Soliton hopping in a photonic dimer arises via a subcritical Hopf bifurcation from a stable soliton branch, while in a trimer it arises supercritically from an already unstable branch, leading to different pump power thresholds and observable regimes.
Controlled light distribution with coupled microresonator chains via Kerr symmetry breaking
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abstract
Within optical microresonators, the Kerr interaction of photons can lead to symmetry breaking of optical modes. In a ring resonator, this leads to the interesting effect that light preferably circulates in one direction or in one polarization state. Applications of this effect range from chip-integrated optical diodes to nonlinear polarization controllers and optical gyroscopes. In this work, we study Kerr-nonlinearity-induced symmetry breaking of light states in coupled resonator optical waveguides (CROWs). We discover a new type of controllable symmetry breaking that leads to emerging patterns of dark and bright resonators within the chains. Beyond stationary symmetry broken states, we observe periodic oscillations, switching and chaotic fluctuations of circulating powers in the resonators. Our findings are of interest for controlled multiplexing of light in photonic integrated circuits, neuromorphic computing, topological photonics and soliton frequency combs in coupled resonators.
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Nonlinear periodic orbit solutions and their bifurcation structure at the origin of soliton hopping in coupled microresonators
Soliton hopping in a photonic dimer arises via a subcritical Hopf bifurcation from a stable soliton branch, while in a trimer it arises supercritically from an already unstable branch, leading to different pump power thresholds and observable regimes.