论文标题
旋转的Kerr谐振器中的非型型光学孤子
Nonreciprocal optical solitons in a spinning Kerr resonator
论文作者
论文摘要
我们提出了一个旋转的非线性谐振器作为实验可访问的平台，以实现光学孤子的非偏置控制。这里的非临时性是由相对论的sagnac-fizeau光学阻力效应引起的，这对于在旋转方向或与之相对的方向传播的泵场不同。我们表明，在旋转的kerr谐振器中，不同方向上的输入字段出现了不同的孤子状态。这些非进型孤子对谐振器的顺时针和逆时针模式之间的模式间耦合引起的损失更加稳定。我们的作品在非重点物理学和孤子科学之间建立了桥梁，为实现孤子波光学隔离器和单向孤子通信提供了有希望的途径。
We propose a spinning nonlinear resonator as an experimentally accessible platform to achieve nonreciprocal control of optical solitons. Nonreciprocity here results from the relativistic Sagnac-Fizeau optical drag effect, which is different for pump fields propagating in the spinning direction or in the direction opposite to it. We show that in a spinning Kerr resonator, different soliton states appear for the input fields in different directions. These nonreciprocal solitons are more stable against losses induced by inter-modal coupling between clockwise and counterclockwise modes of the resonator. Our work builds a bridge between nonreciprocal physics and soliton science, providing a promising route towards achieving soliton-wave optical isolators and one-way soliton communications.
