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    Toward Chaotic Group Velocity Hopping of an On-Chip Dissipative Kerr Soliton

    Grégory Moille1,2,*, Sashank Kaushik Sridhar3, Pradyoth Shandilya4, Avik Dutt3,5,6, Curtis Menyuk4, and Kartik Srinivasan1,2

    • *Contact author: gmoille@umd.edu

    Phys. Rev. Lett. 135, 133802 – Published 23 September, 2025

    DOI: https://doi.org/10.1103/2k7d-p7rm

    Abstract

    Chaos enables randomness-based applications, particularly in photonic systems. Integrated optical frequency combs (microcombs) have previously been observed in either chaotic modulation instability or stable, low-noise dissipative Kerr soliton (DKS) regimes. In this Letter, we demonstrate a new microcomb state where a single DKS exhibits chaotic behavior. By phase modulating the Kerr-induced synchronization (KIS) between a DKS and an externally injected reference laser, we observe chaotic group velocity hopping of the soliton, causing random transitions of the repetition rate. Using a chip-integrated octave-spanning microcomb, we experimentally validate the second-order Adler equation describing KIS, allowing us to predict and demonstrate this chaotic DKS hopping. This Letter connects nonlinear dynamics with optical soliton physics, providing a deterministic framework for triggering microcomb chaos in the solitonic state.

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