PURPOSE: As drop vertical jumps (DVJ) are widely used as a screening task, the assessment of the reliability of lower-limb biomechanical parameters during DVJ is important. The aim of this study was to assess the reliability of the kinematic and kinetic peak values as well as of the waveforms for lower-limb parameters obtained with the Liverpool John Moores University biomechanical model (LJMU model) during performance of DVJ. METHODS: The reliability was analyzed by calculating the intertrial (o(trial)), intersession (o(sess)), and intertherapist (o(ther)) errors of hip and knee joint parameters in a repeated-measures design including two therapists and a total of six sessions. RESULTS: The results showed o(trial) that ranged from 1.1° to 3.5° for all peak kinematic parameters and from 3.6 to 12.9 N · m for all peak kinetic parameters. The o of the peak values ranged from 1.9° to 5.7° for all angles and from 5.4 to 19.8 N · m for the hip and knee joint moments in all planes. The o(sess) of the peak values ranged from 2.7° to 6.4° for all angles and from 5.8 to 22.4 N · m for all moments. Most of the kinematic and kinetic peak parameters had o(ther-trial) ≤ 2.0° and 4.3 N · m, respectively, suggesting a small extrinsic variability. Furthermore, the entire waveforms also showed a rather high o(trial) relative to other types of variability. CONCLUSIONS: The present findings indicated that DVJ kinetics and kinematics show small extrinsic variability. The reported errors are useful for clinical interpretation processes of DVJ performance as screening task for injury risk and rehabilitation outcome taking into consideration the different types of measurement error over time.
PURPOSE: As drop vertical jumps (DVJ) are widely used as a screening task, the assessment of the reliability of lower-limb biomechanical parameters during DVJ is important. The aim of this study was to assess the reliability of the kinematic and kinetic peak values as well as of the waveforms for lower-limb parameters obtained with the Liverpool John Moores University biomechanical model (LJMU model) during performance of DVJ. METHODS: The reliability was analyzed by calculating the intertrial (o(trial)), intersession (o(sess)), and intertherapist (o(ther)) errors of hip and knee joint parameters in a repeated-measures design including two therapists and a total of six sessions. RESULTS: The results showed o(trial) that ranged from 1.1° to 3.5° for all peak kinematic parameters and from 3.6 to 12.9 N · m for all peak kinetic parameters. The o of the peak values ranged from 1.9° to 5.7° for all angles and from 5.4 to 19.8 N · m for the hip and knee joint moments in all planes. The o(sess) of the peak values ranged from 2.7° to 6.4° for all angles and from 5.8 to 22.4 N · m for all moments. Most of the kinematic and kinetic peak parameters had o(ther-trial) ≤ 2.0° and 4.3 N · m, respectively, suggesting a small extrinsic variability. Furthermore, the entire waveforms also showed a rather high o(trial) relative to other types of variability. CONCLUSIONS: The present findings indicated that DVJ kinetics and kinematics show small extrinsic variability. The reported errors are useful for clinical interpretation processes of DVJ performance as screening task for injury risk and rehabilitation outcome taking into consideration the different types of measurement error over time.
Authors: Sandra J Shultz; Randy J Schmitz; Anne Benjaminse; Malcolm Collins; Kevin Ford; Anthony S Kulas Journal: J Athl Train Date: 2015-09-04 Impact factor: 2.860
Authors: Jed A Diekfuss; Dustin R Grooms; Scott Bonnette; Christopher A DiCesare; Staci Thomas; Ryan P MacPherson; Jonathan D Ellis; Adam W Kiefer; Michael A Riley; Daniel K Schneider; Brooke Gadd; Katie Kitchen; Kim D Barber Foss; Jonathan A Dudley; Weihong Yuan; Gregory D Myer Journal: Psychophysiology Date: 2020-02-13 Impact factor: 4.016
Authors: Bart Malfait; Filip Staes; Aijse de Vries; Annemie Smeets; Malcolm Hawken; Mark A Robinson; Jos Vanrenterghem; Sabine Verschueren Journal: PLoS One Date: 2015-07-29 Impact factor: 3.240