Lorenzo Pugliese1, Simone Porcelli1*, Alessandra Vezzoli1, Antonio La Torre2, Fabio R. Serpiello3, Gaspare Pavei4 and Mauro Marzorati1
1Institute of Molecular Bioimaging and Physiology, National Research Council, Segrate, Italy
2Department of Biomedical Sciences for Health, Università degli Studi di Milano, Milan, Italy
3Institute of Sport, Exercise and Active Living, College of Sport and Exercise Science, Victoria University, Melbourne, VIC, Australia
4Department of Pathophysiology and Transplantation, Università degli Studi di Milano, Milan, Italy
Purpose: The aim of this study was to compare the effects of continuous moderate-intensity and discontinuous high-intensity training on running performance in master runners.
Methods: Thirty-four male master runners (47.2 ± 7.4 years) were assigned to three different groups: continuous moderate-intensity training (CMIT), discontinuous high-intensity training (DHIT), and control group (CON). CMIT and DHIT performed 8-week of supervised training (3 session·wk−1; ~35 km·wk−1) while CON maintained their normal training habits (3–4 session·wk−1; ~50 km·wk−1). Peak oxygen consumption (V˙O2peak) and peak running speed (vpeak) during incremental treadmill exercise, gas exchange threshold (GET), speed at GET, energy cost of running (Cr), and 5-km performance were evaluated before and after training.
Results: Following the training period, both CMIT and DHIT significantly reduced Cr (−4.4 and −4.9%, respectively, P < 0.05), increased speed at GET (3.4 and 5.7%, P < 0.05) and improved 5-km time-trial performance (3.1 and 2.2%, P < 0.05) whereas no differences were found for V˙O2peak and GET (as %V˙O2peak). After training, vpeak improved only for DHIT (6%, P < 0.05). No differences were found in any variable for CON.
Conclusions: This study indicates that both CMIT and DHIT may positively affect running performance in middle-aged master runners. This improvement was achieved despite a significant reduction of the amount of weekly training volume.
In general, the main modalities of training used to improve endurance exercise performance are: (i) continuous training at low- to moderate-intensity (CMIT) characterized by high volumes of training (> 30 min per session) with intensities below the “anaerobic threshold” or between 60 and 80% of V˙O2max (Kubukeli et al., 2002; Laursen and Jenkins, 2002; Seiler and Kjerland, 2006) and (ii) discontinuous high-intensity training (DHIT) characterized by repeated short bouts of exercise performed at an intensity corresponding to V˙O2max or above, separated by brief periods of low-intensity work or inactivity which allow a partial but often not a full recovery of resting heart rate and V˙O2 values (Kubukeli et al., 2002; Laursen and Jenkins, 2002; Gibala et al., 2006). Until a few years ago, it was widely believed that DHIT was a prerogative of elite athletes or recreational runners accustomed to sustain strenuous efforts and exercises of low/moderate intensity and high-volume were primarily prescribed to sedentary or moderately trained subjects, as this was considered safer and effective to improve aerobic metabolism (Holloszy and Coyle, 1984; Laursen, 2010). However, several studies have shown that in adult sedentary or moderately trained subjects, DHIT might be an efficient strategy to improve running performance (Franch et al., 1998; Billat et al., 1999; Helgerud et al., 2007; Laursen, 2010). Indeed, an improved maximal oxygen uptake (V˙O2max) (Milanović et al., 2015) and a reduced energy expenditure at submaximal running speeds (Franch et al., 1998; Billat et al., 1999; Helgerud et al., 2007; Iaia et al., 2009) have been reported and it is widely accepted that these both factors, in addition to the ability to sustain a high percentage of V˙O2max for an extended period of time (f V°O2), are the main physiological determinants of running performance (di Prampero, 1986; Capelli, 1999).
To the best of our knowledge, there is a lack of data on the effects of DHIT programs in middle-aged master runners with several years of training experience. Thus, the aim of this study was to compare the effects of CMIT and DHIT programs, characterized by the same volume, on running performance and the main physiological variables related to endurance performance in master runners. A group of runners, who maintained their training habits, was utilized as control. Our hypothesis was that DHIT, by affecting V˙O2max and energy cost of running, would be as effective as CMIT in ameliorating running performance.
Thirty-four male master runners (age: 47.2 ± 7.4 years, height: 1.75 ± 0.06 m, body mass: 70.0 ± 8.8 kg, body mass index: 23.0 ± 1.9 kg·m−2) participated in the study. Athletes had a training experience of 15 ± 4 years and in the last 6 months they reported an average training volume of ~50 km·wk−1 with a training frequency of 3–4 sessions per week. Participants were not involved in a structured training program and they had independently managed their own training for at least 5 years. All of them competed at regional level on distances from 10 km to marathon. Before the start of the study, participants underwent a complete medical screening (medical history, physical examination, and ECG) to ensure that there were no contraindications to study participation. Each athlete was fully informed about the aims, methods and risks associated with participation and gave his written informed consent before the start of the study. All procedures were in accordance with the Declaration of Helsinki and the study was approved by the local Ethics Committee (IBFM-CNR-2013).
Following the preliminary evaluation, participants were randomly assigned to three different groups: continuous moderate-intensity training (CMIT, n = 11); discontinuous high-intensity training (DHIT, n = 11) and control group (CON, n = 12). All participants were tested before (PRE) and after 8-week of training (POST). Thirty participants successfully completed the study (CMIT, n = 10; DHIT, n = 10; and CON, n = 10). Four subjects dropped out of the study: one subject for knee pain (CMIT group), and three for muscle injury occurred during training (one in DHIT and two in CON). Data obtained from these subjects were excluded from analysis.
Participants were instructed to arrive at the laboratory in a rested and euhydrated state, about 3 h postprandial, and to avoid strenuous exercise in the 24 h preceding each testing session. In addition, they were invited to avoid alcohol and caffeine products intake 48 h before the exercise test. All laboratory exercise testing sessions were carried out in a well-ventilated laboratory at 19–21°C on a motorized treadmill (Laufergotest, Jaeger, Germany) set at 1% gradient to compensate for air resistance cost (Jones and Doust, 1996). The speed was frequently checked by belt length and count of rotations while subjects were running. On the first day, subjects performed a ramp incremental exercise test (IE) for determination of V˙O2peak and gas exchange threshold (GET). The protocol began with subjects running at 8 km·h−1 for 6 min and the belt speed was thereafter increased by 1 km·h−1 every minute until volitional exhaustion. The peak values of the main cardiovascular, respiratory, and metabolic parameters were taken as the highest 30-s mean value attained prior to the subject's volitional exhaustion. The GET was determined as described previously (Beaver et al., 1986) and speed at GET was the speed equivalent at that V˙O2 value. Maximal speed (vpeak) reached at the end of IE was also recorded.
At least 48 h following IE, subjects performed two repetitions of 6-min moderate intensity (at the speed equivalent to 60% of V˙O2peak) constant load exercise (CLE) exercise, separated by at least a 20 min recovery period. Breath-by-breath data obtained in the two repetitions were pooled and time-aligned for each subject. Average steady-state values of the main cardiovascular, respiratory and metabolic parameters were calculated during the last 40–60 s of both trials. The energy cost of running (Cr, J·kg−1·m−1) was calculated during CLE as the ratio between net V˙O2 (steady state V˙O2-V˙O2 measured at rest in standing position, mL·kg−1·m−1) and the progression speed; the unit conversion from mL O2 to metabolic J was achieved by considering the mean respiratory exchange ratio (RER) value (Margaria et al., 1963). As previously reported (Margaria et al., 1963), Cr is speed independent, at least for speeds wherein the air resistance is negligible (approximately up to 18 km·h−1).
Finally, participants completed a 5-km time trial on a 400-m outdoor track. PRE and POST running test was performed twice, at least 5 days apart, and the best performance time recorded. Weather conditions (temperature, relative humidity, absence of wind) were consistent between the trials. During trials, subjects received only information regarding the number of laps remaining. Performance time was measured using a manual stopwatch.
Pulmonary ventilation (V˙E, in BTPS), O2 consumption (V˙O2), and CO2 output (V˙CO2), both in STPD, were determined breath-by-breath by a metabolic cart (Vmax29c; SensorMedics, Bilthoven, The Netherlands). Expiratory flow was determined by a mass flow sensor (hot wire anemometer), calibrated before each experiment by a 3 liters syringe at three different flow rates. V˙O2 and V˙CO2 were determined by continuously monitoring PO2 and PCO2 at the mouth throughout the respiratory cycle and from established mass balance equations. RER was calculated as V˙CO2/V˙O2. Calibration of O2 and CO2 analyzers was performed before each experiment by utilizing gas mixtures of known composition. Heart rate (HR) was determined from the ECG signal continuously monitored throughout the tests. At rest and at various times (1, 3, 5, and 7 min) during recovery, 20 μL of capillary blood was obtained from a preheated earlobe for the determination of blood lactate concentration ([La−]b) by an enzymatic method (Biosen C-Line; EKF, Germany).
Training Intervention
CMIT and DHIT groups trained 3 times per week during an 8-week period on a 400-m outdoor track. Three different types of training sessions were scheduled for each group, based on the individual speed at GET value. Total distance achieved during each session was calculated in order to obtain an identical training volume. For CMIT, sessions were: (i) 64.5 min at 70% speed at GET, (ii) 58.5 min at 80% speed at GET, and (iii) 54 min at 90% speed at GET. For DHIT, sessions were: (i) 18 × (1 min at 120% speed at GET followed by 2 min at 65% speed at GET), (ii) 18 × (1 min at 130% speed at GET followed by 2 min at 65% speed at GET), and (iii) 18 × (1 min at 140% speed at GET followed by 2 min at 65% speed at GET). All athletes in CMIT and DHIT groups received a detailed training plan before the start of the study and they trained under the supervision of a professional coach. As for CON, participants maintained their training habits during the 8-week period, consisting of 3/4 training session per week and about 50 km·week−1. No specific indications about training volume and intensity were given to these subjects but HR, speed, and total distance of each session were recorded. Competitions were not allowed during the entire period of the study for all groups.
Results are presented as box and whiskers plot. The box extends from the 25th percentile to the 75th percentile, with a bold line at the median value. In the text and tables, results are expressed as mean ± SD and 95% CI of the differences is also reported. Data were analyzed using a two-way ANOVA for repeated measures (groups × time), excluding training volume data which was analyzed using a one-way ANOVA. Post-hoc analysis was completed using Bonferroni multiple comparisons. When significant effects of time were found, a paired Student's t-test was used to determine differences between PRE and POST. The relevance of the difference POST vs. PRE and its practical importance was defined using effect size (Batterham and Hopkins, 2006). A stepwise multiple regression analysis of the PRE data was also performed in order to extract a set of physiological variables which provided the optimal prediction of 5-km time trial. The level of significance was set at P < 0.05 (Prism 6.0, GraphPad Software, USA).
Training Volume
During the 8 weeks, training volume was significantly lower (P = 0.007) in both CMIT (34.1 ± 3.1 km·wk−1) and DHIT (33.3 ± 2.8 km·wk−1) compared to CON (51.8 ± 13.4 km·wk−1).
Incremental Exercise
Mean values of the main cardiovascular, respiratory, and metabolic variables obtained at PRE and POST in CMIT, DHIT, and CON are shown in Table 1. All groups attained peak HR values corresponding to 95% of the age predicted maximum. Thus, taking into account also RER and [La−]b peak values, it can be assumed that maximum exercise capacity had in fact been reached in each condition. V˙O2peak did not change in all groups (CMIT 47.6 ± 4.2 vs. 48.0 ± 6.5 mL·kg−1·min−1, CI 95% −2.2 to 2.9, ES 0.08 trivial; DHIT 48.8 ± 5.5 vs. 49.0 ± 4.4 mL·kg−1·min−1, CI 95% −2.3 to 2.8, ES 0.05 trivial; CON 48.4 ± 4.4 vs. 48.3 ± 4.0 mL·kg−1·min−1, CI 95% −2.6 to 2.5, ES 0.02 trivial, at PRE and POST, respectively).
Table 1. Values of the main cardiovascular, respiratory, and metabolic parameters obtained during the incremental test.
vpeak was significantly higher in POST only in DHIT (16.4 ± 1.8 vs. 17.4 ± 1.3 km·h−1, CI 95% 0.3 to 1.7, ES 0.62 moderate, at PRE and POST, respectively; P = 0.015) whereas no differences were found for CMIT (16.4 ± 1.5 vs. 16.9 ± 1.4 km·h−1, CI 95% −0.2 to 1.2, ES 0.31 small, at PRE and POST, respectively) and CON (16.3 ± 1.9 vs. 16.5 ± 1.6 km·h−1, CI 95% −0.5 to 0.9, ES 0.12 trivial, at PRE and POST, respectively; Figure 1). As for GET expressed as percentage of V˙O2peak, no significant differences were found at POST compared to PRE in CMIT (88.6 ± 3.2 vs. 87.6 ± 6.1%, CI 95% −3.9 to 5.7, ES 0.17 trivial), in DHIT (88.8 ± 4.6 vs. 86.8 ± 4.9%, CI 95% −3.6 to 6.0, ES 0.31 small) and CON (88.8 ± 3.8 vs. 87.6 ± 6.3%, CI 95% −2.5 to 7.1, ES 0.22 small). However, the speed at GET significantly improved in CMIT (14.6 ± 1.4 vs. 15.1 ± 1.1 km·h−1, CI 95% 0.2 to 1.4, ES 0.39 small, P = 0.023, PRE and POST, respectively) and DHIT (14.1 ± 1.2 vs. 14.9 ± 1.1 km·h−1, CI 95% 0.3 to 1.4, ES 0.51 small, P = 0.025, PRE and POST, respectively) whereas no differences were found in CON (14.0 ± 1.6 vs. 14.2 ± 1.3 km·h−1, CI 95% −0.5 to 0.7, ES 0.15 trivial, PRE and POST, respectively; Figure 2). No differences were found among groups.
Figure 1. Peak running speed obtained during incremental test before (PRE, white boxes) and after (POST, gray boxes) training intervention. CMIT, continuous moderate intensity training; DHIT, discontinuous high-intensity training; CON, control group. *Significantly different from PRE, P < 0.05. The box extends from the 25th percentile to the 75th percentile, with a bold line at the median value.
Figure 2. Running speed at gas exchange threshold (GET) before (PRE, white boxes) and after (POST, gray boxes) training intervention. CMIT, continuous moderate intensity training; DHIT, discontinuous high-intensity training; CON, control group. *Significantly different from PRE, P < 0.05. The box extends from the 25th percentile to the 75th percentile, with a bold line at the median value.
Constant Load Exercise
The absolute intensity of CLE did not change for the three groups after training (~10 km·h−1). Mean V˙E, V˙O2, RER and, HR values obtained during steady state exercise and Δ[La−]b (highest value into recovery—resting value) are presented in Table 2. All variables were significantly (P < 0.05) lower POST compared to PRE both in CMIT and DHIT, whereas no changes were observed in CON. Energy cost of running is shown in Figure 3. After training, CMIT and DHIT significantly decreased Cr by 4.4 and 4.9%, respectively. No change was found for CON.
Table 2. Values of the main cardiovascular, respiratory, and metabolic parameters obtained during the constant load exercise.
Figure 3. Energy cost of running (Cr) calculated during constant load exercise before (PRE, white boxes) and after (POST, gray boxes) training intervention. CMIT, continuous moderate intensity training; DHIT, discontinuous high-intensity training; CON, control group. *Significantly different from PRE, P < 0.05. The box extends from the 25th percentile to the 75th percentile, with a bold line at the median value.
Running Performance
5-km time trial results are shown in Figure 4. At PRE, no significant difference among groups was observed. At POST (vs. PRE), the time to cover 5 km was statistically lower both in CMIT (1264 ± 85 vs. 1304 ± 109 s, P = 0.003) and DHIT (1254 ± 140 vs. 1282 ± 155 s, P = 0.016). Performance did not change in CON (1309 ± 142 vs. 1320 ± 149 s). Results of the Pearson product moment-correlation analysis showed that all variables measured were significantly correlated with 5-km time trial (Table 3). The stepwise multiple regression analysis performed in PRE on all runners (n = 30) revealed that vpeak (km·h−1), GET (mL·kg−1·min−1), and Cr (J·kg−1·m−1) were the variables to be selected for prediction of the 5-km time trial. The analysis showed that 72.4% of the variance in 5-km time trial could be explained by vpeak alone (P < 0.0001), and the addiction of GET and Cr to the prediction equation increased this significantly to 79.0% (vpeak and GET; P < 0.0001) and 85.5% (vpeak, GET and Cr; P < 0.0001). Table 4 summarizes the linear multiple regression equations obtained. No differences were found among groups.
Figure 4. Five kilometers time trial performance on a 400-m outdoor track before (PRE, white boxes) and after (POST, gray boxes) training intervention. CMIT, continuous moderate intensity training; DHIT, discontinuous high-intensity training; CON, control group. *Significantly different from PRE, P < 0.05. The box extends from the 25th percentile to the 75th percentile, with a bold line at the median value.
Table 3. Relationships between V˙O2peak, Vpeak, GET, Speed at GET, Cr, and 5-km time trial (n = 30).
Table 4. Linear multiple regression equations (n = 30).
The main finding of this study was that both moderate-intensity continuous training and high-intensity discontinuous training improve running performance in middle-aged master runners.
Form a physiological point of view, it is widely accepted that running performance depends on maximal oxygen uptake (V˙O2max), the ability to sustain a high percentage of V˙O2max for an extended period of time (f V˙O2), and the energy cost of running (Cr): v = f V˙O2max · Cr−1 (di Prampero, 1986; Capelli, 1999). After training, V˙O2peak was unchanged in the master runners participating to the present study. At the same time, in the master runners participating to the present study we have observed a significant decrease of Cr following both CMIT and DHIT (4.4 and 4.9%, respectively). The magnitude of this improvement was close to the change in energy cost of running reported in young trained distance runners after a period of interval training (Franch et al., 1998; Billat et al., 1999; Helgerud et al., 2007). We are unaware of similar studies performed in middle-aged master endurance athletes. Of interest is the observation that the positive effect on Cr was achieved despite a significant reduction of the previous self-managed training volume. Our results are in line with the theoretical model of the performance determinants: v = f V˙O2max·Cr−1 (di Prampero, 1986; Capelli, 1999). After training V˙O2peak, GET and calculated f V˙O2max (91 and 90% at PRE and POST, respectively) were unchanged. However, the analysis of 5-km finish time with the theoretical model of performance by considering the Cr value in POST lead to a reduction of 3.1% in CMIT, the same as with Capelli's model 1999 and of 2.2% in DHIT, that was lower than the model prediction of 4.9%. Thus, other factors (i.e., biomechanical, neurophysiological, psychological etc.) counterbalanced the reduction of Cr and negatively influenced running performance of DHIT runners.
The energy cost of running, as is well known, is influenced by several metabolic, neuromuscular, and/or biomechanical factors (Saunders et al., 2004; Lacour and Bourdin, 2015). It has been suggested that training interventions able to reduce V˙E, HR, and Δ[La−]b during exercise may be beneficial to Cr (Saunders et al., 2004). In our study, we observed after training, a significant reduction of V˙E and HR at the same running speed both in CMIT and DHIT. However, it is hard to think that these changes were responsible for the overall V˙O2 reduction and consequently for the Cr decrease. Taking into account the ratio of 1.5–2.0 mL·min−1 V˙O2 per L·min−1 of hyperpnea calculated by Aaron et al. (1992), a 2–4 L·min−1 difference in V˙E should correspond to a reduction of about 3–8 mL O2·min−1 (0.04–0.11 mL O2·min−1 when expressed per kilogram body weight). Likewise, assuming a myocardial V˙O2 of 0.4 mL O2 per 100 g of left ventricular mass and per beat (Sheffield, 1988), the reduction of 4–5 b·min−1 observed after training should induce a negligible effect on the overall energy balance. Finally, in both PRE and POST the Δ[La−]b measured indicates that the metabolic energy produced via anaerobic glycolysis was negligible, as expected for an exercise of moderate intensity, and we can assume that lactate did not contribute significantly to total energy expenditure. Thus, the metabolic factors cannot completely explain the improved energy cost of running.
Beside physiological aspects, neuromuscular, and biomechanical factors may also be important determinants of Cr (Lacour and Bourdin, 2015). Previous studies have reported an improvement of neuromuscular characteristics following plyometric (Spurrs et al., 2003) and strength (Paavolainen et al., 1999) training in young runners. Similar results were observed also in master runners following concurrent strength and endurance training (Piacentini et al., 2013). Moreover, high-intensity training may lead to a high engagement of the neuromuscular system (Buchheit and Laursen, 2013) and improve muscular function, especially in older athletes that experience a decrease in muscle mass and neural function with aging. In our study, we did not directly evaluate neuromuscular function but the improvement in vpeak (with no change in V˙O2peak) for DHIT group after training might be related, at least in part, to improvements in muscular function (Esfarjani and Laursen, 2007). Thus, the reduction of the energy cost of running observed may be due to an improved neuromuscular function, at least in the subjects enrolled in the DHIT group.
From a biomechanical point of view, several parameters can be optimized (e.g., stride frequency, spring mass model related stiffness) or minimized (e.g., mechanical work) in order to improve Cr (Dalleau et al., 1998; Lieberman et al., 2015; Zamparo et al., 2016). However, published data on masters athletes or aged runners seem to show an already optimized system. Cavagna et al. (2008) reported that the freely chosen stride frequency is higher in old runners compared with young, but it is closer to the natural frequency of the system, and with a lower total mechanical work. Pantoja et al. (2016) showed that both vertical and leg stiffness are similar in young and master runners even if Cr is higher in master. Biomechanical analysis was beyond the aims of this study and we did not measure any of the aforementioned parameters, thus we cannot say if any change occurred after training and if they could have affected Cr.
Another finding of this study is that CMIT and DHIT group significantly improved speed at GET by 3.7 and 4.8% for CMIT and DHIT, respectively. It is known that a rightward shift of the GET to a higher running speed is a clear sign of successful endurance training programs. This adaptation allows a higher absolute exercise intensity to be sustained without the accumulation of blood lactate that can be translated in a higher average running speed during competitions (Jones and Carter, 2000). Indeed, participants in both CMIT and DHIT group were able to run the 5-km time trial at higher speed after training (~2.5% faster). Nevertheless, we did not find any change in GET when expressed as a percentage V˙O2peak. This may be due to an already high pre-training GET value (overall mean ~87% of V˙O2peak) that is a common feature of endurance master athletes (Kusy et al., 2012), which signified a limited potential for improvements with training.
Previous studies have consistently reported that both CMIT and DHIT induce large improvements in the V˙O2max of untrained/moderately trained healthy adults aged 18–45 years (for a review see Milanović et al., 2015). In our master runners, however, we did not find any significant change in V˙O2peak following the two training programs. When considering this discrepancy, two factors should be taken into account: (1) participants were master runners with several years of training experience; (2) both CMIT and DHIT induced a significant reduction of the previous self-managed training volume that could negatively affected V˙O2peak. Thus, our data should be observed with a different point of view: a significant reduction in training volume did not change V˙O2peak after both CMIT and DHIT whereas the 5-km running performance improved after both training protocols. These findings are interesting because they indicate that when master athletes have reached a good maximal aerobic capacity, other factors could be important in order to obtain further improvements in running performance. This seems to be supported by the stepwise regression analysis performed before the training intervention. Our data showed that all variables (physiological and mechanical) measured were significantly correlated with 5-km performance (Table 3). However, the vpeak and speed at GET had the higher correlation coefficient (r = −0.856 and r = −0.831, respectively). This result supports previous studies, in which vpeak and the fractional utilization of the V˙O2peak (expressed as lactate or ventilatory threshold) were highly correlated with performance in 5-km in young (Lacour et al., 1990) and middle-aged runners (Takeshima and Tanaka, 1995). Moreover, the stepwise regression analysis revealed that only vpeak, GET, and Cr predicted the 5-km performance (adjusted r2 = 0.855). In the present study, DHIT improved Cr, speed at GET and vpeak whereas CMIT only influenced Cr and speed at GET. These findings are in accordance with other studies showing that vpeak, lactate or ventilatory threshold and energy cost may be better predictors of endurance performance than V˙O2peak in a homogeneous group of trained endurance athletes (Conley and Krahenbuhl, 1980; Allen et al., 1985; Stratton et al., 2009).
From a practical point of view, it should be highlighted that a sizeable reduction of self-managed training volume replaced by a controlled training program significantly improved performance. Before the intervention the whole group of runners reported to undertake a combination of both high-intensity (~4–10% of total) and high-volume (~ 90% of total) training sessions for a training volume of about 50 km·wk−1. However, subjects did not follow any individualized training program and training intensity, as well as training volume was based only on the participants' experience. Previous studies have emphasized that the reduction in the exercise training stimulus with advancing age may have a critical role in the decline of peak performance (Tanaka et al., 1997). Our findings suggest that the quality of training should also be taken into account to improve running performance.
Finally, the master athlete is more likely to experience sports-related injuries because the tissues that make up the tendons, ligaments, cartilage, and muscle break down more easily and heal with greater difficulty (Maharam et al., 1999). Although it was not the aim of this study, we observed a low incidence (one runner in DHIT and one runner in CMIT) of muscular or orthopedic injuries after training intervention. These results indicate that a controlled DHIT program can be safely carried out not only in young athletes (Gibala et al., 2006) but also in master runners as outlined by the observation that, in the same cohort of athletes, DHIT does not cause higher level of exercise-induced oxidative stress than CMIT (Vezzoli et al., 2014).
In conclusion, this study indicates that both well-controlled CMIT and DHIT training program may significantly reduce the amount of weekly training volume (with a consistent reduction of time) and significantly improve running performance in middle-aged master runners, mainly lowering the energy cost of running. vpeak, fractional utilization of V˙O2peak, and energy cost appear to be the best predictors of 5-km performance in middle-aged master runners suggesting that training sessions should focus on the improvement of these parameters.
Authors would like to thank “Club GEAS Atletica” for expert technical assistance. The authors are grateful to all the participating athletes for the spontaneous and unlimited collaboration. This study was partially supported by “Federazione Medico Sportiva Italiana, FMSI.”
V˙O2, oxygen consumption; V˙E, pulmonary ventilation; V˙CO2, Carbon dioxide production; V˙O2peak, peak oxygen consumption; V˙O2max, maximal oxygen consumption; f V˙O2max, fraction of maximal oxygen consumption; vpeak, maximal speed; [La-]b, blood lactate concentration; BTPS, body temperature, pressure, and saturated; CLE, Constant load exercise; CMIT, continuous training at low- to moderate-intensity; CON, control group; Cr, energy cost of running; DHIT, discontinuous high-intensity training; ECG, electrocardiogram; GET, gas exchange threshold; HR, heart rate; IE, incremental exercise; PO2, partial pressure of oxygen; PCO2, partial pressure of carbon dioxide; PRE, before training; POST, after training; RER, respiratory exchange ratio; STPD, Standard temperature, pressure, and dry.
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