The effect of a high-frequency modulation on the output of a periodic device to either a static or a low-frequency input signal is accurately reproduced by renormalizing each Fourier component of the device substrate potential, separately. The resulting mobility is an oscillating function of the amplitude-to-frequency ratio of the high-frequency drive, alone. Contrary to common wisdom based on the linear response theory, we show that high-frequency modulations can influence the response of slowly (or dc) operated devices, with potential applications in sensor technology and cellular physiology.
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Borromeo et al. (2005) studied this question.
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