Formation of Multiple Stable Regions for Single Solitons in the Presence of an Avoided Crossing (JTu4A.14)
Presenter: Logan Courtright, University of Maryland, Baltimore County
Standard soliton theory for quadratic dispersion microresonators predicts an infinitely large region for soliton stability past $\alpha = \sqrt{3}$. In the presence of an avoided crossing, we show that multiple isolated regions of stability can form.
Authors:Logan Courtright, University of Maryland, Baltimore County / Pradyoth Shandilya, University of Maryland, Baltimore County / Thomas Carruthers, University of Maryland, Baltimore County / Curtis Menyuk, University of Maryland, Baltimore County