2020
DOI: 10.1177/1747954120970305
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Comparison of different measures to monitor week-to-week changes in training load in high school runners

Abstract: Training load is commonly used to monitor training stress and is the product of external and internal physiological loads experienced by an athlete. With emerging wearable technology, it is possible to evolve existing external load measurement from duration or distance to runner-specific biomechanical data, which when combined with existing measures of internal load such as session rating of perceived exertion (sRPE), may improve the quantification of training stress. This study compared week-to-week changes i… Show more

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Cited by 15 publications
(10 citation statements)
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“…However, it is unknown if peak axial tibial compression can be used to prospectively identify stress fracture risk despite the association between a bone’s load and risk of mechanical failure. If bone loading metrics can be identified as biomechanical risk factors, data collected by wearable devices could improve our understanding of stress fracture development in long distance runners as these data could be collected over the course of a run, competitive season, or several years in the environment experienced by runners daily and not only within a laboratory ( Backes et al, 2020 ; Edwards, 2018 ; Ryan et al, 2020 ). Biomechanical risk factors could then be considered alongside other metrics such as bone mineral density or nutritional deficiencies when determining an individual’s stress fracture risk ( Wright et al, 2015 ).…”
Section: Discussionmentioning
confidence: 99%
“…However, it is unknown if peak axial tibial compression can be used to prospectively identify stress fracture risk despite the association between a bone’s load and risk of mechanical failure. If bone loading metrics can be identified as biomechanical risk factors, data collected by wearable devices could improve our understanding of stress fracture development in long distance runners as these data could be collected over the course of a run, competitive season, or several years in the environment experienced by runners daily and not only within a laboratory ( Backes et al, 2020 ; Edwards, 2018 ; Ryan et al, 2020 ). Biomechanical risk factors could then be considered alongside other metrics such as bone mineral density or nutritional deficiencies when determining an individual’s stress fracture risk ( Wright et al, 2015 ).…”
Section: Discussionmentioning
confidence: 99%
“…However, it is unknown if peak axial tibial compression can be used to prospectively identify stress fracture risk despite the association between a bone's load and risk of mechanical failure. If bone loading metrics can be identified as biomechanical risk factors, data collected by wearable devices could improve our understanding of stress fracture development in long distance runners as these data could be collected over the course of a run, competitive season, or several years in the environment experienced by runners daily and not only within a laboratory (Backes et al, 2020;Edwards, 2018;Ryan et al, 2020). Biomechanical risk factors could then be considered alongside other metrics such as bone mineral density or nutritional deficiencies when determining an individual's stress fracture risk (Wright et al, 2015).…”
Section: Preprintmentioning
confidence: 99%
“…External cumulative loading is generally calculated as the product of a given external load's magnitude (e.g. peak GRF) and the number of steps taken over a given duration of running (Firminger and Edwards, 2016;Kiernan et al, 2018;Backes et al, 2020;Ryan et al, 2020) and has been associated with runningrelated overuse injuries (Colby et al, 2014;Bertelsen et al, 2017;Kiernan et al, 2018). Previous studies have predicted the peak vertical GRF from pelvis accelerometer data with a MAPE of 4.0 -8.3% during level-ground running (Neugebauer, Hawkins and Beckett, 2012;Alcantara et al, 2021), but a personalized LSTM network could be used to measure an athlete's external cumulative load with improved accuracy (MAPE = 2.7 ± 2.0%) across a range of running speeds and slopes.…”
Section: Discrete Variable Accuracymentioning
confidence: 99%