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使用梯度下降算法估计惯性测量单元(IMU)和微型姿态参考系统(MARG)的方向。

Estimation of IMU and MARG orientation using a gradient descent algorithm.

作者信息

Madgwick Sebastian O H, Harrison Andrew J L, Vaidyanathan Andrew

机构信息

Department of Mechanical Engineering, University of Bristol.

出版信息

IEEE Int Conf Rehabil Robot. 2011;2011:5975346. doi: 10.1109/ICORR.2011.5975346.

Abstract

This paper presents a novel orientation algorithm designed to support a computationally efficient, wearable inertial human motion tracking system for rehabilitation applications. It is applicable to inertial measurement units (IMUs) consisting of tri-axis gyroscopes and accelerometers, and magnetic angular rate and gravity (MARG) sensor arrays that also include tri-axis magnetometers. The MARG implementation incorporates magnetic distortion compensation. The algorithm uses a quaternion representation, allowing accelerometer and magnetometer data to be used in an analytically derived and optimised gradient descent algorithm to compute the direction of the gyroscope measurement error as a quaternion derivative. Performance has been evaluated empirically using a commercially available orientation sensor and reference measurements of orientation obtained using an optical measurement system. Performance was also benchmarked against the propriety Kalman-based algorithm of orientation sensor. Results indicate the algorithm achieves levels of accuracy matching that of the Kalman based algorithm; < 0.8° static RMS error, < 1.7° dynamic RMS error. The implications of the low computational load and ability to operate at small sampling rates significantly reduces the hardware and power necessary for wearable inertial movement tracking, enabling the creation of lightweight, inexpensive systems capable of functioning for extended periods of time.

摘要

本文提出了一种新颖的定向算法,旨在支持用于康复应用的计算高效的可穿戴惯性人体运动跟踪系统。它适用于由三轴陀螺仪和加速度计组成的惯性测量单元(IMU),以及还包括三轴磁力计的磁角速率和重力(MARG)传感器阵列。MARG实现中包含磁失真补偿。该算法使用四元数表示法,允许将加速度计和磁力计数据用于解析推导和优化的梯度下降算法中,以将陀螺仪测量误差的方向计算为四元数导数。已使用市售的定向传感器通过实验评估了性能,并使用光学测量系统获得了定向的参考测量值。性能还与定向传感器基于卡尔曼的专有算法进行了基准测试。结果表明,该算法达到了与基于卡尔曼的算法相匹配的精度水平;静态均方根误差<0.8°,动态均方根误差<1.7°。低计算量以及能够以小采样率运行的能力,显著降低了可穿戴惯性运动跟踪所需的硬件和功耗,从而能够创建能够长时间运行的轻巧、廉价的系统。

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