8d08a484-a9ba-450b-ba44-f39d58a36466
Xu, Quan
b97a36eb-cace-496b-b45e-90cf42a110d8
Liu, Yanfeng
a6e8b350-7e96-4d74-9337-e4a530cb5b9b
Tian, Zhen
ce964caa-d3ad-4b8b-b39c-b3f453f35f1a
Han, Jiaguang
4591e2ce-9804-45f2-907a-a915386b3922
Zhang, Weili
e7aadbd4-230f-4a39-8b06-9aaef4183de0
Ma, Jiajun, Ouyang, Chunmei, Yang, Yuting, Wang, Dongyang, Li, Hongyi, Niu, Li, Liu, Yi, Xu, Quan, Liu, Yanfeng, Tian, Zhen, Han, Jiaguang and Zhang, Weili
(2024)
Asymmetric frequency multiplexing topological devices based on a floating edge band.
Photonics Research, 12 (6), .
(doi:10.1364/PRJ.518426).
Abstract
Topological photonics provides a platform for robust energy transport regardless of sharp corners and defects. Recently, the frequency multiplexing topological devices have attracted much attention due to the ability to separate optical signals by wavelength and hence the potential application in optical communication systems. Existing frequency multiplexing topological devices are generally based on the slow light effect. However, the resulting static local spatial mode or finely tuned flat band has zero-group velocity, making it difficult for both experimental excitation and channel out-coupling. Here, we propose and experimentally demonstrate an alternative prototype of asymmetric frequency multiplexing devices including a topological rainbow and frequency router based on floating topological edge mode (instead of localized ones); hence the multiple wavelength channels can be collectively excited with a point source and efficiently routed to separate output ports. The channel separation in our design is achieved by gradually tuning the band gap truncation on a topological edge band over a wide range of frequencies. A crucial feature lies in that the topological edge band is detached from bulk states and floating within the upper and lower photonic band gaps. More interestingly, due to the sandwiched morphology of the edge band, the top and bottom band gaps will each truncate into transport channels that support topological propagation towards opposite directions, and the asymmetrical transportation is realized for the frequency multiplexing topological devices.
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Accepted/In Press date: 19 March 2024
e-pub ahead of print date: 20 March 2024
Published date: 31 May 2024
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Local EPrints ID: 502857
URI: http://eprints.soton.ac.uk/id/eprint/502857
ISSN: 2327-9125
PURE UUID: a5bc888c-3d1f-4bea-85f2-7c2a4b49256c
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Date deposited: 10 Jul 2025 16:40
Last modified: 21 Aug 2025 04:55
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Contributors
Author:
Jiajun Ma
Author:
Chunmei Ouyang
Author:
Yuting Yang
Author:
Dongyang Wang
Author:
Hongyi Li
Author:
Li Niu
Author:
Yi Liu
Author:
Quan Xu
Author:
Yanfeng Liu
Author:
Zhen Tian
Author:
Jiaguang Han
Author:
Weili Zhang
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