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A Combined Method for MEMS Gyroscope Error Compensation Using a Long Short-Term Memory Network and Kalman Filter in Random Vibration Environments

机译:一种在随机振动环境中使用长短期存储器网络和卡尔曼滤波器的MEMS陀螺仪误差补偿的组合方法

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摘要

In applications such as carrier attitude control and mobile device navigation, a micro-electro-mechanical-system (MEMS) gyroscope will inevitably be affected by random vibration, which significantly affects the performance of the MEMS gyroscope. In order to solve the degradation of MEMS gyroscope performance in random vibration environments, in this paper, a combined method of a long short-term memory (LSTM) network and Kalman filter (KF) is proposed for error compensation, where Kalman filter parameters are iteratively optimized using the Kalman smoother and expectation-maximization (EM) algorithm. In order to verify the effectiveness of the proposed method, we performed a linear random vibration test to acquire MEMS gyroscope data. Subsequently, an analysis of the effects of input data step size and network topology on gyroscope error compensation performance is presented. Furthermore, the autoregressive moving average-Kalman filter (ARMA-KF) model, which is commonly used in gyroscope error compensation, was also combined with the LSTM network as a comparison method. The results show that, for the x-axis data, the proposed combined method reduces the standard deviation (STD) by 51.58% and 31.92% compared to the bidirectional LSTM (BiLSTM) network, and EM-KF method, respectively. For the z-axis data, the proposed combined method reduces the standard deviation by 29.19% and 12.75% compared to the BiLSTM network and EM-KF method, respectively. Furthermore, for x-axis data and z-axis data, the proposed combined method reduces the standard deviation by 46.54% and 22.30% compared to the BiLSTM-ARMA-KF method, respectively, and the output is smoother, proving the effectiveness of the proposed method.
机译:在诸如载体姿态控制和移动设备导航的应用中,微电机系统(MEMS)陀螺仪将不可避免地受随机振动的影响,这显着影响了MEMS陀螺的性能。为了解决随机振动环境中MEMS陀螺仪性能的降低,本文提出了一种长短期存储器(LSTM)网络和卡尔曼滤波器(KF)的组合方法,用于误差补偿,其中卡尔曼滤波器参数是使用卡尔曼更加顺畅和期望最大化(EM)算法迭代地优化。为了验证所提出的方法的有效性,我们执行了线性随机振动测试以获取MEMS陀螺数据。随后,提出了对输入数据步长和网络拓扑对陀螺误差补偿性能的影响分析。此外,常用于陀螺误差补偿的自回归移动平均-Kalman滤波器(ARMA-KF)模型也与LSTM网络作为比较方法。结果表明,对于X轴数据,所提出的组合方法分别与双向LSTM(BILSTM)网络和EM-KF方法相比将标准偏差(STD)降低51.58%和31.92%。对于Z轴数据,与Bilstm网络和EM-KF方法相比,所提出的组合方法分别将标准偏差降低29.19%和12.75%。此外,对于X轴数据和Z轴数据,与Bilstm-Arma-KF方法相比,所提出的组合方法分别将标准偏差降低46.54%和22.30%,输出更平滑,证明了效果提出的方法。

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