| Literature DB >> 30539129 |
Cyril Brechbuhl1,2, Franck Brocherie3, Gregoire P Millet2, Laurent Schmitt2,4.
Abstract
This study examined the physiological, physical and technical responses to repeated-sprint training in normobaric hypoxia [RSH, inspired fraction of oxygen (FiO 2 ) 14.5%] vs. normoxia (RSN, FiO 2 20.9%). Within 12 days, eighteen well-trained tennis players (RSH, n=9 vs. RSN, n=9) completed five specific repeated-sprint sessions that consisted of four sets of 5 maximal shuttle-run sprints. Testing sessions included repeated-sprint ability and Test to Exhaustion Specific to Tennis (TEST). TEST's maximal duration to exhaustion and time to attain the 'onset of blood lactate accumulation' at 4 mMol.L -1 (OBLA) improvements were significantly higher in RSH compared to RSN. Change in time to attain OBLA was concomitant with observations similar in time to the second ventilatory threshold. Significant interaction (P=0.003) was found for ball accuracy with greater increase in RSH (+13.8%, P=0.013) vs. RSN (-4.6%, P=0.15). A correlation (r=0.59, P<0.001) was observed between change in ball accuracy and TEST's time to exhaustion. Greater improvement in some tennis-specific physical and technical parameters was observed after only 5 sessions of RSH vs. RSN in well-trained tennis players.Entities:
Keywords: V̇ O 2max; ball accuracy; hypoxia; repeated-sprint ability; sport-specific fitness; tennis performance
Year: 2018 PMID: 30539129 PMCID: PMC6259464 DOI: 10.1055/a-0719-4797
Source DB: PubMed Journal: Sports Med Int Open ISSN: 2367-1890
Fig. 1Hypoxic room fitted for repeated shuttle-run maximal sprint training a and description of a typical training session b .
Table 1 Comparison of performance (TTE) and physiological (V̇O 2max , HR max , V̇E max, [La - ] max, time to OBLA, time to VT2) variables between RSH and RSN groups.
| RSH | RSN | ANOVA (η 2 ) | |||||||
|---|---|---|---|---|---|---|---|---|---|
| Pre- | Post- | Difference (%) | Pre- | Post- | Difference (%) | Time | Condition | Interaction (Time-Condition) | |
| TTE (s) | 592 [533-650] | 679 [609-749] |
| 581 [521-641] | 627 [559-695] |
|
<
| 0.425 (0.03) |
|
| V̇O 2max (mL.min −1 .kg −1 ) | 58.1 [53.2-63.0] | 59.0 [54.6-63.4] | 1.6 [−1.4-4.6] | 52.9 [50.1-55.7] | 52.1 [48.1-56.1] | −1.7 [-2.4-5.8] | 0.994 (0.0) |
| 0.636 (0.003) |
| HR max (beats.min −1 ) | 195 [188-202] | 193 [185-201] | −0.8 [-2.0-0.4] | 196 [191-201] | 194 [188-200] | −1.1 [-2.4-0.2] | 0.528 (0.002) | 0.803 (0.014) | 0.924 (0.04) |
| V̇E max (L.min −1 ) | 134 [118-150] | 132 [117-147] | −1.3 [−2.9-5.5] | 144 [133-155] | 146 [134-158] | 1.4 [−3.3-6.1] | 0.977 (0.0) |
| 0.739 (0.0) |
| [La] max (mMoles.L −1 ) | 12.0 [8.7-15.3] | 11.8 [7.6-16.0] | −0.8 [−23.7-22.1] | 11.0 [8.8-13.2] | 10.2 [8.9-11.5] | −3.4 [−25.7-18.9] | 0.682 (0.003) | 0.318 (0.016) | 0.785 (0.001) |
| Time to OBLA (s) | 345 [271-419] | 479 [375-583] |
| 374 [303-445] | 428 [410-446] | 15.6 [7.8-23.4] | 0.012 (0.05) | 0.755 (0.0) | 0.269 (0.01) |
| Time to VT2 (s) | 373 [323-422] | 460 [395-525] |
| 386 [359-419] | 426 [408-463] |
|
<
| 0.718 (0.05) |
|
Values are mean [95% CI]. Significant differences between Pre- and Post- absolute data (* p<0.05, ** p<0.01, *** p<0.001) are in bold. Statistical analysis is based on absolute values. Partial eta-squared (η 2 ) was calculated as measures of effect size for mixed ANOVA; TTE=total time to exhaustion; V̇O 2max =maximal oxygen uptake; HR max =maximal oxygen uptake; V̇E max =maximal ventilation; [La - ] max =maximal lactate concentration; OBLA=onset of blood lactate accumulation, at 4 mMoles.L −1; VT2=second ventilatory threshold..
Fig. 2Comparison within and between type of intervention (RSH vs. RSN) and changes in ball velocity (BV) a , ball accuracy (BA) b and tennis performance index (TP) c . *P<0.05, significantly different from Pre-. ** P<0.01, significantly different from Pre-. ***P<0.001, significantly different from Pre-. # P<0.05, significant time×condition interaction. ## P<0.01, significant time×condition interaction. .
Fig. 3Correlations between changes in tennis performance index (TP) and time to exhaustion (TTE) a and between changes in ball accuracy (BA) and TTE b .
Table 2 RSA performance before (Pre-) and after (Post-) 12 days of repeated-sprint training in hypoxia (RSH) vs. normoxia (RSN).
| RSH | RSN | ANOVA (η 2 ) | |||||||
|---|---|---|---|---|---|---|---|---|---|
| Pre- | Post- | Differences (%) | Pre- | Post- | Differences (%) | Time | Condition | Interaction (Time-Condition) | |
| RSA Best (s) | 3.30 [3.18-3.42] | 3.27 [3.18-3.36] | −1.1 [−2.8-0.6] | 3.21 [3.15-3.27] | 3.17 [3.09-3.25] | −1.3 [−2.8-0.2] | 0.308 (0.02) |
| 0.954 (0.0) |
| RSA TT (s) | 34.2 [33.2-35.2] | 33.8 [32.8-34.8] | −1.1 [−2.5-0.3] | 33.3 [32.6-34.0] | 33.0 [32.5-33.5] | −0.8 [−2.2-0.6] | 0.349 (0.01) |
| 0.888 (0.0) |
| S dec (%) | 3.6 [2.4-4.8] | 3.5 [2.3-4.7] | 0.0 [−2.1-2.1] | 3.9 [1.7-6.1] | 4.4 [2.6-6.2] | 0.5 [−1.1-2.1] | 0.758 (0.001) | 0.433 (0.009) | 0.714 (0.002) |
Values are mean [95% CI]. Significant differences between Pre- and Post- absolute data (* p<0.05, ** p<0.01, *** p<0.001) are in bold. Statistical analysis is based on absolute values. Partial eta-squared (η 2 ) was calculated as measures of effect size for mixed ANOVA; Best sprint during RSA (RSA Best ), total time of the 10 sprints (RSA TT ), sprint decrement during RSA (S dec ).