Joint Constraints Based Dynamic Calibration of IMU Position on Lower Limbs in IMU-MoCap

The position calibration of inertial measurement units (IMUs) is an important part of human motion capture, especially in wearable systems. In realistic applications, static calibration is quickly invalid during the motions for IMUs loosely mounted on the body. In this paper, we propose a dynamic po...

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Autores principales: Qian Hu, Lingfeng Liu, Feng Mei, Changxuan Yang
Formato: article
Lenguaje:EN
Publicado: MDPI AG 2021
Materias:
IMU
GWO
Acceso en línea:https://doaj.org/article/e7e80c4efbb5434eb4836a8db17fe86b
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spelling oai:doaj.org-article:e7e80c4efbb5434eb4836a8db17fe86b2021-11-11T19:09:20ZJoint Constraints Based Dynamic Calibration of IMU Position on Lower Limbs in IMU-MoCap10.3390/s212171611424-8220https://doaj.org/article/e7e80c4efbb5434eb4836a8db17fe86b2021-10-01T00:00:00Zhttps://www.mdpi.com/1424-8220/21/21/7161https://doaj.org/toc/1424-8220The position calibration of inertial measurement units (IMUs) is an important part of human motion capture, especially in wearable systems. In realistic applications, static calibration is quickly invalid during the motions for IMUs loosely mounted on the body. In this paper, we propose a dynamic position calibration algorithm for IMUs mounted on the waist, upper leg, lower leg, and foot based on joint constraints. To solve the problem of IMUs’ position displacement, we introduce the Gauss–Newton (GN) method based on the Jacobian matrix, the dynamic weight particle swarm optimization (DWPSO), and the grey wolf optimizer (GWO) to realize IMUs’ position calibration. Furthermore, we establish the coordinate system of human lower limbs to estimate each joint angle and use the fusion algorithm in the field of quaternions to improve the attitude calibration performance of a single IMU. The performances of these three algorithms are analyzed and evaluated by gait tests on the human body and comparisons with a high-precision IMU-Mocap reference device. The simulation results show that the three algorithms can effectively calibrate the IMU’s position for human lower limbs. Additionally, when the degree of freedom (DOF) of a certain dimension is limited, the performances of the DWPSO and GWO may be better than GN, when the joint changes sufficiently, the performances of the three are close. The results confirm that the dynamic calibration algorithm based on joint constraints can effectively reduce the position offset errors of IMUs on upper or lower limbs in practical applications.Qian HuLingfeng LiuFeng MeiChangxuan YangMDPI AGarticleIMUMoCapDWPSOGWOGauss–Newtonjoint constraintsChemical technologyTP1-1185ENSensors, Vol 21, Iss 7161, p 7161 (2021)
institution DOAJ
collection DOAJ
language EN
topic IMU
MoCap
DWPSO
GWO
Gauss–Newton
joint constraints
Chemical technology
TP1-1185
spellingShingle IMU
MoCap
DWPSO
GWO
Gauss–Newton
joint constraints
Chemical technology
TP1-1185
Qian Hu
Lingfeng Liu
Feng Mei
Changxuan Yang
Joint Constraints Based Dynamic Calibration of IMU Position on Lower Limbs in IMU-MoCap
description The position calibration of inertial measurement units (IMUs) is an important part of human motion capture, especially in wearable systems. In realistic applications, static calibration is quickly invalid during the motions for IMUs loosely mounted on the body. In this paper, we propose a dynamic position calibration algorithm for IMUs mounted on the waist, upper leg, lower leg, and foot based on joint constraints. To solve the problem of IMUs’ position displacement, we introduce the Gauss–Newton (GN) method based on the Jacobian matrix, the dynamic weight particle swarm optimization (DWPSO), and the grey wolf optimizer (GWO) to realize IMUs’ position calibration. Furthermore, we establish the coordinate system of human lower limbs to estimate each joint angle and use the fusion algorithm in the field of quaternions to improve the attitude calibration performance of a single IMU. The performances of these three algorithms are analyzed and evaluated by gait tests on the human body and comparisons with a high-precision IMU-Mocap reference device. The simulation results show that the three algorithms can effectively calibrate the IMU’s position for human lower limbs. Additionally, when the degree of freedom (DOF) of a certain dimension is limited, the performances of the DWPSO and GWO may be better than GN, when the joint changes sufficiently, the performances of the three are close. The results confirm that the dynamic calibration algorithm based on joint constraints can effectively reduce the position offset errors of IMUs on upper or lower limbs in practical applications.
format article
author Qian Hu
Lingfeng Liu
Feng Mei
Changxuan Yang
author_facet Qian Hu
Lingfeng Liu
Feng Mei
Changxuan Yang
author_sort Qian Hu
title Joint Constraints Based Dynamic Calibration of IMU Position on Lower Limbs in IMU-MoCap
title_short Joint Constraints Based Dynamic Calibration of IMU Position on Lower Limbs in IMU-MoCap
title_full Joint Constraints Based Dynamic Calibration of IMU Position on Lower Limbs in IMU-MoCap
title_fullStr Joint Constraints Based Dynamic Calibration of IMU Position on Lower Limbs in IMU-MoCap
title_full_unstemmed Joint Constraints Based Dynamic Calibration of IMU Position on Lower Limbs in IMU-MoCap
title_sort joint constraints based dynamic calibration of imu position on lower limbs in imu-mocap
publisher MDPI AG
publishDate 2021
url https://doaj.org/article/e7e80c4efbb5434eb4836a8db17fe86b
work_keys_str_mv AT qianhu jointconstraintsbaseddynamiccalibrationofimupositiononlowerlimbsinimumocap
AT lingfengliu jointconstraintsbaseddynamiccalibrationofimupositiononlowerlimbsinimumocap
AT fengmei jointconstraintsbaseddynamiccalibrationofimupositiononlowerlimbsinimumocap
AT changxuanyang jointconstraintsbaseddynamiccalibrationofimupositiononlowerlimbsinimumocap
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