Relationship between Swimming Performance, Biomechanical Variables and the Calculated Predicted 1-RM Push-up in Competitive Swimmers
One repetition maximum (1RM) push-ups, based upon the load–velocity relationship, are able to predict the maximum upper body strength. The aim of the present study was to examine the relationship between the predicted 1RM push-up based upon the load–velocity relationship and swimming performance and...
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2021
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oai:doaj.org-article:f9151e5006a8496c8e1e49f0316b1a2f2021-11-11T16:30:42ZRelationship between Swimming Performance, Biomechanical Variables and the Calculated Predicted 1-RM Push-up in Competitive Swimmers10.3390/ijerph1821113951660-46011661-7827https://doaj.org/article/f9151e5006a8496c8e1e49f0316b1a2f2021-10-01T00:00:00Zhttps://www.mdpi.com/1660-4601/18/21/11395https://doaj.org/toc/1661-7827https://doaj.org/toc/1660-4601One repetition maximum (1RM) push-ups, based upon the load–velocity relationship, are able to predict the maximum upper body strength. The aim of the present study was to examine the relationship between the predicted 1RM push-up based upon the load–velocity relationship and swimming performance and kinematical variables in competitive swimmers. Thirty-three competitive male swimmers (age = 16.46 ± 0.59 years, body mass = 72.82 ± 8.41 kg, body height = 180.56 ± 5.69 cm) performed push-up exercises without a weight vest and with a 10, 20 and 30 kg weight vests. A load–velocity relationship was established as a product of the load and velocity of the push-up per participant, and the equation was used to establish a predicted 1RM. Our findings showed a predicted 1RM push-up of 82.98 ± 9.95 kg. Pearson correlations revealed a nearly perfect relationship between the 1RM push-up and the 25 or 50 m front crawl (r = −0.968, r = −0.955), and between 1RM push-up and the 25 or 50 m front crawl with arms (r = −0.955, r = x0.941). Similarly, our results revealed significant near-perfect correlations between 1RM push-up and kinematical variables (r = 0.93–0.96) except the stroke index, which had a large relationship (r = 0.56). This study suggests that swimming performance and kinematical variables are correlated with the predicted 1RM push-up. The 1RM push-up based upon the load–velocity relationship is a low cost and time-effective alternative for swimmers and coaches to predict maximum upper body strength to optimize swimming performance in short races.Sofiene AmaraOussama Gaied ChortaneYassine NegraRaouf HammamiRiadh KhalifaSabri Gaied ChortaneRoland van den TillaarMDPI AGarticlestrengthstroke lengthstroke rateupper bodyMedicineRENInternational Journal of Environmental Research and Public Health, Vol 18, Iss 11395, p 11395 (2021) |
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strength stroke length stroke rate upper body Medicine R |
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strength stroke length stroke rate upper body Medicine R Sofiene Amara Oussama Gaied Chortane Yassine Negra Raouf Hammami Riadh Khalifa Sabri Gaied Chortane Roland van den Tillaar Relationship between Swimming Performance, Biomechanical Variables and the Calculated Predicted 1-RM Push-up in Competitive Swimmers |
description |
One repetition maximum (1RM) push-ups, based upon the load–velocity relationship, are able to predict the maximum upper body strength. The aim of the present study was to examine the relationship between the predicted 1RM push-up based upon the load–velocity relationship and swimming performance and kinematical variables in competitive swimmers. Thirty-three competitive male swimmers (age = 16.46 ± 0.59 years, body mass = 72.82 ± 8.41 kg, body height = 180.56 ± 5.69 cm) performed push-up exercises without a weight vest and with a 10, 20 and 30 kg weight vests. A load–velocity relationship was established as a product of the load and velocity of the push-up per participant, and the equation was used to establish a predicted 1RM. Our findings showed a predicted 1RM push-up of 82.98 ± 9.95 kg. Pearson correlations revealed a nearly perfect relationship between the 1RM push-up and the 25 or 50 m front crawl (r = −0.968, r = −0.955), and between 1RM push-up and the 25 or 50 m front crawl with arms (r = −0.955, r = x0.941). Similarly, our results revealed significant near-perfect correlations between 1RM push-up and kinematical variables (r = 0.93–0.96) except the stroke index, which had a large relationship (r = 0.56). This study suggests that swimming performance and kinematical variables are correlated with the predicted 1RM push-up. The 1RM push-up based upon the load–velocity relationship is a low cost and time-effective alternative for swimmers and coaches to predict maximum upper body strength to optimize swimming performance in short races. |
format |
article |
author |
Sofiene Amara Oussama Gaied Chortane Yassine Negra Raouf Hammami Riadh Khalifa Sabri Gaied Chortane Roland van den Tillaar |
author_facet |
Sofiene Amara Oussama Gaied Chortane Yassine Negra Raouf Hammami Riadh Khalifa Sabri Gaied Chortane Roland van den Tillaar |
author_sort |
Sofiene Amara |
title |
Relationship between Swimming Performance, Biomechanical Variables and the Calculated Predicted 1-RM Push-up in Competitive Swimmers |
title_short |
Relationship between Swimming Performance, Biomechanical Variables and the Calculated Predicted 1-RM Push-up in Competitive Swimmers |
title_full |
Relationship between Swimming Performance, Biomechanical Variables and the Calculated Predicted 1-RM Push-up in Competitive Swimmers |
title_fullStr |
Relationship between Swimming Performance, Biomechanical Variables and the Calculated Predicted 1-RM Push-up in Competitive Swimmers |
title_full_unstemmed |
Relationship between Swimming Performance, Biomechanical Variables and the Calculated Predicted 1-RM Push-up in Competitive Swimmers |
title_sort |
relationship between swimming performance, biomechanical variables and the calculated predicted 1-rm push-up in competitive swimmers |
publisher |
MDPI AG |
publishDate |
2021 |
url |
https://doaj.org/article/f9151e5006a8496c8e1e49f0316b1a2f |
work_keys_str_mv |
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