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Balancing fast flexible gyroscopic systems at low speed using parametric excitation

机译:使用参数激励在低速下平衡快速柔性陀螺系统

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Presented is a method to identify the projection of imbalance forces on high speed related modes of vibration, using data measured rotating at low rotating speeds. The method employs two actuators and several sensors to generate information not available otherwise in rotating structures. The challenges this method aims to solve are: (i) Overcome the inability to detect the small response at low speed due to imbalance which is often below noise level; (ii) Isolate the contribution of individual modes although the measured response, far from critical speeds, combines the effect of many modes; (iii) Lack of suitable formulation for the dynamics of fast rotating structures exhibiting gyroscopic and imbalance forces, parametric excitation and nonlinear stiffness.To overcome these obstacles, a new formulation for parametrically excited gyroscopic systems is developed and an amplification scheme projecting the imbalance forces on any mode of vibration is developed. The paper outlines the mathematical background and verifies the results using finite element simulations incorporating parametric excitation and nonlinear feedback computed in real time by a digital processor and imposed by electromechanics actuators. (C) 2019 Elsevier Ltd. All rights reserved.
机译:提出了一种方法,该方法使用在低转速下旋转测量的数据来识别不平衡力在高速相关振动模式上的投影。该方法采用两个致动器和几个传感器来生成旋转结构中其他方式无法获得的信息。该方法旨在解决的挑战是:(i)克服了由于不平衡(通常低于噪声水平)而无法检测低速小响应的问题; (ii)隔离各个模式的贡献,尽管所测得的响应速度远非临界速度,综合了多种模式的影响; (iii)缺乏适用于具有陀螺和不平衡力,参数激励和非线性刚度的快速旋转结构动力学的适当公式。为克服这些障碍,开发了一种用于参数激励陀螺系统的新公式,并提出了一种将不平衡力投射到系统上的放大方案。开发了任何振动模式。本文概述了数学背景,并使用有限元模拟并结合了参数激励和非线性反馈(通过数字处理器实时计算并由机电执行器施加),验证了结果。 (C)2019 Elsevier Ltd.保留所有权利。

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