论文标题
具有抛物线潜力的连贯驱动的被动腔中的耗散kerr孤子，呼吸器和嵌合体状态
Dissipative Kerr solitons, breathers and chimera states in coherently driven passive cavities with parabolic potential
论文作者
论文摘要
我们分析了抛物线潜力存在的耗散性Kerr孤子子的稳定性和动力学。这种潜力稳定了振荡和混乱的状态，有利于静态DKS的产生。此外，潜力诱导了新的耗散结构的出现，例如不对称的呼吸器和类似嵌合体状态。基于这些状态的模式分解，我们揭示了基本的模态相互作用。
We analyze the stability and dynamics of dissipative Kerr solitons in the presence of a parabolic potential. This potential stabilizes oscillatory and chaotic regimes, favoring the generation of static DKSs. Furthermore, the potential induces the emergence of new dissipative structures, such as asymmetric breathers and chimera-like states. Based on a mode decomposition of these states, we unveil the underlying modal interactions.
