Abstract

In human motion science, accelerometers are used as linear distance sensors by attaching them to moving body parts, with their measurement axes its measurement axis aligned in the direction of motion. When double integrating the raw sensor data, multiple error sources are also integrated integrated as well, producing inaccuracies in the final position estimation which increases fast with the integration time. In this paper, we make a systematic and experimental comparison of different methods for position estimation, with different sensors and in different motion conditions. The objective is to correlate practical factors that appear in real applications, such as motion mean velocity, path length, calibration method, or accelerometer noise level, with the quality of the estimation. The results confirm that it is possible to use accelerometers to estimate short linear displacements of the body with a typical error of around 4.5% in the general conditions tested in this study. However, they also show that the motion kinematic conditions can be a key factor in the performance of this estimation, as the dynamic response of the accelerometer can affect the final results. The study lays out the basis for a better design of distance estimations, which are useful in a wide range of ambulatory human motion monitoring applications.

Highlights

  • Since seminal work by Morris [1], MEMS accelerometers and gyroscopes have been increasingly used for the real-time measurement of body motion spatio-temporal parameters, due to their low consumption and cost, and their easy connectivity

  • The problem is usually addressed by the sensor integration of gyroscopes, accelerometers, and magnetic field sensors, by means of Kalman-filtering-like algorithms, forming inertial measurement units (IMU) [10]

  • This effect has been analyzed thoroughly by Thong et al [9]. They propose a mathematical model of the growth of the root mean square error (RMS) error with integration time T, which depends on three parameters: the sampling frequency f s, the cut frequency of the internal anti-aliasing filter of the device f c, and the sensor noise power spectral density as given approximately by its datasheets σc2

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Summary

Introduction

Since seminal work by Morris [1], MEMS accelerometers and gyroscopes have been increasingly used for the real-time measurement of body motion spatio-temporal parameters, due to their low consumption and cost, and their easy connectivity. They are the base component for wearable devices that measure linear and/or angular displacements in the human body, e.g., the shank rotation, the stride length, and the pelvis displacement. The problem is usually addressed by the sensor integration of gyroscopes, accelerometers, and magnetic field sensors, by means of Kalman-filtering-like algorithms, forming inertial measurement units (IMU) [10]

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