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首页> 外文期刊>International journal of numerical modelling >Attitude determination by combining arrays of MEMS accelerometers, gyros, and magnetometers via quaternion- based complementary filter
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Attitude determination by combining arrays of MEMS accelerometers, gyros, and magnetometers via quaternion- based complementary filter

机译:通过基于四元数的互补滤波器组合MEMS加速度计,陀螺仪和磁力计的阵列来确定姿态

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摘要

In this study, an Attitude and Heading Reference System (AHRS) consisting of 5 modules is designed where each module has a triaxial gyroscope, accelerometer, and magnetometer. First, a method based on the Levenberg-Marquardt algorithm (LMA) is utilized to correct the bias error, scale factor and axes nonorthogonality. Also, the data from the 5 modules of AHRS are ensemble averaged to reduce the adverse effects of high-frequency noises. Then, the obtained trends are used in an orientation estimation algorithm based on a complementary filter algorithm. In this algorithm, the dynamical accelerations are first decreased via a low-pass filter. Afterwards, it is determined using an algorithm whether the system is experiencing magnetic distortion or not. If distortion is verified, magnetometers' data are discarded, as it will introduce noticeable error in estimating heading angle. In this case, the heading angle starts to diverge; however, employing 5 modules in the system decreases divergence rate noticeably, such that after 2minutes in quasi-static conditions, the pitch, roll, and heading angles' errors decrease, respectively, from 36.195 degrees, 23.201 degrees, and 12.541 degrees when only 1 module is used to 2.511 degrees, 3.972 degrees, and 0.984 degrees when all 5 modules are used. Moreover, in dynamical conditions, these errors decrease from 37.916 degrees, 13.633 degrees, and 13.071 degrees to 6.514 degrees, 5.961 degrees, and 0.284 degrees. Once the distortion is removed from magnetic field, the magnetometers' data are used again to correct the heading error. The obtained results show that the root mean square (RMS) errors of pitch, roll, and heading angles in quasi-static conditions are 0.536 degrees, 0.323 degrees, and 0.601 degrees, whereas in dynamical condition, they are 1.267 degrees, 1.535 degrees, and 0.994 degrees, respectively.
机译:在这项研究中,设计了一个由5个模块组成的姿态和航向参考系统(AHRS),其中每个模块都有一个三轴陀螺仪,加速度计和磁力计。首先,基于Levenberg-Marquardt算法(LMA)的方法用于校正偏差误差,比例因子和轴非正交性。同样,对来自AHRS的5个模块的数据进行综合平均以减少高频噪声的不利影响。然后,将获得的趋势用于基于互补滤波算法的方向估计算法中。在该算法中,首先通过低通滤波器降低动态加速度。之后,使用算法确定系统是否正在发生磁变形。如果验证了失真,则将丢弃磁力计的数据,因为它将在估计航向角时引入明显的误差。在这种情况下,航向角开始发散。但是,在系统中使用5个模块会明显降低发散率,因此在准静态条件下2分钟后,俯仰角,横滚角和航向角的误差分别从36.195度,23.201度和12.541度减少(当仅1度时)当使用全部5个模块时,模块使用2.511度,3.972度和0.984度。此外,在动态条件下,这些误差从37.916度,13.633度和13.071度减小到6.514度,5.961度和0.284度。从磁场中消除失真后,磁力计的数据将再次用于校正航向误差。所得结果表明,准静态条件下俯仰,横摇和航向角的均方根(RMS)误差分别为0.536度,0.323度和0.601度,而在动态条件下分别为1.267度,1.535度,和0.994度。

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