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首页> 外文期刊>Journal of Microelectromechanical Systems >What is MEMS Gyrocompassing? Comparative Analysis of Maytagging and Carouseling
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What is MEMS Gyrocompassing? Comparative Analysis of Maytagging and Carouseling

机译:什么是MEMS陀螺仪?五月标签和轮播的比较分析

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摘要

North-finding based on micromachined gyroscopes is an attractive possibility. This paper analyzes north-finding methods and demonstrates a measured 4 mrad standard deviation azimuth uncertainty using an in-house developed vibratory silicon MEMS quadruple mass gyroscope (QMG). We instrumented a vacuum packaged QMG with isotropic $Q$-factor of 1.2 million and Allan deviation bias instability of 0.2$^{circ}/{rm hr}$ for azimuth detection by measuring the earth's rotation. Continuous rotation (“carouseling”) produced azimuth datapoints with uncertainty diminishing as the square root of the number of turns. Integration of 100 datapoints with normally distributed errors reduced uncertainty to 4 mrad, beyond the noise of current QMG instrumentation. We also implemented self-calibration methods, including in-situ temperature sensing and discrete ${pm}{180}^{circ}$ turning (“maytagging” or two-point gyrocompassing) as potential alternatives to carouseling. While both mechanizations produced similar azimuth uncertainty, we conclude that carouseling is more advantageous as it is robust to bias, scale-factor, and temperature drifts, although it requires a rotary platform providing continuous rotation. Maytagging, on the other hand, can be implemented using a simple turn table, but requires calibration due to temperature-induced drifts. $hfill{[2012hbox{-}0378]}$
机译:基于微机械陀螺仪的北向寻找是一种有吸引力的可能性。本文分析了北向寻找方法,并演示了使用内部开发的振动硅MEMS四重陀螺仪(QMG)测得的4 mrad标准偏差方位角不确定性。我们测量了真空包装的QMG,其各向同性$ Q $因子为120万,Allan偏差偏置不稳定性为0.2 $ ^ circ / {rm hr} $,用于通过测量地球的自转来检测方位角。连续旋转(“旋转木马”)产生的方位角数据点的不确定性会随着匝数的平方根而减小。集成100个具有正态分布误差的数据点,将不确定性降低到4 mrad,超出了当前QMG仪器的噪声范围。我们还实施了自校准方法,包括原位温度感测和离散的$ {pm} {180} ^ {circ} $车削(“ maytagging”或两点陀螺罗经)作为轮播的潜在替代方案。虽然两种机械化都产生相似的方位角不确定性,但我们得出结论,轮播更有利,因为它对偏置,比例因子和温度漂移具有鲁棒性,尽管它需要提供连续旋转的旋转平台。另一方面,Maytag可以使用简单的转台来实现,但由于温度引起的漂移而需要校准。 $ hfill {[2012hbox {-} 0378]} $

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