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5 March 2021 Nonlinear dispersive dynamics in dissipative laser frequency microcombs
Abhinav Kumar Vinod, Futai Hu, Wenting Wang, Hao Liu, Jiagui Wu, James F. McMillan, Jinghui Yang, Chee-Wei Wong
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Proceedings Volume 11671, Real-time Measurements, Rogue Phenomena, and Single-Shot Applications VI; 116710B (2021) https://doi.org/10.1117/12.2579195
Event: SPIE LASE, 2021, Online Only
Abstract
The spontaneous breaking of symmetry and homogeneity through dissipative pattern formation is a long-standing fundamental examination in mathematics and nonlinear physics. Self-organized patterns arise in nature, and are postulated to occur from stochastically driven nonlinear processes. These threshold-dependent patterns can be remarkably robust in the presence of noise. In this talk we describe the dispersive dynamics in nonlinear resonator frequency microcombs and their statistical distributions. We describe the frame-by-frame fluctuations in the different microcomb states including fast breathers and their thresholds. These observed self-organized patterns support applications in communications and the understanding of nonlinear physics at the fundamental limits.
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Abhinav Kumar Vinod, Futai Hu, Wenting Wang, Hao Liu, Jiagui Wu, James F. McMillan, Jinghui Yang, and Chee-Wei Wong "Nonlinear dispersive dynamics in dissipative laser frequency microcombs", Proc. SPIE 11671, Real-time Measurements, Rogue Phenomena, and Single-Shot Applications VI, 116710B (5 March 2021); https://doi.org/10.1117/12.2579195
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KEYWORDS
Physics
Mathematics
Nonlinear dynamics
Resonators
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