| Popis: |
Amplitude-modulation atomic force microscopy (AM-AFM) is a powerful tool for observing nanoscale surface structures with minimal disruption. As we discussed previously, AM-AFM maximizes detection sensitivity when exciting the cantilever at the resonance slope rather than the resonance frequency. Nevertheless, it remains unclear how AM noise depends on the excitation frequency or what the optimal excitation frequency is for the signal-to-noise ratio. Furthermore, no theoretical studies have investigated the noise bandwidth in the closed-loop system of AFM. Here, we formulate a quantitative theory of the minimum detectable force that accounts for the excitation frequency dependence. Our findings indicate that the AM noise dependence on excitation frequency can be approximated by a harmonic oscillator model when the oscillation amplitude exceeds the noise level. Under Brownian noise-limited conditions, the minimum detectable force decreases as the excitation frequency is lowered, approaching the dynamic-mode AFM limit. |
