Studying of the Non-Isotropic and Nonlinear Behaviour of Vibrating Structure Gyroscope via Inverse Methods of Mechanics

A. Maslov, D. Amaslov, I. Merkuryev
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Abstract

The report is devoted to study of non-isotropic and nonlinear dynamic properties of micromachined vibrating structure gyroscope are studied. The equations of motion of the ring resonator are derived to account non-isotropic and nonlinear properties of resonator material. Asymptotic model for slow variables describing controlled oscillations is constructed according to schemes of the Krylov-Bogolyubov averaging method. Algorithms of parameters identification of gyro drift produced by non-isotropic and nonlinear properties of system for forced oscillations mode are proposed. The proposed averaging and identifying methods are used by students of Robotics, Mechatronics, Dynamics and Strength of Machines Department of National Research University «Moscow Power Engineering Institute» for performance of graduate works.
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用力学逆方法研究振动结构陀螺仪的非各向同性和非线性行为
本文主要研究了微机械振动结构陀螺仪的非各向同性和非线性动力学特性。推导了环形谐振腔的运动方程,考虑了谐振腔材料的非各向同性和非线性特性。根据Krylov-Bogolyubov平均方法的格式,构造了描述受控振荡的慢变量渐近模型。提出了受迫振荡模式下由系统非各向同性和非线性特性引起的陀螺漂移参数辨识算法。所提出的平均和识别方法被国立研究型大学“莫斯科动力工程学院”机器人、机电一体化、动力学和机械强度系的学生用于完成研究生作品。
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