| Literature DB >> 27242538 |
Urs Granacher1, Melanie Lesinski1, Dirk Büsch2, Thomas Muehlbauer1, Olaf Prieske1, Christian Puta3, Albert Gollhofer4, David G Behm5.
Abstract
During the stages of long-term athlete development (LTAD), resistance training (RT) is an important means for (i) stimulating athletic development, (ii) tolerating the demands of long-term training and competition, and (iii) inducing long-term health promoting effects that are robust over time and track into adulthood. However, there is a gap in the literature with regards to optimal RT methods during LTAD and how RT is linked to biological age. Thus, the aims of this scoping review were (i) to describe and discuss the effects of RT on muscular fitness and athletic performance in youth athletes, (ii) to introduce a conceptual model on how to appropriately implement different types of RT within LTAD stages, and (iii) to identify research gaps from the existing literature by deducing implications for future research. In general, RT produced small-to-moderate effects on muscular fitness and athletic performance in youth athletes with muscular strength showing the largest improvement. Free weight, complex, and plyometric training appear to be well-suited to improve muscular fitness and athletic performance. In addition, balance training appears to be an important preparatory (facilitating) training program during all stages of LTAD but particularly during the early stages. As youth athletes become more mature, specificity, and intensity of RT methods increase. This scoping review identified research gaps that are summarized in the following and that should be addressed in future studies: (i) to elucidate the influence of gender and biological age on the adaptive potential following RT in youth athletes (especially in females), (ii) to describe RT protocols in more detail (i.e., always report stress and strain-based parameters), and (iii) to examine neuromuscular and tendomuscular adaptations following RT in youth athletes.Entities:
Keywords: adolescents; children; muscle power; muscle strength; muscular endurance; physical fitness; weight lifting
Year: 2016 PMID: 27242538 PMCID: PMC4861005 DOI: 10.3389/fphys.2016.00164
Source DB: PubMed Journal: Front Physiol ISSN: 1664-042X Impact factor: 4.566
Figure 1Impact of demographic change and secular declines in motor performance on the pool of young talents with athletic potential to be introduced to long-term athlete development.
Summary of studies that were included in this scoping review on the effects of resistance training on muscular fitness and athletic performance in youth athletes.
| Chelly et al., | EG: 11; ACG: 11 | n/a | EG: 17 ± 0.3; ACG: 17 ± 0.5 | Training to train | M | Soccer | FW | 8 | 2 | EG vs. ACG | Half back squat (1 RM): ES = 1.74 |
| Klusemann et al., | EG I: 13; EG II: 11; ACG: 12 | n/a | M: 14 ± 1; F: 15 ± 1 | Training to train | M and F | Basketball | EG I: FT (supervised) | 6 | 2 | EG I vs. ACG | Push-up test: ES = 0.55 |
| Pull-up test: ES = 0.32 | |||||||||||
| EG II: FT (video-based) | 6 | 2 | EG II vs. ACG | Push-up test: ES = 0.54 | |||||||
| Pull-up test: ES = 0.32 | |||||||||||
| Sander et al., | EG I: 13; EG II: 30; EG III: 18 ACG I: 15; ACG II: 25; ACG III: 33 | n/a | EG and ACG I: 17; EG and ACG II: 15; EG and ACG III: 13 | Learning to train and training to train | n/a | Soccer | EG I: FW | 80 | 2 | EG I vs. ACG | Back squat (1 RM): ES = 2.96 |
| Front squat (1 RM): ES = 4.00 | |||||||||||
| EG II: FW | 80 | 2 | EG II vs. ACG | Back squat (1 RM): ES = 3.50 | |||||||
| Front squat (1RM): ES = 3.82 | |||||||||||
| EG III: FW | 80 | 2 | EG III vs. ACG | Back squat (1 RM): ES = 3.58 | |||||||
| Front squat (1RM): ES = 4.45 | |||||||||||
| Hammami et al., | EG I: 12; EG II: 12 | Years from predicted PHV (EG I: –0.7 ± 0.3; EG II: –0.9 ± 0.4) | EG I: 12.7 ± 0.3; EG II: 12.5 ± 0.3 | Learning to train | M | Soccer | EG I: BT + PT | 8 | 2 | EG I vs. EG II; (“+” in favor of EG I; “-” in favor of EG II) | Reactive strength index: ES = 2.04 |
| EG II: PT + BT | 8 | 2 | |||||||||
| Absolute leg stiffness: ES = 1.56 | |||||||||||
| Relative leg stiffness: ES = 1.98 | |||||||||||
| Triple hop test: ES = 2.07 | |||||||||||
| Y balance test: ES = 1.38 | |||||||||||
| Meylan and Malatesta, | EG: 14; ACG: 11 | n/a | EG: 13.3 ± 0.6; ACG: 13.1 ± 0.6 | Learning to train | M | Soccer | PT | 8 | 2 | EG vs. ACG | CMJ: ES = 2.04 |
| SJ: ES = 1.29 | |||||||||||
| Reactive strength index: ES = 0.03 | |||||||||||
| Multiple 5 bound test: ES = 1.13 | |||||||||||
| Ramírez-Campillo et al., | EG I: 13; EG II: 13; EG III: 11; ACG: 14 | Prepubertal assessed through Tanner stage | 10.4 ± 2.3 | Learning to train | M | Soccer | EG I: PT (30 s inter-set rest) | 7 | 2 | EG I vs. ACG | CMJ: ES = 0.40 |
| Reactive strength index (20 cm): ES = 0.87 | |||||||||||
| Reactive strength index (40 cm): ES = 0.73 | |||||||||||
| EG II: PT (60 s inter-set rest) | 7 | 2 | EG II vs. ACG | CMJ: ES = 0.48 | |||||||
| Reactive strength index (20 cm): ES = 0.78 | |||||||||||
| Reactive strength index (40 cm): ES = 0.69 | |||||||||||
| EG III: PT (90 s inter-set rest) | 7 | 2 | EG III vs. ACG | CMJ: ES = 0.31 | |||||||
| Reactive strength index (20 cm): ES = 0.66 | |||||||||||
| Reactive strength index (40 cm): ES = 0.86 | |||||||||||
| Santos and Janeira, | EG: 14; ACG: 10 | (Post-) pubertal assessed through Tanner stage | EG: 15.0 ± 0.5; ACG: 14.5 ± 0.4 | Training to train | M | Basketball | PT | 10 | 2 | EG vs. ACG | CMJ: ES = 1.28 |
| SJ: ES = 2.02 | |||||||||||
| Abalakov test: ES = 1.36 | |||||||||||
| Depth jump: ES = 1.50 | |||||||||||
| Mechanical power: ES = 0.45 | |||||||||||
| Christou et al., | EG: 9; ACG: 9 | (Post-) pubertal assessed through Tanner stage | EG: 13.8 ± 0.4; ACG: 13.5 ± 0.9 | Training to train | M | Soccer | MB and FW | 16 | 2 | EG vs. ACG | 30-s repeated jump test: ES = 0.27 |
| DeRenne et al., | EG I: 7; EG II: 8; ACG: 6 | n/a | 13.3 ± 1.3 | Learning to train | M | Baseball | EG I: MB and FW | 12 | 1 | EG I vs. ACG | Pull-up test: ES = 1.06 |
| EG II: MB and FW | 12 | 2 | EG II vs. ACG | Pull-up test: ES = 1.33 | |||||||
| Granacher et al., | EG I: 13; EG II:14 | n/a | EG I: 13.7 ± 0.6; EG II: 13.8 ± 0. | Training to train | M and F | n/a | EG I: FT on stable surfaces | 6 | 2 | EG I vs. EG II; (“+” in favor of EG I; “−” in favor of EG II) | Ventral TMS test: ES = −0.24 |
| EG II: FT on unstable surfaces | 6 | 2 | |||||||||
| Dorsal TMS test: ES = 1.49 | |||||||||||
| Lateral right side TMS test: ES = 0.04 | |||||||||||
| Lateral left side TMS test: ES = 0.00 | |||||||||||
| Weston et al., | EG: 10; ACG: 10 | n/a | EG: 15.7 ± 1.2; ACG: 16.7 ± 0.9 | Training to train | M and F | Swimming | FT | 12 | 3 | EG vs. ACG | Prone bridge test: ES = 0.11 |
| Behringer et al., | EG I: 12; EG II: 12; ACG: 12 | (Post-) pubertal assessed through Tanner stage | 15.0 ± 1.6 | Training to train | M | Tennis | MB | 8 | 2 | EG I vs. ACG | Tennis service velocity: ES = 0.04 |
| Tennis service precision test: ES = 0.69 | |||||||||||
| PT | 8 | 2 | EG II vs. ACG | Tennis service velocity: ES = 1.39 | |||||||
| Tennis service precision test: ES = 0.51 | |||||||||||
| Prieske et al., | EG I: 19; EG II: 18 | n/a | EG I: 16.6 ± 1.1; EG II: 16.6 ± 1.0 | Learning to train | M | Soccer | EG I: FT on stable surfaces | 9 | 2–3 | EG I vs. EG II; (“+” in favor of EG I; “–” in favor of EG II) | Kicking velocity: ES = −0.65 |
| EG II: FT on unstable surfaces | 9 | 2–3 | |||||||||
| Ramírez-Campillo et al., | EG: 38; ACG: 38 | (Post-) pubertal assessed through Tanner stage | 13.2 ± 1.8 | Training to train | M | Soccer | PT | 7 | n/a | EG vs. ACG | Kicking test: ES = 0.88 |
| Saeterbakken et al., | EG: 14; ACG: 10 | n/a | 16.6 ± 0.3 | Training to train | F | Handball | FT | 6 | 2 | EG vs. ACG | Throwing velocity: ES = 1.43 |
Legend: ACG, active control group; BT, balance training; CMJ, countermovement jump; EG, experimental group; ES, effect size; F, female; FT, functional training (training with own body mass, thera-bands etc.), FW, free weights, LTAD, long term athlete development; M, male, MB, machine based; n/a, not applicable; N, number of subjects; PHV, peak height velocity; PT, plyometric training; RM, repetition maximum; SJ, squat jump; TMS, trunk muscle strength.
Conceptual model for the implementation of resistance training (RT) programs during the stages of long-term athlete development (LTDA) to enhance muscular fitness and athletic performance.
| Female: 6–8 years | Female: 9–11 years | Female: 12–18 years | Female: >18 years |
| Male: 6–9 years | Male: 10–13 years | Male: 14–18 years | Male: >18 years |
| Tanner stage I | Tanner stage I–II | Tanner stage III–IV | Tanner stage V |
| Pre-pubertal (pre PHV) | Pre-pubertal (pre PHV) | Pubertal (mid PHV) | Post-pubertal (post PHV) |
| FUNdamentals | Learning to train | Training to train | Training to compete |
| - Coordination training | - Balance training | - Balance training | - Balance training |
| Neuronal adaptations | Hormonal/Neuronal/Muscular/Tendinous adaptations | ||
RT programs were allocated to LTAD stages based on expert opinion and according to Lesinski et al. (.
Legend: PHV, peak height velocity.
Identified research gaps in the literature and recommendations for future studies.
| Lack of studies that examined RT effects in child athletes | Particularly examine the effects of RT in child athletes |
| Lack of studies that reported measures of biological age | Always determine and report a measure of biological age (e.g., peak-height velocity) |
| Lack of studies that examined sex-specific effects of RT | Particularly examine the effects of RT in female youth athletes |
| Lack of studies that examined physiological adaptive processes following RT in child and adolescent athletes | Elucidate neuromuscular and tendomuscular mechanisms following RT in youth athletes according to sex and biological age |
| Insufficient reporting and inclusion of stress and strain-based parameters in RT studies | Describe RT protocols in more detail (report stress and strain-based parameters) |
| Insufficient matching of RT protocols when comparing different protocols | When comparing different RT protocols make sure that protocols are matched for strain-based parameters (e.g., time under tension) or mechanical work (i.e., lifted overall load) |
Legend: RT, resistance training.
Figure 2Effects of resistance training on measures of muscular strength (. Of note, only studies with an active control group were included if they investigated the effects of resistance training in youth athletes (6–18 years) and tested at least one measure of muscular fitness and athletic performance. Legend: SMD = standard mean difference (effect size). Modified from Lesinski et al. (2016).
Figure 3Effects of resistance training on measures of muscular strength (children: . Of note, only studies with an active control group were included if they investigated the effects of resistance training in youth athletes (6–18 years) and tested at least one measure of muscular fitness and athletic performance. Legend: p = p-value refers to the respective subgroup analysis; SMD = standard mean difference (effect size). Modified from Lesinski et al. (2016).
Figure 5Effects of resistance training on measures of muscular strength (machine-based training: . Of note, only studies with an active control group were included if they investigated the effects of resistance training in youth athletes (6–18 years) and tested at least one measure of muscular fitness and athletic performance. Legend: p = p-value refers to the respective subgroup analysis; SMD = standard mean difference (effect size). Modified from Lesinski et al. (2016).
Figure 4Effects of resistance training on measures of muscular strength (boys: . Of note, only studies with an active control group were included if they investigated the effects of resistance training in youth athletes (6–18 years) and tested at least one measure of muscular fitness and athletic performance. Legend: p = p-value refers to the respective subgroup analysis; SMD = standard mean difference (effect size). Modified from Lesinski et al. (2016).