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Smooth estimation of human foot motion for zero-velocity-update-aided inertial pedestrian navigation system
Indexed by:期刊论文
Date of Publication:2015-09-21
Journal:SENSOR REVIEW
Included Journals:EI、SCIE、Scopus
Volume:35
Issue:4
Page Number:389-400
ISSN No.:0260-2288
Key Words:Positioning; Kalman filter; MEMS IMU; Pedestrian navigation; RTS smoother; ZUPT-aided INS
Abstract:Purpose - The purpose of this paper is to develop an online smoothing zero-velocity-update (ZUPT) method that helps achieve smooth estimation of human foot motion for the ZUPT-aided inertial pedestrian navigation system.
Design/methodology/approach - The smoothing ZUPT is based on a Rauch-Tung-Striebel (RTS) smoother, using a six-state Kalman filter (KF) as the forward filter. The KF acts as an indirect filter, which allows the sensor measurement error and position error to be excluded from the error state vector, so as to reduce the modeling error and computational cost. A threshold-based strategy is exploited to verify the detected ZUPT periods, with the threshold parameter determined by a clustering algorithm. A quantitative index is proposed to give a smoothness estimate of the position data.
Findings - Experimental results show that the proposed method can improve the smoothness, robustness, efficiency and accuracy of pedestrian navigation.
Research limitations/implications - Because of the chosen smoothing algorithm, a delay no longer than one gait cycle is introduced. Therefore, the proposed method is suitable for applications with soft real-time constraints.
Practical implications - The paper includes implications for the smooth estimation of most types of pedal locomotion that are achieved by legged motion, by using a sole foot-mounted commercial-grade inertial sensor.
Originality/value - This paper helps realize smooth transitions between swing and stance phases, helps enable continuous correction of navigation errors during the whole gait cycle, helps achieve robust detection of gait phases and, more importantly, requires lower computational cost.