Muscle oxygenation maintained during repeated-sprints despite inspiratory muscle loading
Ramón F. Rodriguez
aff001; Nathan E. Townsend
aff002; Robert J. Aughey
aff001; François Billaut
Authors place of work:
Institute for Health and Sport, Victoria University, Melbourne, Australia
aff001; Aspetar, Doha, Qatar
aff002; Department of kinesiology, University Laval, Quebec, Canada
Published in the journal:
PLoS ONE 14(9)
A high work of breathing can compromise limb oxygen delivery during sustained high-intensity exercise. However, it is unclear if the same is true for intermittent sprint exercise. This project examined the effect of adding an inspiratory load on locomotor muscle tissue reoxygenation during repeated-sprint exercise. Ten healthy males completed three experiment sessions of ten 10-s sprints, separated by 30-s of passive rest on a cycle ergometer. The first two sessions were “all-out’ efforts performed without (CTRL) or with inspiratory loading (INSP) in a randomised and counterbalanced order. The third experiment session (MATCH) consisted of ten 10-s work-matched intervals. Tissue saturation index (TSI) and deoxy-haemoglobin (HHb) of the vastus lateralis and sixth intercostal space was monitored with near-infrared spectroscopy. Vastus lateralis reoxygenation (ΔReoxy) was calculated as the difference from peak HHb (sprint) to nadir HHb (recovery). Total mechanical work completed was similar between INSP and CTRL (effect size: -0.18, 90% confidence limit ±0.43), and differences in vastus lateralis TSI during the sprint (-0.01 ±0.33) and recovery (-0.08 ±0.50) phases were unclear. There was also no meaningful difference in ΔReoxy (0.21 ±0.37). Intercostal HHb was higher in the INSP session compared to CTRL (0.42 ±0.34), whilst the difference was unclear for TSI (-0.01 ±0.33). During MATCH exercise, differences in vastus lateralis TSI were unclear compared to INSP for both sprint (0.10 ±0.30) and recovery (-0.09 ±0.48) phases, and there was no meaningful difference in ΔReoxy (-0.25 ±0.55). Intercostal TSI was higher during MATCH compared to INSP (0.95 ±0.53), whereas HHb was lower (-1.09 ±0.33). The lack of difference in ΔReoxy between INSP and CTRL suggests that for intermittent sprint exercise, the metabolic O2 demands of both the respiratory and locomotor muscles can be met. Additionally, the similarity of the MATCH suggests that ΔReoxy was maximal in all exercise conditions.
Medicine and health sciences – Public and occupational health – Physical activity – Physical fitness – Exercise – Sports and exercise medicine – Exercise – Physiology – Physiological processes – Respiration – Breathing – Anatomy – Biological tissue – Muscle tissue – Musculoskeletal system – Muscles – Cardiac muscles – Body limbs – Biology and life sciences – Sports science – Sports and exercise medicine – Exercise – Physiology – Physiological processes – Respiration – Breathing – Anatomy – Biological tissue – Muscle tissue – Musculoskeletal system – Muscles – Cardiac muscles – Body limbs – Research and analysis methods – Spectrum analysis techniques – Infrared spectroscopy – Near-infrared spectroscopy – Physical sciences – Chemistry – Chemical elements – Oxygen
Repeated-sprint exercise is characterised by brief periods of “maximal” exertion, interspersed with incomplete recovery periods. Over the course of a repeated-sprint series, there is a progressive reduction in both peak and mean power output, with a plateau in the latter sprints [1–4]. While phosphocreatine (PCr) hydrolysis and anaerobic glycolysis are heavily relied on as a rapid source of adenosine triphosphate (ATP) replenishment in sprint exercise [2, 5], the aerobic system plays an increasingly significant role in maintaining performance when sprints are repeated. In fact, PCr resynthesis and removal of inorganic phosphate are exclusively performed through oxidative processes , and sensitive to oxygen (O2) availability . Maintaining O2 delivery to locomotor muscles during repeated-sprint exercise is therefore an important mediating factor of performance.
Near-infrared spectroscopy (NIRS) offers the possibility to explore O2 balance (delivery vs. consumption) in skeletal muscle during sprint activity in real-time. Deoxy-haemoglobin ([HHb]) and oxy-haemoglobin ([O2Hb]) rise and fall, respectively, proportional to an increase in metabolic activity in the underlying tissue. Relative changes in [HHb] have been primarily examined during repeated-sprint exercise, because this variable is considered to be independent of blood volume [8, 9], and is assumed to provide a reliable estimate of muscle O2 extraction [9, 10]. At sprint onset, there is a rapid increase in vastus lateralis [HHb], which recovers during rest periods [1, 11, 12]. Muscle reoxygenation between sprints may also describe the quality of metabolic recovery . Improving this process typically increases repeated-sprint performance [14, 15], whereas a slower reoxygenation is associated with performance impairments [11, 13]. However, it is currently unclear if the O2 cost of exercise hyperpnoea has any influence on locomotor muscle oxygenation trends during repeated-sprint exercise.
The respiratory muscles demand ≈10–15% of total pulmonary O2 uptake (V˙O2) during high-intensity exercise, as well as a considerable portion of cardiac output to maintain adequate O2 delivery . An elevated work of breathing during high-intensity exercise promotes competition between locomotor and respiratory muscles for available cardiac output . In fact, the addition of an inspiratory load to artificially increase the work of breathing during severe exercise (>95% V˙O2peak) limits endurance capacity via decreased limb perfusion and O2 delivery that is mediated by a sympathetically activated vasoconstriction in the locomotor muscles [18, 19]. However, at moderate intensities (50–75% V˙O2peak) there is no change in vascular resistance or blood flow to the locomotor muscles , suggesting that exercise intensity is an important mediator of locomotor vasoconstriction when the work of breathing is high.
It is currently unclear if an elevated work of breathing influences reoxygenation capacity during repeated-sprint exercise. Therefore, we aimed to determine the impact of an elevated work of breathing on V˙O2, tissue oxygenation trends and mechanical output during repeated-sprint exercise. We believe that, by increasing the work of breathing, there will be no concurrent increase in V˙O2, but that vastus lateralis oxygenation will be compromised and repeat-sprint ability will be impaired.
Materials and methods
Ten males from a variety of athletic backgrounds (team sports, road cycling, combat sports, CrossFit) were recruited for this study (age 25.5 ± 3.6 years; height 184.00 ± 7.69 cm; body mass 81.45 ± 8.29 Kg; V˙O2peak 4.40 ± 0.36 L∙min-1, 54.4 ± 5.9 mL∙min-1∙Kg-1; V˙Epeak 173.6 ± 26.9 L∙min-1). Subject pulmonary function data is presented in Table 1. These subjects were chosen because they were accustomed to producing “all-out” bouts of exercise. Subjects self-reported in a written questionnaire to be healthy non-smokers and with no known neurological, cardiovascular, respiratory diseases, or any other medical conditions. If subjects indicated “yes” to any of the contraindications, they were excluded from participation. After being fully informed of the requirements, benefits, and risks associated with participation, each subject gave written informed consent. Ethical approval for the study was obtained from the Victoria University Human Research Ethics Committee and the study conformed to the declaration of Helsinki. Prior to each experiment session, subjects were asked to replicate their preceding meal and to refrain from caffeinated beverages for 24 h. Subjects were also asked to refrain from any strenuous exercise for 48 h prior to every session.
Subjects visited the laboratory on six occasions. During visit one, subjects completed pulmonary function (spirometry and maximum voluntary ventilation) (Ultima CPX, MGC Diagnostics, Minnesota, United States of America) and respiratory muscle strength tests (MicroRPM, Micro Medical, Hoechberg, Germany) followed by a maximal ramp exercise test familiarisation. In visit two, a ramp exercise test to volitional exhaustion was completed. During visit three, subjects completed a familiarisation session consisting of the same repeated-sprint protocol used in the experiment sessions. In visits four and five subjects completed the actual repeated-sprint test in a randomised, counterbalanced, cross-over design with either no restriction to their breathing (CTRL) or with inspiratory loading (INSP). During the sixth laboratory visit, ten work-matched intervals to that of the INSP experiment session were completed with normal breathing (MATCH). The MATCH condition was included in the experiment design to firstly minimise the physiological disturbances that are typically associated with “maximal” sprint performance [2, 3, 5], and to secondly allow for comparison of the data to an exercise trial (INSP) where the same amount of mechanical work was performed by the subjects. All exercise testing was performed on an electronically-braked cycle ergometer (Excalibur, Lode, Groningen, The Netherlands). Experiment sessions were conducted at the same time of day and separated by 3–7 days.
Maximal ramp exercise testing
A maximal ramp cycling ergometer test was performed to determine V˙O2peak. The exercise test was initiated at a work rate of 0 W for 3 min. This was followed by an increase in work rate of 1 W every 2 s (30 W∙min-1) until volitional exhaustion or until cadence fell 10 rpm below self-selected rate. Expired gases were collected on a breath-by-breath basis (COSMED Quark CPET; Cosmed, Rome, Italy), and peak V˙O2 was determined as the highest 30 s average prior to exercise termination (V˙O2peak). The corresponding V˙E at V˙O2peak was deemed to be V˙Epeak. Subjects were familiarised with this protocol during their first visit to the laboratory. Subjects completed the same protocol to volitional exhaustion on visit two.
After arriving at the laboratory, subjects were fitted with NIRS probes and a heart rate monitor. Testing was performed with the cycle ergometer set to isokinetic mode. In this mode, a variable resistance is applied to the flywheel proportional to the torque produced by the subjects to constrain their pedalling rate to 120 rpm. The handlebars and seat were individually adjusted to each subjects’ characteristics and feet secured using toe cages and retention straps fitted to the ergometer. Crank arm length was standardised to 175 mm. After a 7-min warm-up consisting of 5 min of unloaded cycling at 60–70 rpm and two 4-s sprints (separated by 1 min), subjects rested for another 2.5 min before the repeated-sprint protocol was initiated. The repeated-sprint protocol consisted of ten consecutive 10-s sprints separated by 30 s of passive rest [4, 21–23]. Subjects were instructed to give an “all-out” effort for every sprint and verbally encouraged throughout to promote a maximal effort. Each sprint was performed in the seated position and initiated with the crank arm of the dominant leg at 45°. Before sprint one, subjects were instructed to accelerate the flywheel to 95 rpm over a 15-s period and assume the ready position 5 s before the commencement of the test. This ensured that each sprint was initiated with the flywheel rotating at ≈90 rpm so that subjects could quickly reach 120 rpm. Visual feedback of power output was not available to the subjects during any sprint. The cycle ergometer software provides power and cadence at 4 Hz. Data were exported to Microsoft Excel for analysis. Peak power output was determined by identifying the highest individual power value (watts), which happened to be during Sprint 1 in every case. Mean power output was calculated at the average power within each of the ten sprints. Mechanical work performed (J) was calculated by integrating the power curve over every 10-s sprint. Ratings of perceived exertion for exercise (RPEExercise) and breathing (RPEBreath) were recorded following sprint one, five and ten, using a Borg 6–20 RPE scale. In every case, subjects were asked the questions “how difficult is the exercise?” and “how difficult is the breathing?”. The scale was anchored so that 6 represented no exertion, and 20 represented maximal exertion.
Inspiratory loading was achieved by placing a plastic disk with a 10-mm opening over the inspiratory side of a two-way non-rebreathing valve (Hans Rudolph inc., Kansas, United States of America) attached to the distal end of the breath-by-breath gas sampling line and turbine [24, 25]. The non-rebreathing valve was worn during all the repeated-sprint experiment sessions. The inspiratory load was applied after warm-up, 1 min before the commencement of the repeated-sprint protocol. Work-matched (MATCH) exercise was conducted by performing ten 10-s bouts of exercise separated by 30 s of passive rest matched for total work performed during the INSP experiment session. This was achieved by programming the cycle ergometer for ten bouts of fixed work rate intervals equivalent to each subject’s calculated mean power output for every corresponding sprint repetition (1 to 10) in the INSP experiment session. Between each sprint interval, the cycle ergometer was programmed to 0 watts. The cycle ergometers isokinetic function cannot be used when controlling for power output, therefore, subjects were asked to maintain cadence at 120 rpm during each interval. Warm-up procedures were identical to the CTRL and INSP experiment sessions.
Participants were familiarised with the repeated-sprint protocol during their third visit to the laboratory. Subjects were only instrumented with a silicone facemask to which the gas sampling line and turbine would be attached in later trials, and non-rebreathing valve. To expose subjects to the inspiratory loading, they performed the first two sprints of the series with restricted inhalation. The inspiratory loading was promptly removed, and the subjects continued with the remaining eight sprints. Subjects were also asked to rate their perceived exertion for exercise and breathing during this familiarisation trial.
Metabolic and ventilatory measurements
The same metabolic system that was used to determine V˙O2peak was used during the repeated-sprint experiment sessions to collect breath-by-breath data. The analyser was calibrated before each test against known gas concentrations and the turbine volume transducer was calibrated using a 3 L syringe (Cosmed, Rome, Italy). Errant data points due to coughing or swallowing were initially removed and thereafter any breath further than 4 standard deviations from the local mean was removed [26, 27]. A 5-breath rolling average was applied for the calculation of peak and nadir for both V˙O2 and V˙E for every 40-s sprint/recovery period to give a single value for each sprint and recovery phase. Inspiratory volume (IV), respiratory frequency (fR), end-tidal O2 partial pressure (PETO2), and end-tidal CO2 partial pressure (PETCO2) were averaged to give one value for each 40-s period. Because the facemask was removed immediately after the tenth sprint, only maximum values were calculated over the first 10-s. Mouth pressure (Pm) was recorded continuously at 50 Hz with a pressure transducer (Honeywell, New Jersey, United States of America) attached to the saliva port of the non-rebreathing valve via Tygon tubing. Representative data of the effects of inspiratory muscle loading on Pm from one subject is displayed in Fig 1. Mean inspiratory and expiratory Pm was then calculated as an index of respiratory muscle work. To account for any change in fR, an index of inspiratory muscle force development was also calculated for each exercise experiment session (∫Pm × fR, expressed in arbitrary units) . For statistical analysis, inspiratory Pm was converted to positive values and presented in the results as such. Heart rate (HR) (Cosmed, Rome, Italy) and arterial oxygen saturation (estimated by fingertip pulse oximetry; SPO2) (Nonin Medical, Minnesota, United States of America) was collected on a breath-by-breath basis integrated into the Cosmed system.
Subjects were instrumented with two NIRS probes to assess muscle oxygenation (Oxymon MKIII, Artinis, the Netherland). The first probe was fixed over the distal part of the vastus lateralis muscle belly approximately 15 cm above the proximal border of the patella of the dominant leg. The second probe was fixed over the left 6th intercostal space at the anterior axillary line of the serratus anterior to assess changes in the accessory respiratory muscles. Probes were held in place with black plastic spacers secured to the skin using double-sided tape and shielded from light using a black self-adhesive elastic bandage. An indelible marker was used to trace the position of the probes to ensure placement was reproduced in subsequent visits. Optode spacing was set to 4.5 cm and 3.5 cm for vastus lateralis and respiratory muscles, respectively. Skinfold thickness was measured between the emitter and detector using a skinfold calliper (Harpenden Ltd.) to account for skin and adipose tissue thickness covering the muscle. The skinfold thickness for vastus lateralis (1.19 ± 0.69 cm) and respiratory muscles (1.12 ± 0.44 cm) was less than half the distance between the emitter and the detector in every case. A modified form of the Beer-Lambert law was used to calculate micromolar changes in tissue [HHb] and [O2Hb] across time using the received optical density from continuous wavelengths of NIR light. A differential pathlength factor of 4.95 was used . We chose to focus our analysis on Δ[HHb] to allow comparisons to previous research; because Δ[HHb] is independent of changes in total haemoglobin ; and taken to reflect venous [HHb] which provides an estimate of muscular oxygen extraction [9, 10]; and because Δ[O2Hb] is influenced by rapid blood volume and perfusion variations caused by forceful muscle contractions [8, 29]. To assess muscle oxygenation status, we used spatially-resolved spectroscopy to calculate a Tissue Saturation Index (TSI). The Artinis system uses three light sources to calculate a correction factor which is used to determine [O2Hb] and [HHb] [30–32]. Then, the ratio of [O2Hb] to total haemoglobin is calculated (TSI = [O2Hb] / ([O2Hb] + [HHb], expressed in %). This method robustly reflects the dynamic balance between O2 supply and O2 consumption in the tissue microcirculation beyond what [O2Hb] alone can provide, and is independent of the coupling between the optodes and tissue . In fact, spatially-resolved spectroscopy methods are less susceptible to be influenced by underlying adipose tissue thickness then modified Beer-Lambert law methods . Moreover, skin blood flow does not appear to affect spatially-resolved spectroscopy derived variables (TSI), whereas modified Beer-Lambert law derived variables (O2Hb and HHb) appear to be more vulnerable . Our analysis of respiratory muscle TSI was limited to n = 8 due to partial data loss in one of the transmitter fibre optic cables for two subjects. An example of the raw vastus lateralis NIRS data from a single subject is presented in Fig 2, and an example of respiratory muscle responses can be found in our previous work .
Data were acquired at 10 Hz. A 10th order zero-lag low-pass Butterworth filter was applied to the data to remove artefacts and smooth pedalling induced fluctuations; the resulting output was used for analysis . The application of the filter was conducted in the R environment (R: A language and environment for statistical computing, Vienna, Austria). Values were then normalised to femoral artery occlusion so that 0% represented a 5-s average immediately prior to the occlusion and 100% represented the maximum 5 s average. Occlusion was performed 3–5 min following the cessation of the sprints while the subjects were supine on an examination bed. Commencement of occlusion was largely influenced by the subject’s wellness following the sprint protocol (e.g., exercise-related pre-syncope or nausea were present in two subjects after INSP). Subjects were asked to place their feet flat on the examination bed with ≈90° of knee flexion. A pneumatic tourniquet (Rudolf Riester GmbH, Jungingen, Germany) was positioned as high as possible around the thigh and inflated to 350 mmHg. The tourniquet remained in place until there was a plateau of at least 10-s in vastus lateralis HHb, which took approximately 5–7 min . Tourniquet pressure was monitored continuously to ensure it remained at 350 mmHg for the duration of the occlusion period. To obtain one value per sprint and recovery for vastus lateralis HHb (HHbVL) and TSI (TSIVL), peaks and nadirs were identified for each period using a rolling approach . Time to peak HHbVL (TTPHHb) was also calculated as the time from sprint onset to peak HHb. Reoxygenation capacity (ΔReoxy, %) and reoxygenation rate (Reoxy rate, %∙s-1) were also calculated as the change from sprint to recovery. The baseline for respiratory muscle HHb was established before warm-up while seated quietly on the cycle. Respiratory muscle HHb (HHbRM) values are expressed as per cent change from baseline. Because there were no clear peaks and nadirs in the respiratory muscle variables (HHbRM and TSIRM), averages were calculated for each 40-s sprint/recovery period.
Data in text and figures are presented as mean ± standard deviation. A custom made spreadsheet was used to analyse the effects of INSP and MATCH on laboratory measurements . All measures, other than V˙O2, SPO2, RPE and NIRS responses (except for TTPHHb), were log-transformed before analysis then back-transformed to express the changes in per cent units and standardised effects. Relative changes (%) and standardised effects are expressed with 90% confidence limits (90% CL). Practical significance was assessed by calculating Cohen’s d effect size (ES) . Standardised effect sizes of <0.2, 0.2–0.5, 0.5–0.8, >0.8 were considered as trivial, small, moderate and large respectively and presented with 90% CL. Probabilities were also calculated to establish if the chance the true (unknown) differences were lower, similar to or higher than the smallest worthwhile change (ES = 0.2). Effects were not considered meaningful if there was <75% probability of being substantially positive/negative relative to the smallest worthwhile change. If the chance of having higher/lower values than the smallest worthwhile difference was both >5%, the true difference was assessed as unclear. For clear effects, the likelihood that the true effect was substantial were assessed qualitatively as follows: likely (75 to <95%), very likely (95 to <99%), almost certainly (>99%) .
Mouth pressure responses to exercise and inspiratory muscle loading are presented in Table 2, and representative data from a single subject is presented in Fig 1. Mean inspiratory Pm was greater during INSP compared to CTRL (relative difference = 616.6%, 90% CL ±62.2%; ES 13.33, 90% CL ±0.59). Similarly, inspiratory muscle force generation (∫Pm × fR) was almost certainly higher during INSP compared to CTRL (753.6% ±91.1%; ES 13.04 ±0.65). But there was an unclear difference in mean expiratory Pm (-0.6% ±7.1%; ES -0.05 ±0.61).
Mean inspiratory Pm was lower during MATCH compared to INSP with a large effect (-91.0% ±0.9; ES -10.18 ±0.42). Likewise, ∫Pm × fR was lower during the MATCH experiment sessions (-93.1% ±1.0%; ES -9.92 ±0.52). A large effect was also present for expiratory Pm with MATCH being lower than INSP (-40.3% ±5.8%; ES -4.14 ±0.78).
Total work completed on the cycle ergometer per sprint and over the entire protocol for each condition is presented in Fig 3. There was no meaningful effect of INSP on total work completed over the entire repeated-sprint protocol compared to CTRL (-2.7% ±6.4%; ES -0.17 ±0.42). Similarly and as expected, total work performed during MATCH and INSP trials (-0.6% ±0.1%; ES -0.04 ±0.01) was not different. There was no meaningful effect of INSP on peak power output (1097 ± 148 W) compared to CTRL (1158 ± 172 W) (-5.1% ±6.1; ES -0.30, ±0.35). However, there was an almost certainly large effect between MATCH (773 ± 122 W) and INSP (-29.7%, ±2.3%; ES -2.21 ±0.20).
Responses to exercise are presented in Table 2 and Fig 4. Over the entire protocol, V˙O2 was greater during both sprint (4.7% ±2.7%; ES 0.64 ±0.37) and recovery (4.2% ±3.1; ES 0.74 ±0.55) for INSP compared to CON. Additionally, V˙O2 was lower during MATCH compared to INSP during both sprint (-21.7% ±5.0%; ES -4.59 ±1.06) and recovery (16.3% ±2.9%; ES -3.30 ±0.58). Likewise, V˙E during INSP was lower both during sprint (-19.6% ±3.5%; ES -1.13 ±0.22) and recovery (-11.5% ±5.6; ES -0.80 ±0.41) compared to CTRL. Throughout MATCH, V˙E was lower during both sprint (-35.8% ±9.5%; ES -2.92 ±0.98) and recovery (-33.2% ±6.2%; ES -2.81 ±0.65). There was no meaningful difference of IV between INSP and CTRL (2.8% ±4.8%; ES 0.16 ±0.27). On the other hand, IV was almost certainly lower during MATCH compared to INSP (-15.6% ±5.1%; ES -0.91 ±0.32). There was an almost certainly large effect of INSP on fR compared to CTRL (-21.2% ±4.7%; ES -1.41 ±0.35). Additionally, fR was very likely lower during MATCH compared to INSP (-20.8% ±9.6%; ES -1.53 ±0.79).
During INSP, PETO2 was lower than CTRL (-3.7% ±2.3%; ES -1.71 ±0.65), and lower during MATCH compared to CTRL (-7.4% ±2.3; ES -2.81 ±0.91). Conversely, PETCO2 was higher during INSP compared to CTRL (9.1% ±4.0%; ES 1.22 ±0.51), and higher during MATCH compared to INSP (7.7% ±4.2; ES 1.03 ±0.54). There were unclear differences for SPO2 between both INSP and CTRL (-0.1% ±0.5; ES -0.10 ±0.43), and, MATCH and INSP (0.2% ±0.4%; ES 0.16 ±0.34).
Differences for HR were unclear between INSP and CTRL (1.0% ±4.4%; ES 0.11 ±0.50). However, there was a clear almost certainly large effect between MATCH and INSP (-15.6% ±3.3; ES -2.66 ±0.61).
Subjects self-report of RPEExercise during INSP was likely trivial after sprint 1 (-2% ±0.5%; ES -0.08 ±0.21) compared to CTRL, and unclear after sprint 5 (0.5% ±1.1%; ES 0.14 ±0.52) and sprint 10 (0.4% ±1.0%; ES 0.19 ±0.49). Whereas RPEBreath was almost certainly higher after sprint 1 (2.8% ±0.7%; ES 1.46 ±0.37), sprint 5 (2.4% ±1.0; ES 1.79 ±0.77), and sprint 10 (2.7% ±1.2%; ES 1.32 ±0.57). Comparing MATCH to INSP, RPEExercise was almost certainly lower after sprint 1 (-2.1% ±0.8%; ES -0.98 ±0.37), sprint 5 (-4.4% ±1.3%; ES -2.78 ±0.79), and sprint 10 (-5.6% ±1.2; ES -3.43 ±0.73). Similarly, RPEBreath was almost certainly lower after sprint 1 (-4.0% ±1.1%; ES -1.69 ±0.46), sprint 5 (-6.1% ±2.0%; ES -2.36 ±0.78), and sprint 10 (-6.8% ±1.6%; ES -3.93 ±0.95)
Muscle oxygenation responses to exercise are presented in Table 3 and Figs 5, 6, 7 and 8. Differences were unclear between INSP and CTRL for TSIRM (1.0% ±7.5%), but MATCH was very likely lower than INSP (22.1% ±12.5%). Average HHbRM was likely greater during INSP compared to CTRL (9.0% ±7.5%). Conversely, HHbRM was lower during MATCH compared to INSP (-19.6% ±6.0%).
Differences of sprint TSIVL (-0.3% ±9.5%) and recovery TSIVL (-1.1% ±7.0%) were unclear between INSP and CTRL. Similarly, the differences between INSP and CTRL for both sprint HHbVL (-1.1% ±5.1) and recovery HHbVL (-2.7% ±5.4%) were unclear. There was no meaningful difference between INSP and CTRL for TTPHHb (-5.8% ±6.0%) and ΔReoxy (4.7% ±8.3). Additionally, there was an unclear difference in Reoxy rate (0.0% ±0.3%).
In MATCH exercise, differences in TSIVL were unclear compared to INSP for both sprint (2.2% ±6.7%), and recovery (-1.4% ±7.6) phases. Additionally, there was no meaningful difference in sprint HHbVL (-1.1% ±5.1%), and an unclear difference for recovery HHbVL (3.0% ±5.7%). The TTPHHb was greater during MATCH than INSP (12.0% ±14.4%). There were also unclear differences in ΔReoxy (-5.2% ±11.5%), and Reoxy rate (0.1% ±0.4%).
This study examined intercostal and vastus lateralis muscle oxygenation trends during repeated-sprint exercise with heightened respiratory muscle work. The addition of inspiratory loading increased mouth pressure and respiratory muscle deoxygenation. However, these altered responses had no meaningful impact on blood arterial O2 saturation and tissue oxygenation trends within the vastus lateralis locomotor muscle. We interpret these findings to suggest that during maximal intermittent work, O2 delivery to the respiratory and locomotor muscles can be maintained. Unlike during continuous aerobic exercise [24, 25], the significant increase in V˙O2 appears to compensate for the elevated metabolic demands of the respiratory muscles when relatively short periods of rest separate bouts of all-out sprint.
Work of breathing and respiratory muscle oxygenation
Hyperpnoea during high-intensity exercise requires a considerable portion of whole-body V˙O2 to support the metabolic demands of the respiratory muscles , and is increased when an inspiratory load is added . In the present study, pulmonary V˙O2 was elevated by 4–5% during both the sprint and recovery phases of the repeated-sprint protocol when an inspiratory load was added. This occurred even though there was no meaningful difference in total locomotor work completed during the INSP and CTRL experiment sessions.
When subjects exercised with the inspiratory load, V˙E was 19.6% lower compared to CTRL, achieved via a reduction in fR. Regardless of these changes, SPO2 was not different between exercise conditions. Either consciously or subconsciously choosing a lower V˙E, subjects may have counteracted, or at least attenuated, the expected work of breathing with INSP. When the change in fR was accounted for, respiratory muscle force developments (∫Pm × fR) was substantially higher during INSP compared to CTRL (734%). Higher ∫Pm × fR in conjunction with the elevated HHbRM in the current study, suggests that O2 utilisation by the respiratory muscles was increased with inspiratory loading, as shown previously [20, 24]. Furthermore, there were unclear differences in TSIRM, which when considered concomitantly with an elevated HHbRM, suggests that [O2Hb] was higher to match the demands for O2 delivery of the respiratory muscles. Previous studies have shown similar changes in HHbRM in response to inspiratory loading  and resistive breathing . The present data further suggests maintenance of respiratory muscle oxygenation with inspiratory loading which contrasts with others who reported similar values for ∫Pm × fR . However, preserved respiratory muscle oxygenation may have negative consequences for exercise tolerance if blood flow is redistributed away from the active limbs to meet the metabolic demands of breathing.
During continuous high-intensity exercise when the work of breathing is high, there can be an increase in vascular resistance and a reduction in limb perfusion [18, 19, 39]. The accumulation of metabolites in the respiratory muscles stimulates group IV afferent discharge in these muscles , leading to sympathetically mediated efferent discharge and vasoconstriction in the locomotor muscles [18, 41]. Despite the clear increase in respiratory muscle deoxygenation with the addition of an inspiratory load, there was no clear negative effect on vastus lateralis oxygenation. The intermittent nature of repeated-sprint exercise may probably allow sufficient recovery time to prevent the accumulation of fatigue-inducing metabolites.
Locomotor muscle oxygenation
Inspiratory loading had no discernible effects on sprint HHbVL or TSIVL despite a considerable increase in the work of breathing and respiratory muscle O2 utilisation (Figs 5, 6 and 8). At sprint onset there is a rapid decrease in muscle oxygenation as evidenced by a reduction in TSIVL and an elevation in HHbVL, and as sprints are repeated, there is an eventual plateau [1, 11, 12, 14]. This suggests that a maximal level of O2 extraction in the locomotor muscles is achieved in “normal” exercise conditions . However, a higher secondary ceiling point to vastus lateralis [HHb] has been observed when repeated-sprint exercise has been performed in simulated altitude (normobaric hypoxia) [13, 22]. Elevated muscle [HHb] during maximal exercise may compensate for reduced muscle O2 availability [13, 43]. If vastus lateralis O2 availability had been impacted in the present study by an elevated work of breathing, we would have expected sprint HHbVL to be elevated during the INSP trial compared to CTRL. Nevertheless, vastus lateralis oxygenation during the sprint phase per se may play a limited role in prolonged repeated-sprint performance. Muscle O2 availability during the recovery phase appears to be far more influential in maintaining performance as sprints are repeated . The capacity to reoxygenate muscle tissues between sprints is highly sensitive to O2 availability and underpins metabolic recovery between sprint bouts [11, 13–15]. Even with the addition of an inspiratory load in this study, which increased respiratory muscle O2 utilisation, vastus lateralis tissue oxygenation was maintained, as evidenced by the similarity of TSIVL between the conditions. Since TSI reflects the balance between O2 availability and utilisation, if either [O2Hb] decreased or [HHb] increased, we would have observed a reduction in TSI during INSP. It therefore appears that the cardiovascular system can support the metabolic O2 demands of both the respiratory and locomotor muscles during repeated-sprint exercise.
It is likely that locomotor muscle oxygenation will only be compromised when cardiac output can no longer increase to meet the O2 demands of both the respiratory and locomotor muscles simultaneously. It has been demonstrated that while exercising at near-maximal work rates, there is no accompanying increase in cardiac output and V˙O2 with inspiratory loading, and as a result limb blood flow is compromised [18, 19]. This presumably occurs when the prescribed exercise intensity is sufficient to elicit sustained V˙O2peak, and therefore, no further increase can occur. In the present study there was a 4–5% increase in V˙O2 throughout the repeated-sprint protocol with inspiratory loading, which is similar to others having shown an increase in V˙O2 during submaximal exercise . These data demonstrate that during repeated-sprint exercise, there is additional capacity for V˙O2 increase to meet the heightened metabolic demands of inspiratory loading, which may be a crucial factor in maintaining locomotor muscle oxygenation. Secondly, the intermittent nature of repeated-sprint exercise will minimise the development of diaphragm fatigue and the activation of the respiratory muscle metaboreflex which is promoted during sustained high-intensity exercise . As shown in Fig 4, pulmonary V˙O2 fluctuated between 90% and 70% of V˙O2peak during sprint and recovery phases, respectively, during the control condition. Moreover, the addition of an inspiratory load increased V˙O2 by ≈5% in both the sprint and recovery phases. The fluctuation in metabolic demands exemplified by the undulating V˙O2 likely minimises the opportunity for substantial competition of available cardiac output to develop, and the impairment of tissue reoxygenation.
Hyperventilation was present in both CTRL, and to a lesser degree, INSP experiment sessions, which may have had a protective effect on vastus lateralis oxygenation. Hyperventilation is associated with an increase in alveolar ventilation disproportionate to V˙O2 (pressure of alveolar O2 increases), and PACO2 (pressure of alveolar CO2 decreases) . This is a potential mechanism associated with high-intensity exercise which can constrain a fall in arterial O2 and pH [44, 45]. Despite a reduction of V˙E in a state of heightened O2 demand during the INSP session, SpO2 was maintained. In studies where vastus lateralis tissue oxygenation was impaired during exercise with resistive breathing and inspiratory loading, there was moderate exercise-induced arterial hypoxemia (88–93%) [24, 25, 46]. Exercise-induced arterial hypoxemia is a known limiting factor of exercise , and preventing it with supplemental O2 can attenuate peripheral muscle fatigue . Though exercise-induced arterial hypoxemia has been observed during similar repeated-sprint exercise protocols , there was no evidence of its occurrence in the present study. We acknowledge that interpretation of fingertip SpO2 data in cycling may be affected by some data loss caused by hand movement artefact and tight gripping of the handlebars [25, 48], and that monitoring at the earlobe could potentially attenuate this limitation [24, 49]. However, on close inspection of our SPO2 data, we do not believe that the minimal data loss we experienced affected our results and interpretation of the data. Nonetheless, we conclude that alterations in repeated-sprint oxygenation caused by an elevated work of breathing may only occur if a moderate level of exercise-induced arterial hypoxemia takes place.
The level of inspiratory loading may have also had an influence on the outcomes in this study. In previous work, inspiratory loading was achieved by reducing the inspiratory aperture to 10 mm and 8 mm . Changes in [HHb] of the exercising limb were only detected with the smaller opening. Similarly, when resistive breathing has been used, the most noticeable changes in tissue oxygenation trends occurred when the aperture was reduced to 4.5 mm . One may therefore argue that the inspiratory work in the present study was too low to induce a respiratory muscle metaboreflex, however, we reported peak Pm and ∫Pm × fR to be similar to previous work using an 8-mm aperture [24, 38]. Additionally, V˙E was considerably higher than in previous work [24, 25], which would have contributed to a heightened work of breathing.
To our knowledge, this is the first time repeated work matched bouts of exercise have been used to examine the demands of repeated-sprint exercise under altered metabolic conditions. Despite a similar degree of vastus lateralis tissue deoxygenation during the work-matched sprints (Figs 5 and 6), the physiological load placed on the cardiovascular system was considerably lower. This is evidenced by the consistently lower V˙O2, probably due to markedly lower respiratory muscle O2 utilisation. But more importantly, V˙O2 was heavily influenced by how exercise was prescribed. Matching total work was achieved by replicating mean power output for each sprint, and therefore was lacking maximal acceleration and power production typically associated with sprint exercise. For example, there was a clear difference in peak power output between INSP (1097 ± 148 W) and MATCH (773 ± 122 W) exercise conditions. In a typical sprint, power output peeks within 1–2 s and progressively declines as the sprint continues [23, 50]. When sprints are repeated and separated by incomplete recovery periods, both peak and mean power output gradually decline as fatigue accumulates [1–4, 49]. By matching for mean power output and eliminating the opportunity for subjects to “maximally” exert themselves, the reliance on intramuscular ATP and PCr hydrolysis would have been reduced [2, 51], and metabolic perturbations associated with maximal exercise minimised [2, 5, 51]. Despite a substantial decrease in V˙O2 and the O2 cost associated with the work of breathing, there was no substantial difference in ΔReoxy or in Reoxy rate. This implies that tissue reoxygenation was maximal in all exercise conditions since the now “available” cardiac output was not being utilised to reoxygenate the locomotor muscles . It seems that there exists some degree of reserve in the cardiovascular system that is called upon to maintain respiratory and locomotor muscle oxygenation when the work of breathing is high. Therefore, the O2 cost of breathing in repeated-sprint cycling is unlikely to have a meaningful negative impact on locomotor muscle oxygenation.
A crucial factor of repeated-sprint performance is the reoxygenation capacity between sprint bouts [11, 13, 14]. We further tested this mechanism by increasing the work of breathing, which is known to negatively influence limb blood flow and O2 delivery at least in endurance exercise [16–18, 39]. The present data demonstrate that the addition of inspiratory loading did not impair oxygenation of the vastus lateralis. When maximal exercise is interspersed with short rest periods, the cardiovascular system appears to maintain O2 delivery to both the locomotor and respiratory muscles in a state of heightened inspiratory muscle work.
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