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Comparing polynomial and cubic spline interpolation of segment angles for estimating L5/S1 net moment during symmetric lifting tasks
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Comparing polynomial and cubic spline interpolation of segment angles for estimating L5/S1 net moment during symmetric lifting tasks

Xu Xu, Chien-Chi Chang, Gert S. Faber, Idsart KingmaJack T. Dennerlein
Journal of Biomechanics, 卷.43(3), 頁碼.583-586
02/2010
PMID: 19880119

摘要

Interpolation L5/S1 net moment Segment angle Symmetric lifting Biophysics Orthopedics and Sports Medicine Biomedical Engineering Rehabilitation
Simple video-based methods previously proposed for field research to estimate L5/S1 net moments during real-world manual materials handling rely on polynomial interpolation on the joint angles from key frames extracted from video recordings; however, polynomial interpolations may not converge as the number of interpolation points increases. Therefore, we compared L5/S1 net moments calculated from continuous kinematic measurements to those calculated from both polynomial and cubic spline interpolation on body segments angles during lifting tasks. For small number of interpolation points (<6) the error in the predicted moment from both the spline and polynomial fits decreased with the increase in the number of interpolation points; however, above 6 interpolation points error for the polynomial fits started to increase while the error from the spline fit continued to decrease. These results suggest that cubic spline interpolation on body segments angles provides a more robust basis for calculating L5/S1 net moment from a few key video frames. © 2009 Elsevier Ltd. All rights reserved.

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