| Literature DB >> 33343075 |
Paolo Riccardo Brustio1, Gennaro Boccia1, Alexandru Nicolae Ungureanu1, Corrado Lupo1.
Abstract
The aim of this study was to investigate the response to non-tackle and tackle field-based training on upper- and lower-limb neuromuscular function in elite rugby union players. Nine elite senior elite rugby union players (mean age = 21 ± 2 years; height = 184 ± 7 cm; body mass 91.0 ± 9 kg) were evaluated before and immediately following 17 training sessions. A total of 306 assessments were performed. Data on neuromuscular function of plyometric push-up and countermovement jump were calculated from force signals using inverse dynamics. The change from pre- to post-session was investigated across non-tackle and tackle training using a linear mixed model. Considering upper-limb neuromuscular function, peak concentric power [P = 0.024; ES = 0.33 95%CI (0.04, 0.62)] was significantly lower after tackle compared to non-tackle training. In addition, peak countermovement jump eccentric power was significantly lower after non-tackle compared to tackle training [P = 0.044; ES = -0.4 95%CI (-0.69, -0.1)] in lower-limb neuromuscular function. Overall, the results indicated that the type of training influences upper- and lower-limb neuromuscular function differently immediately after training. Indeed, due to physical contact, the upper-body neuromuscular function increased during tackle training. In contrast, lower-body neuromuscular function emerged only in non-tackle training, due to the greater distance covered during this type of training session. Coaches and practitioners should plan adequate weekly training sessions according to this information.Entities:
Keywords: Contact sport; Invasion sport; Team sport; Training load; Training session
Year: 2020 PMID: 33343075 PMCID: PMC7725038 DOI: 10.5114/biolsport.2020.96945
Source DB: PubMed Journal: Biol Sport ISSN: 0860-021X Impact factor: 2.806
Comparison of kinetic and kinematic plyometric push-up variables between non-tackle and tackle training
| Plyometric push-up variables | Non-Contact | Contact | Percentage Difference | ||||
|---|---|---|---|---|---|---|---|
| M | SE | 95% CI | M | SE | 95% CI | ||
| Velocity at Take-off (m·s-1) | 1.87 | 0.054 | (1.75, 2.00) | 1.80 | 0.059 | (1.66, 1.93) | -3.7% |
| Movement Time (s) | 1.01 | 0.043 | (0.91, 1.10) | 1.04 | 0.042 | (0.95, 1.14) | 3.0% |
| Eccentric Phase Time (s) | 0.481 | 0.015 | (0.446, 0.517) | 0.478 | 0.015 | (0.442, 0.514) | -0.6% |
| Concentric Phase Time (s) | 0.196 | 0.009 | (0.173, 0.219) | 0.196 | 0.010 | (0.173, 0.219) | 0% |
| Eccentric COM Displacement (m) | 0.180 | 0. 004 | (0.169, 0.19) | 0.181 | 0.005 | (0.170, 0.191) | 0.6% |
| Concentric COM Displacement (m) | 0.790 | 0.029 | (0.722, 0.859) | 0.757 | 0.031 | (0.687, 0.827) | -4.2% |
| Peak Eccentric Force (N) | 854 | 30.8 | (782, 926) | 868 | 33.8 | (782, 926) | 1.6% |
| Peak Concentric Force (N) | 878 | 23.6 | (823, 934) | 871 | 25.8 | (814, 928) | -0.8% |
| Mean Force (N) | 291 | 13.9 | (258, 324) | 286 | 14.2 | (252,319) | -1.7% |
| Peak Eccentric Power (W) | 531 | 58.4 | (397, 665) | 520 | 60.1 | (384, 655) | -2.1% |
| Peak Concentric Power (W) | 626 | 17.1 | (587, 666) | 588 | 19.7 | (545, 630) | -6.1% |
| Mean Power (W) | 389 | 13.2 | (357, 422) | 374 | 14.3 | (341,406) | -3.9% |
| Eccentric Impulse (N·s) | 82.6 | 1.96 | (78.0, 87.1) | 82.3 | 2.17 | (77.5, 87.0) | -0.4% |
| Concentric Impulse (N·s) | 108 | 3.36 | (100.4, 116) | 105 | 3.58 | (96.6, 113) | -2.8% |
| Rate of Force Development (N·s-1) | 2521 | 240 | (1964, 3077) | 2436 | 247 | (1874, 2998) | -3.4% |
Note: Relative percent change is the difference between non-tackle and tackle training; M, Mean; SE, Standard error; 95% CI, 95% confidence interval.
FIG. 1Forest plots of Cohen’s d effect size and 95% CI provided by the generalized linear model for plyometric push-up. Effect size magnitude: T, trivial; S, small.
Comparison of kinetic and kinematic countermovement jump variables between non-tackle and tackle training
| Countermovement jump variables | Non-Contact | Contact | Percentage Difference | ||||
|---|---|---|---|---|---|---|---|
| M | SE | 95% CI | M | SE | 95% CI | ||
| Jump Height (m) | 0.354 | 0.005 | (0.343, 0.364) | 0.345 | 0.006 | (0.332, 0.358) | -2.5% |
| Velocity at Take-off (m·s-1) | 2.62 | 0.014 | (2.59, 2.65) | 2.59 | 0.022 | (2.55, 2.64) | -0.8% |
| RSImod | 0.491 | 0.010 | (0.470, 0.512) | 0.483 | 0.014 | (0.455, 0.510) | -1.6% |
| Movement Time (s) | 0.734 | 0.008 | (0.717, 0.750) | 0.719 | 0.011 | (0.697, 0.741) | -2.0% |
| Eccentric Phase Time (s) | 0.249 | 0.003 | (0.242, 0.256) | 0.247 | 0.004 | (0.239, 0.254) | -2.8% |
| Concentric Phase Time (s) | 0.151 | 0.003 | (0.145, 0.157) | 0.151 | 0.003 | (0.144, 0.158) | 0.0% |
| Eccentric COM Displacement (m) | 0.130 | 0.002 | (0.125, 0.134) | 0.134 | 0.003 | (0.128, 0.139) | 3.1% |
| Concentric COM Displacement (m) | 0.399 | 0.005 | (0.388, 0.410) | 0.393 | 0.007 | (0.379, 0.406) | -1.5% |
| Peak Eccentric Force (N) | 1308 | 38.0 | (1218, 1397) | 1333 | 39.9 | (1243, 1424) | 1.9% |
| Peak Concentric Force (N) | 1335 | 31.4 | (1261, 1410) | 1363 | 33.7 | (1287, 1439) | 2.1% |
| Mean Force (N) | 884 | 20.3 | (837, 932) | 896 | 21.6 | (848, 945) | 1.4% |
| Peak Eccentric Power (W) | 858 | 52.1 | (740, 976) | 957 | 56.3 | (835, 1079) | 11.5% |
| Peak Concentric Power (W) | 2566 | 55.2 | (2423, 2709) | 2551 | 60.8 | (2408, 2694) | -0.6% |
| Mean Power (W) | 1112 | 32.7 | (1035, 1190) | 1123 | 34.7 | (1044, 1202) | 1.0% |
| Eccentric Impulse (N·s) | 120 | 1.51 | (117, 124) | 123 | 1.91 | (119, 127) | 2.5% |
| Concentric Impulse (N·s) | 232 | 1.46 | (229, 235) | 229 | 1.90 | (225, 233) | -1.3% |
| Rate of Force Development (N·s-1) | 5443 | 263 | (4848, 6038) | 5703 | 291 | (5076, 6331) | -6.7% |
Note: Relative percent change is the difference between non-tackle and tackle training; M, Mean; SE, Standard error; 95% CI, 95% confidence interval.
FIG. 2Forest plots of Cohen’s d effect size and 95% CI provided by the generalized linear model for countermovement jump. Effect size magnitude: T, trivial; S, small.