| Literature DB >> 25302057 |
Thibault Brink-Elfegoun1, Sébastien Ratel2, Pierre-Marie Leprêtre3, Lore Metz2, Gael Ennequin2, Eric Doré2, Vincent Martin2, David Bishop4, Nicolas Aubineau5, Jean-François Lescuyer5, Martine Duclos6, Pascal Sirvent2, Sébastien L Peltier5.
Abstract
BACKGROUND: Tennis tournaments often involve playing several consecutive matches interspersed with short periods of recovery.Entities:
Keywords: Fatigue; Nutrition; Performance; Sports drinks; Tennis
Year: 2014 PMID: 25302057 PMCID: PMC4190931 DOI: 10.1186/s12970-014-0046-7
Source DB: PubMed Journal: J Int Soc Sports Nutr ISSN: 1550-2783 Impact factor: 5.150
Figure 1Experimental design and flow diagram of subjects’ passage through the study.
Figure 2Mean (±SD) isometric hand grip strength with the dominant hand in the 3 conditions (CON, PLA and SPD). Inter-group analysis was carried out using the Kruskal-Wallis one-way analysis; no statistical difference was found.
Figure 3Mean (±SD) jump height for the squat (SJ) and countermovement (CMJ) jumps in the 3 conditions (CON, PLA and SPD). For SJ and CMJ, inter-group analysis was carried out using the Kruskal-Wallis one-way analysis; no statistical differences were found.
Figure 4Average (±SD) time spent to cover 5-, 5 to 20- and 20-m sprint values for the 3 conditions (CON, PLA and SPD). Inter-group analysis was carried out using the Kruskal-Wallis one-way analysis; no statistical difference was found.
Figure 5Repeated sprint best time and fatigue index. Average (±SD) best performance for the 3 x 8.23 m repeated sprints in the 3 conditions (CON, PLA and SPD) (Panel A). Mean (±SD) fatigue index in the 3 conditions (Panel B). Fatigue index was calculated by the percent decrease in time between the fastest and the slowest sprints. Inter-group analysis was carried out using the Kruskal-Wallis one-way analysis; no statistically difference was found.
Figure 6Mean (±SD) isometric maximal voluntary contraction torque of knee extensors (KE MVC Torque, Panel A) and of elbow extensors (EE MVC Torque, Panel B) in the 3 conditions (CON, PLA and SPD). For KE MVC Torque and EE MVC Torque, inter-group analysis was carried out using the Kruskal-Wallis one-way analysis; no statistical differences were found.
Figure 7Time course of root mean square (RMS) values (expressed as a percentage of the maximal RMS of the best MVC trial) of themuscle (lateral head) throughout the 90-sec time trial. Results are expressed as mean values ± SD in the three conditions (CON, PLA and SPD). Two-way ANOVA was used (time and condition); time effect: p < 0.001, condition x time effect: p = 0.0167. Bonferroni post hoc analysis showed significant difference between PLA and SPD for time 30-, 50- and 60-sec (p < 0.05). Tendencies were observed for time 40-sec (p = 0.07), 80-sec (p = 0.08) and 90-sec (p = 0.07).