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Temporal beating of nondegenerate azimuthal modes in nonspherical microdroplets: technique for determining the distortion amplitude

机译:非球形微滴中非简并方位模态的时间跳动:确定畸变幅度的技术

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摘要

Oscillations that are superimposed on the smooth, exponential decay of light from microcavity modes are observed, and they are characteristic of the temporal beating of adjacent, degeneracy-split azimuthal modes in distorted spheres. The perturbation theory result for the frequency splitting of azimuthal modes in distorted spheres is used to determine the distortion amplitude from the temporal oscillations associated with mode beating. The beating period can be used to determine whether the spectrally measured resonance linewidth Δω_(l, n) is broadened by closely spaced, degeneracy-split azimuthal modes of slightly nonspherical droplets.
机译:观察到了叠加在微腔模式光的平滑指数衰减上的振荡,这些振荡是扭曲球体中相邻的简并分裂方位角模式在时间上跳动的特征。畸变球体中方位角模频率分裂的摄动理论结果用于根据与模式跳动相关的时间振荡确定畸变幅度。拍打周期可用于确定是否通过近距离,简并分裂的略微非球形液滴的方位角模式加宽了频谱测量的共振线宽Δω_(l,n)。

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