振荡(细胞信号)
电润湿
动力学(音乐)
振幅
傅里叶分析
物理
机械
傅里叶变换
频率分析
时频分析
傅里叶级数
光学
频率响应
萃取(化学)
经典力学
低频
变形(气象学)
材料科学
计算物理学
Belousov–Zhabotinsky反应
稳态(化学)
非正弦波形
作者
Zhaohui Wang,Guangze Li,Boyan Zhao,Yi Li,Jie Liang,Xiangming Li,Hong Hu,Lei Zhang
摘要
The canonical view in alternating-current electrowetting-on-dielectric (AC EWOD) holds that droplets oscillate at twice the driving frequency (the frequency of the applied voltage). Here, we show that this doubling relationship persists only over a certain frequency range. We developed an ultrahigh-speed electrowetting-on-dielectric imaging system with an order-adaptive Fourier fitting method that enables accurate, noise-robust contact-angle extraction at high frequencies. Experiments reveal two stages of droplet dynamics in both time and frequency domains. In the time domain, the droplet transitions from irregular deformation to a stable, periodic oscillation dominated by a single frequency, with the transition time governed by inertia. In the frequency domain, the dominant frequency is strictly at twice the applied frequency below a threshold, but becomes irregular once the applied frequency exceeds that threshold. The threshold increases with applied amplitude and is insensitive to waveform, which is explained by a spectral analysis on the electrowetting driving force. These findings provide new insight into droplet oscillation and control under AC-EWOD.
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