Effect of geometrical electrode defects on the bias and sensitivity of tuning fork angular rate sensor

O. Bel, R. Bourquin
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引用次数: 5

Abstract

In a perfect vibrating beam gyrometer the sensing mode of vibration is only excited by the Coriolis effect and it is assumed that the sensing electrodes do not respond to the primary mode of vibration. This is the case if the shape of the vibrating beam and of the electrodes don't exhibit geometric defects. In this paper we consider, in a practical point of view, the effect of geometrical defects, like misalignment, of electrodes. These defects can induce a non zero output signal (called the bias) when the gyrometer doesn't rotate and, in a less part, an alteration of the scale factor. We restrict our attention to small defects, which induce only a small dissymmetry of electrodes with respect to the symmetric axis of the beam. The method used to compute the amplitude of vibration, as well as the output current, needs to determine the static electric field in the cross section of the sensor. To do that we use an approximated method based on the decomposition of the electric potential in Fourier series. Although we here consider a tuning fork device, all what is presented is obviously valid for a single beam rate sensor.
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电极几何缺陷对音叉角速率传感器偏置和灵敏度的影响
在理想振动梁陀螺仪中,振动的传感模式仅由科里奥利效应激发,并且假定传感电极不响应主振动模式。如果振动梁和电极的形状没有出现几何缺陷,就会出现这种情况。在本文中,我们从实际的角度考虑电极的几何缺陷,如不对准的影响。当陀螺仪不旋转时,这些缺陷会引起非零输出信号(称为偏置),并且在较小的部分上,会引起比例因子的改变。我们将注意力限制在小缺陷上,这些缺陷只会引起电极相对于光束对称轴的小不对称。用于计算振动幅度以及输出电流的方法需要确定传感器横截面上的静电场。为了做到这一点,我们使用基于傅立叶级数中电势分解的近似方法。虽然我们在这里考虑一个音叉装置,所有的提出显然是有效的单一光束速率传感器。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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