Experiments on semi-closed loop oscillatory control for cantilevered electromagnetic actuators using gradient force model

Tatsuya Suzuki, K. Nonaka
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引用次数: 2

Abstract

Micro electro-mechanical systems (MEMS) are fabricated by applying semiconductor manufacturing technology. MEMS which integrate sensors and actuators are prospective in a wide field like automotives and medicines. The actuator integrated in MEMS often employs nonlinear forces like electromagnetic force and electrostatic force. For the gap closing actuators, it is known that pull-in instability due to nonlinear forces strictly limits mobility range. We have proposed the open loop oscillatory stabilization control as a solution for this problem, however, model error on nonlinear electromagnetic force causes steady state deviation. To resolve this problem, in this paper, we propose a closed loop feedback oscillatory control of the position of the cantilevered electromagnetic actuators. The actuator is oscillatory controlled but the amplitude and the bias current are adaptively tuned using the gradient of the electromagnetic force model. Thus we reduce the steady state deviation due to identification error of electromagnetic force. The advantage of the proposed method is shown through the experiments where inevitable modeling error exists.
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基于梯度力模型的悬臂式电磁执行器半闭环振荡控制实验
微机电系统(MEMS)是应用半导体制造技术制造出来的。MEMS集成了传感器和执行器,在汽车、医药等领域具有广阔的应用前景。MEMS中集成的致动器通常采用电磁力和静电力等非线性力。对于闭隙执行器,非线性力引起的拉入失稳严重限制了其运动范围。为了解决这一问题,我们提出了开环振荡稳定控制,但非线性电磁力的模型误差会导致稳态偏差。为了解决这一问题,本文提出了一种悬臂式电磁执行器位置的闭环反馈振荡控制。执行器是振荡控制,但振幅和偏置电流是利用电磁力模型的梯度自适应调谐的。从而减小了由电磁力识别误差引起的稳态偏差。在存在不可避免的建模误差的情况下,通过实验证明了该方法的优越性。
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