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• W4200214361 abstract "Abstract It is well known that the micro scale deviations of mechanical properties of a sample can be detected by measurement methods that use microcantilever as resonators. Those methods use the natural frequency shift of a resonator, thus we need to recognize the frequency shift caused by the effects of a sample on a resonator with high sensitivity and accuracy. Experimental approaches based on self-excited oscillation enable the detection of these shifts even when the resonator is immersed in a high-viscosity environment. In the present study, we experimentally and theoretically investigate the nonlinear characteristics of a microcantilever resonator and their control by nonlinear feedback. We show that the steady-state response amplitude and the corresponding response frequency can be controlled by cubic nonlinear velocity feedback and cubic nonlinear displacement feedback, respectively. Furthermore, the amplitude and frequency of the steady-state self-excited oscillation can be controlled separately. These results will expand application of measurement methods that use self-excited resonators." @default.
• W4200214361 created "2021-12-31" @default.
• W4200214361 creator A5025032467 @default.
• W4200214361 creator A5025915233 @default.
• W4200214361 creator A5038128394 @default.
• W4200214361 creator A5045025215 @default.
• W4200214361 date "2022-01-19" @default.
• W4200214361 modified "2023-10-16" @default.
• W4200214361 title "Experimental amplitude and frequency control of a self-excited microcantilever by linear and nonlinear feedback" @default.
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• W4200214361 doi "https://doi.org/10.1088/1361-6439/ac4643" @default.
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