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Hybrid Patterns and Solitonic Frequency Combs in Non-Hermitian Kerr Cavities
Salim B Ivars1, Carles Milián2, Muriel Botey1
1Departament de Física, <a href="https://ror.org/03mb6wj31">Universitat Politècnica de Catalunya (UPC)</a>, Rambla Sant Nebridi 22, 08222, Terrassa, Barcelona, Catalonia, Spain.
We discovered a new way to form localized structures in nonlinear systems by using non-Hermitian modulation in Kerr cavities. This method combines two known soliton formation mechanisms, enabling real-time manipulation for applications like frequency comb generation.
Area of Science:
- Nonlinear optics
- Quantum optics
- Photonics
Background:
- Dissipative localized structures are crucial in nonlinear systems.
- Typically, their formation involves connecting homogeneous steady states with other solutions or patterns.
- Existing mechanisms are specific to normal or anomalous dispersion in optical cavities.
Purpose of the Study:
- To introduce a novel scenario for dissipative localized structure formation.
- To hybridize established soliton formation mechanisms using periodic non-Hermitian modulation.
- To explore the implications for frequency comb generation and real-time manipulation.
Main Methods:
- Theoretical analysis of nonlinear systems.
- Introduction of periodic non-Hermitian modulation in Kerr cavities.
- Investigation of stationary states and their behavior.
Main Results:
- A new scenario for dissipative localized structure formation is presented.
- Periodic non-Hermitian modulation hybridizes two established soliton formation mechanisms.
- Stationary states exhibit dual behavior, merging characteristics of homogeneous states and patterns.
- The findings offer unprecedented reversible mechanisms for real-time manipulation.
Conclusions:
- The hybridization of soliton formation mechanisms opens new avenues in nonlinear optics.
- This work provides fundamental insights into the control of localized structures.
- Practical applications in frequency comb generation are significantly advanced by these findings.
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