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Insight Seminar
March 26, 2026
INSIGHT SEMINAR: Twisted optical fibres as photonic topological insulators

Hour: From 12:00h to 13:00h

Place: Elements Room

INSIGHT SEMINAR: Twisted optical fibres as photonic topological insulators

ANTON SOUSLOV
Associate Professor in the Cavendish Laboratory, Department of Physics at the University of Cambridge

A challenge in photonics is to create a scalable platform in which topologically protected light can be transmitted over large distances. I will talk about the design, modelling, and fabrication of photonic crystal fibre (PCF) characterised by topological invariants. I will first focus on the phenomenology of a fibre that hosts a one-dimensional Su-Schrieffer-Heeger (SSH) chain [1]. I will then present our work on twisted fibre, which breaks an effective time-reversal symmetry. In turn, this enables a two-dimensional topological invariant called a Chern number, leading to a fibre with chiral edge states [2]. Finally, I will briefly mention our most recent theoretical work on non-Hermitian topology in fibre.

[1] Roberts et al. Sci. Adv.8, eadd3522 (2022).

[2] Roberts et al. arXiv:2411.13064. Nature Photonics (in press, 2026)

 

Hosted by Prof. Dr. Darrick Chang
Insight Seminar
March 26, 2026
INSIGHT SEMINAR: Twisted optical fibres as photonic topological insulators

Hour: From 12:00h to 13:00h

Place: Elements Room

INSIGHT SEMINAR: Twisted optical fibres as photonic topological insulators

ANTON SOUSLOV
Associate Professor in the Cavendish Laboratory, Department of Physics at the University of Cambridge

A challenge in photonics is to create a scalable platform in which topologically protected light can be transmitted over large distances. I will talk about the design, modelling, and fabrication of photonic crystal fibre (PCF) characterised by topological invariants. I will first focus on the phenomenology of a fibre that hosts a one-dimensional Su-Schrieffer-Heeger (SSH) chain [1]. I will then present our work on twisted fibre, which breaks an effective time-reversal symmetry. In turn, this enables a two-dimensional topological invariant called a Chern number, leading to a fibre with chiral edge states [2]. Finally, I will briefly mention our most recent theoretical work on non-Hermitian topology in fibre.

[1] Roberts et al. Sci. Adv.8, eadd3522 (2022).

[2] Roberts et al. arXiv:2411.13064. Nature Photonics (in press, 2026)

 

Hosted by Prof. Dr. Darrick Chang

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