旋转势场中的导引中心孤子
Guiding-center solitons in rotating potentials
摘要：
我们证明，旋转准一维的潜力，周期性或抛物线，支持孤子的设置，否则他们是不可能的。当旋转频率超过某一临界值时，在离焦介质中可以发现基态孤子和涡旋孤子。旋转周期势在其强度的有限最佳值处表现出最强的稳定能力，而旋转抛物阱随着旋转频率的增加具有非常急剧的稳定性转变。
英文摘要：
We demonstrate that rotating quasi-one-dimensional potentials, periodic or parabolic, support solitons in settings where they are otherwise impossible. Ground-state and vortex solitons are found in defocusing media, if the rotation frequency exceeds a critical value. The revolving periodic potentials exhibit the strongest stabilization capacity at a finite optimum value of their strength, while the rotating parabolic trap features a very sharp transition to stability with the increase of rotation frequency.
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