Using simultaneous confidence bands to calculate the margin of error in estimating typical biomechanical waveforms

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Deutscher übersetzter Titel:Die Verwendung simultaner Konfidenzbänder zur Berechnung der Fehlerspanne bei der Schätzung typischer biomechanischer Wellenformen
Autor:Anderst, William J.; Charles, Shaquille; Zarei, Milad; Mani, Ashika; Frankston, Naomi; Hammersley, Elliott; Zhang, Gehui; Hogan, MaCalus; Krafty, Robert T.
Erschienen in:Journal of applied biomechanics
Veröffentlicht:38 (2022), 4, S. 232-236, Lit.
Format: Literatur (SPOLIT)
Publikationstyp: Zeitschriftenartikel
Medienart: Gedruckte Ressource Elektronische Ressource (online)
Sprache:Englisch
ISSN:1065-8483, 1543-2688
DOI:10.1123/jab.2021-0326
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Erfassungsnummer:PU202209006699
Quelle:BISp

Abstract

Studies of human movement usually collect data from multiple repetitions of a task and use the average of all movement trials to approximate the typical kinematics or kinetics pattern for each individual. Few studies report the expected accuracy of these estimated mean kinematics or kinetics waveforms for each individual. The purpose of this study is to demonstrate how simultaneous confidence bands, which is an approach to quantify uncertainty across an entire waveform based on limited data, can be used to calculate margin of error (MOE) for waveforms. Bilateral plantar pressure data were collected from 70 participants as they walked over 4 surfaces for an average of at least 300 steps per surface. The relationship between MOE and the number of steps included in the analysis was calculated using simultaneous confidence bands, and 3 methods commonly used for pointwise estimates: intraclass correlation, sequential averaging, and T-based MOE. The conventional pointwise approaches underestimated the number of trials required to estimate biomechanical waveforms within a desired MOE. Simultaneous confidence bands are an objective approach to more accurately estimate the relationship between the number of trials collected and the MOE in estimating typical biomechanical waveforms.