Topological Photon Transport in Programmable Photonic Processors via Discretized Evolution of Synthetic Magnetic Fields
- URL: http://arxiv.org/abs/2509.13184v2
- Date: Wed, 17 Sep 2025 11:26:46 GMT
- Title: Topological Photon Transport in Programmable Photonic Processors via Discretized Evolution of Synthetic Magnetic Fields
- Authors: Andrea Cataldo, Rohan Yadgirkar, Ze-Sheng Xu, Govind Krishna, Ivan Khaymovich, Val Zwiller, Jun Gao, Ali W. Elshaari,
- Abstract summary: We demonstrate synthetic gauge fields for light on a programmable photonic processor.<n>This approach reveals features of topological transport: chiral circulation that reverses under drive inversion, flux-controlled interference with high visibility, and robust directional flow stabilized by maximizing the minimal Floquet quasi-energy gap.<n>Results establish discretized, gap-optimized Floquet evolution as a versatile and fully programmable framework for topological photonics.
- Score: 2.7426231474877603
- License: http://creativecommons.org/licenses/by/4.0/
- Abstract: Photons, unlike electrons, do not couple directly to magnetic fields, yet synthetic gauge fields can impart magnetic-like responses and enable topological transport. Discretized Floquet evolution provides a controlled route, where the time-ordered sequencing of non-commuting Hamiltonians imprints complex hopping phases and breaks time-reversal symmetry. However, stabilizing such driven dynamics and observing unambiguous topological signatures on a reconfigurable platform has remained challenging. Here we demonstrate synthetic gauge fields for light on a programmable photonic processor by implementing discretized Floquet drives that combine static and dynamic phases. This approach reveals hallmark features of topological transport: chiral circulation that reverses under drive inversion, flux-controlled interference with high visibility, and robust directional flow stabilized by maximizing the minimal Floquet quasi-energy gap. The dynamics are further characterized by a first-harmonic phase order parameter, whose per-period winding number quantifies angular drift and reverses sign with the drive order. These results establish discretized, gap-optimized Floquet evolution as a versatile and fully programmable framework for topological photonics, providing a compact route to engineer gauge fields, stabilize driven phases, and probe winding-number signatures of chiral transport.
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