Design and implementation of automatic gain control loops

Author(s):  
Sanwen Zhou ◽  
Manhong Lu ◽  
Jianguo Huang
2016 ◽  
Vol 52 (22) ◽  
pp. 1847-1849 ◽  
Author(s):  
E. Tisserand ◽  
Y. Berviller

2021 ◽  
pp. 1-34
Author(s):  
Tamir Perl ◽  
Ronen Maimon ◽  
Slava Krylov ◽  
Nahum Shimkin

Abstract In this paper we present a control strategy for a MEMS gyroscope with a drive mode excited through parametric resonance. The reduced order two degrees of freedom model of the device is built and the drive mode control is implemented using Phase Locked Loop (PLL) and Automatic Gain Control (AGC) loops. A sense mode vibration control algorithm is developed as well for enhanced sensor performance. The analysis of the drive mode control loops is conducted using the multiple scales method. The robustness of the suggested control loops to parameters perturbation is demonstrated using the model. A simplified linear model of the control loops is shown to predict the device behavior with good accuracy.


Author(s):  
Aleksei Lukin ◽  
Dmitry Indeitsev ◽  
Ivan Popov ◽  
Yakov Belyaev

The work is devoted to the study of a MEMS resonator dynamics under the action of phase-locked and automatic gain control loops. Particular attention is directed to the study of the nonlinearity factor of the resonator elastic restoring force. It was found that the determination of control system parameters based on the stability analysis of the operating resonant mode, in the general case, does not provide the required phase adjustment and stabilization of the oscillation amplitude. Stable multifrequency modes of oscillations are found, an analytical study of the mechanisms of their appearance and evolution is carried out under variation of the key parameters of the system. The real regions of the control system stable operation are determined (which do not coincide, as was found, with the regions of stability of the operating resonant mode, due to the presence of hidden attractors in the phase space of the system). A methodology has been developed for identifying such areas of stable operation. A significant complication of the structure of possible motions in the system with an increase in the Q-factor of the resonator is revealed.


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