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Utility of INSCYD athletic performance software to determine Maximal Lactate Steady State and Maximal Oxygen Uptake in cyclists

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Abstract

Serious amateur and elite athletes regularly take part in structured physiological testing sessions so that their progress gets tracked and training loads in the training plan correctly prescribed. Commonly, athletes are tested for the maximal oxygen uptake (V̇O2max) and maximal lactate steady state intensity (MLSS). While for the former expensive laboratory equipment is required, the latter requires multiple exercise trials for accurate determination. INSCYD athletic performance software is designed to enable continuous monitoring of these two parameters throughout the season after undertaking a single visit exercise testing session involving blood lactate sampling and power output measurement. The purpose of the present study was to assess validity of the software by its estimates of V̇O2max and MLSS and compare them to gold standard laboratory measures. 11 trained participants (V̇O2max 61.0 ± 7.9 mL ∙ kg-1 ∙ min-1) took part in this study consisting of formal graded V̇O2max test, multiple MLSS trials and a recommended test to obtain the data later fed the INSCYD athletic performance software. Both V̇O2max relative (∆=0.13 ml.kg-1.min-1, p=0.885) and MLSS calculated values (∆=2 W, p=0.655) were within expected daily variation and thus the estimations considered valid. It can be concluded that INSCYD athletic performance software offers its users utility to accurately predict V̇O2max and MLSS provided that the practitioner has a good idea of where the MLSS lies. However, caution is required when interpreting other parameter estimates provided by the software due their questionable scientific validity.
© 2022 Podlogar, licensee JSC. This is an Open Access article distributed under the terms of the Creative Commons Attribution License
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Original Article
Utility of INSCYD athletic performance software to determine
Maximal Lactate Steady State and Maximal Oxygen Uptake in
cyclists
Tim Podlogar 1,2,3, Simon Cirnski 3, Špela Bokal 2,3 and Tina Kogoj 2
1 School of Sport, Exercise and Rehabilitation Sciences, University of Birmingham, Birmingham, United Kingdom
2 Faculty of Health Sciences, University of Primorska, Izola, Slovenia
3 Human Performance Centre, Ljubljana, Slovenia
Abstract: Serious amateur and elite athletes regularly take part in structured physiological
testing sessions so that their progress gets tracked and training loads in the training plan
correctly prescribed. Commonly, athletes are tested for the maximal oxygen uptake (VO2max)
and maximal lactate steady state intensity (MLSS). While for the former expensive laboratory
equipment is required, the latter requires multiple exercise trials for accurate determination.
INSCYD athletic performance software is designed to enable continuous monitoring of these
two parameters throughout the season after undertaking a single visit exercise testing session
involving blood lactate sampling and power output measurement. The purpose of the present
study was to assess validity of the software’s estimates of VO2max and MLSS and compare them
to gold standard laboratory measures. 11 trained participants (VO2max 61.0 ± 7.9 mL kg-1 min-
1) took part in this study consisting of formal graded VO2max test, multiple MLSS trials and a
recommended test to obtain the data later fed the INSCYD athletic performance software. Both
relative VO2max (∆=0.13 ml.kg-1.min-1, p=0.885) and MLSS calculated values (∆=2 W, p=0.655)
were within expected daily variation and thus the estimations considered valid. It can be
concluded that INSCYD athletic performance software offers its users utility to accurately
predict VO2max and MLSS provided that the practitioner has a good idea of where the MLSS
lies.
Keywords: endurance, testing, performance, VO2max, maximal lactate steady state
Correspondence: TP; tim@tpodlogar.com.
Received: 15 February 2022; Accepted: 21 April 2022; Published: 30 Juny 2022
Utility of INSCYD athletic performance software to determine Maximal Lactate Steady State and Maximal Oxygen Uptake in cyclists
Citation: Journal of Science and Cycling 2022, 11:1 https://doi.org/10.28985/1322.jsc.06
Page 31
1. Introduction
Physiological testing has numerous benefits
when trying to optimise performance. The
information gained can be used to better
prescribe training intensity, track
longitudinal changes in performance and
determine an athlete’s strengths and
weaknesses (Jamnick, Pettitt, Granata, Pyne,
& Bishop, 2020; Leo, Spragg, Podlogar,
Lawley, & Mujika, 2021). However, a
complete physiological assessment can be
time consuming, and it usually requires
expensive laboratory equipment (e.g., a
metabolic cart). As a result, there have been
numerous attempts to create testing
protocols that would not require expensive
laboratory grade equipment; and which
could be undertaken in either a laboratory or
field setting in a time efficient manner. One
such testing battery that has gained
popularity among cyclists and is believed to
be used by some of the worlds’ best cycling
teams, is INSCYD athletic performance
software (INSCYD GmbH, Oberfelben,
Switzerland). The protocol requires access to
a power meter and a lactate analyser and
lasts approximately 3 hours. The protocol
professes to be able to provide ‘performance
diagnostics to create a granular analysis of
the physiology of an athlete’ (“INSCYD,”
2021). However, before any testing battery is
endorsed for being utilised, it should be
validated against gold standard testing
procedures and proven to be sufficiently
reliable (Halperin, Vigotsky, Foster, & Pyne,
2018).
INSCYD athletic performance software
provides its users with numerous metrics;
these include maximal oxygen uptake
(VO2max) maximal lactate steady state
(MLSS) and the intensity eliciting maximal
fat oxidation (FatMax). Whereas gold
standard measures are available for the two
former measures (Beneke, 2003; Lundby et
al., 2017), unfortunately a validation of the
latter is difficult to perform due to the large
day-to-day variability of the measure itself
(Achten, Gleeson, & Jeukendrup, 2002;
Chrzanowski-Smith et al., 2020).
The INSCYD athletic performance software
also provides some metrics which on their
own lack scientific validity and could
therefore not be validated as part of a
validation study of the software itself. These
include the maximum glycolytic power
(VLamax) and maximum carbohydrate
metabolism (CarbMax). VLamax is thought
to represent maximal lactate production rate
and is usually determined by assessing blood
lactate responses after a 15-second maximal
sprint (Thomas Hauser, Adam, & Schulz,
2014; Mader & Heck, 1986). While an
attractive metric, VLamax is, to our
knowledge, impossible to assess in vivo for
various reasons. Firstly, lactate could be used
within a muscle cell that produced it and
hence part of the lactate produced would
never appear the bloodstream (Brooks, 2018).
Secondly, blood and muscle lactate
concentrations differ (Tesch, Daniels, &
Sharp, 1982). Thirdly, blood lactate
concentrations merely represent the
relationship between blood lactate removal
and appearance, a concept also known as
lactate shuttle theory (Brooks, 2018).
CarbMax intensity is thought to represent an
intensity at which carbohydrate utilisation
rates exceeds the possible rate of oxidation of
exogenous carbohydrates. Again, as there are
numerous factors affecting maximal
exogenous carbohydrate oxidation rates
(Rowlands et al., 2015) it is unfortunately
impossible to validate this concept.
The aim of the present study was to assess
how valid are the estimates of VO2max and
MLSS (i.e., the metrics that can be validated)
produced by the INSCYD athletic
performance software when crudely
estimating the MLSS intensity (e.g., from a
ramp test) by comparing these values to
those obtained using gold standard
measures.
2. Materials and Methods
Participants
Eleven healthy, endurance-trained males
(age 35 ± 7 years, height 176 ± 4 cm, VO2max
61.0 ± 7.9 mL ∙ kg-1 min-1 (4.41 ± 0.46 L ∙ min-
Utility of INSCYD athletic performance software to determine Maximal Lactate Steady State and Maximal Oxygen Uptake in cyclists
Citation: Journal of Science and Cycling 2022, 11:1 https://doi.org/10.28985/1322.jsc.06
Page 32
1, MLSS 268 ± 35 W (3.7 ± 0.6 W kg-1), body
mass 73.0 ± 10.5 kg and body fat 13 ± 3 %)
provided written informed consent and
completed the study that was approved by
the Committee of Republic of Slovenia for
Medical Ethics (0120-3/2021/3) and
conducted in accordance with the
Declaration of Helsinki. The main inclusion
criteria for enrolment in the study was
regular endurance training (i.e., at least 3
times a week), being accustomed to indoor
training on a stationary bicycle and having
VO2max higher than 50 ml.kg-1.min-1. Only
male athletes were recruited to avoid
menstrual cycle affecting the results due to
multiple laboratory visits.
Experimental design
The study consisted of 3-8 laboratory visits.
On the first occasion, the participants were
tested for VO2max and the exercise intensity
corresponding to the respiratory
compensation point (RCP). These metrics
were determined in line with a previously
described protocol (Iannetta, Inglis,
Pogliaghi, Murias, & Keir, 2020). The power
output corresponding to RCP was
subsequently employed when setting the
initial exercise intensities to determine
maximal lactate steady state intensity (MLSS)
and during an INSCYD test. As INSCYD
athletic performance software is meant to be
primarily used to continuously track athletes
throughout the season, a training history and
thus a crude estimate of MLSS known hence
RCP was used as a starting point. All other
laboratory visits were conducted in a
randomised order and were separated by 2-4
days. Participants visited the laboratory on
each occasion at the same time of day 2
hrs). During all testing participants used
their own bicycles mounted onto an
electrically braked cycle ergometer (Kickr V5,
Wahoo, Atlanta, Georgia, USA). Blood lactate
concentrations were measured throughout
from the earlobe via a handheld blood lactate
monitor (Lactate Plus, Nova Biomedical,
USA) that has been previously validated
(Hart, Drevets, Alford, Salacinski, & Hunt,
2013).
Formal VO2max testing
The formal VO2max test consisted of a
graded intensity cycling protocol that aimed
to elicit maximal oxygen uptake in 8-12
minutes; as per recommendations for such a
test (Iannetta et al., 2020; Jamnick, Botella,
Pyne, & Bishop, 2018; Yoon, Kravitz, &
Robergs, 2007). The testing protocol also
allowed the determination of RCP.
The graded intensity protocol commenced
with a 2-min warm-up at 60W followed by 6-
min of cycling at 120W (i.e., moderate
intensity exercise domain). This was
proceeded by a ramp incremental protocol
increasing the exercise intensity by 30 W
min-1 until task failure. A plateau in VO2 was
confirmed in all participants. Breath by
breath gas exchange measurements were
performed using an automated online gas
analysis system (MetaLyzer 3B-R3, Cortex,
Lepizig, Germany. VO2max was considered
to represent the highest 30-s average of O2
uptake. 30-minutes following the task failure
during the first part of the test, the second
part commenced, and it involved cycling for
2-min at 120W followed by 10-min of cycling
~55-65% of maximal intensity achieved
during the first part of the test (i.e., heavy
intensity exercise domain). RCP (i.e.,
boundary between heavy and severe exercise
intensity domain) was determined as
previously described (Iannetta et al., 2020). In
brief, ramp test respiratory data was
analysed by two experienced researchers that
independently determined oxygen uptake
associated with RCP (VO2 at which end-tidal
PCO2 began to fall after a period of
isocapnia). Subsequently a spreadsheet
supplementing the original article describing
the protocol
(http://links.lww.com/MSS/B957) was used
to determine exercise intensities relating to
RCP.
Prior to each trial gas analysers were
calibrated with a known gas mixture (15.10%
O2, 5.06% CO2; Linde Gas, Prague, Czech
Republic) and the volume transducer was
calibrated with a 3-litre calibration syringe
(Cortex, Leipzig, Germany). During this and
Utility of INSCYD athletic performance software to determine Maximal Lactate Steady State and Maximal Oxygen Uptake in cyclists
Citation: Journal of Science and Cycling 2022, 11:1 https://doi.org/10.28985/1322.jsc.06
Page 33
all the subsequent tests, laboratory
conditions were comparable at 20 ± 3 °C and
30 ± 5 % relative humidity and two fans were
pointing towards the participants (Vacmaster
Air Mover, Cleva, Newcastle upon Tyne, UK)
to improve air circulation.
Maximal Lactate Steady State Testing
MLSS intensity was determined using
multiple constant-workload tests as per prior
recommendations (Beneke, 2003). The test
started with a 5 min long warm at 100-150W
(individually determined based on the RCP)
followed by 30 minutes of cycling at the
intensity corresponding to the RCP intensity
determined during the first laboratory visit.
Blood lactate was determined at 10th and 30th
minute and the MLSS was accepted if the
difference between both values was not
higher than 1 mmol.L-1. Had this occurred,
the next MLSS testing trial was conducted at
a 5 W higher intensity and the trials were
repeated until the blood lactate concentration
rose by more than 1 mmol.L-1 from 10th to the
30th minute. Conversely, if the first trial
elicited a higher blood lactate change than 1
mmol.L-1, the exercise intensity on the
subsequent trial was reduced by 5 W. Thus,
MLSS intensity was accurately determined to
a value of ±2.5W. Up-to 5 trials per
participant were required to establish a MLSS
in all 11 participants.
INSCYD test
The INSCYD test followed the requirements
obtained from the INSCYD athletic
performance software developer (INSCYD
GmbH, Switzerland; personal
communication). Upon arrival at the
laboratory, body composition of the
participants was estimated using the
bioelectrical impedance methodology (Tanita
BC-601, Tanita Europe BV, The Netherlands).
Then, an exercise bout was started. After an
initial warm up there were 6 intervals
performed at various intensities for various
durations. The first interval lasted 2 minutes
and was performed at the intensity
corresponding to RCP. Upon its completion,
blood lactate concentration was determined
and had the concentration been higher than 4
mmol.L-1, the intensity of the subsequent
interval was reduced and increased if the
concentration was below 2 mmol.L-1.
Modification of the intensity was based on
the subjective assessment made by the
experienced physiologist. The next interval
was 8 minutes long and was performed at the
intensity agreed by the researcher after
conducting the initial 2-minute-long interval
and was followed by 8 minutes and 4
minutes at 110% of this intensity. Lastly, 2-
min all-out and 3-min all out efforts were
carried out. Intervals at the constant load
were interspersed with at least 12 minutes
(ended up being approximately 15 minutes)
of easy cycling (i.e., 50-120W) and the next
interval was initiated once blood lactate
concentration dropped to <2 mmol.L-1,
whereas during both all-out intervals
participants rested and/or cycled at a very
low intensity until blood lactate dropped to
<2 mmol.L-1or 60 minutes had passed which
should suffice for complete reconstitution of
anaerobic capacity (W’) (Skiba, Chidnok,
Vanhatalo, & Jones, 2012). During this time
participants were allowed to consume
carbohydrates in the form of gummy figures
(Haribo, Bonn, Germany) in an ad libitum
quantity. At the end of each interval a blood
sample was obtained from the earlobe and
analysed for blood lactate. This procedure
was repeated each minute to obtain the
highest blood lactate concentration as per the
requirement of the INSCYD athletic
performance software until the blood lactate
concentration started to decline. The cycle
ergometer was set into ERG mode during
constant load cycling and to a simulated
incline of 6% when doing all-out efforts and
participants were free to choose the preferred
cadence and gearing ratio (Wahoo App,
Wahoo, US).
Data analysis
Power data was analysed using WKO5
software (TrainingPeaks, LLC; Colorado,
United States). Study participants’
characteristics (i.e., body mass, body height,
age, and body composition) together with
Utility of INSCYD athletic performance software to determine Maximal Lactate Steady State and Maximal Oxygen Uptake in cyclists
Citation: Journal of Science and Cycling 2022, 11:1 https://doi.org/10.28985/1322.jsc.06
Page 34
power data and blood lactate values were
analysed via the INSCYD athletic
performance software by an independent
person not familiar with values from the
formal MLSS or VO2max tests.
Statistical Analysis
All data are descriptively represented as
mean ± standard deviation (SD), mean
difference (∆) and 95% confidence intervals
(∆95% CI). Normality of all data was assessed
using Shapiro-Wilk test.
Absolute and relative VO2max values as well
as power output at MLSS were compared
between the laboratory and INSCYD athletic
performance software output using paired
samples t-tests. Reliability was assessed
using Pearson product correlation coefficient
(r), coefficient of variation (CV), typical error,
intraclass correlation coefficient (ICC) and
Bland Altman plots with 95% limits of
agreement (LoA). Level of statistical
significance was set at alpha 0.05 - two
tailed. Statistical analyses and graphical
representation were processed with a
commercially available software package
(Prism 8, Graphpad Software Inc, San Diego,
USA) and Microsoft Excel (Microsoft 365,
Microsoft Corporation, Redmond, USA).
3. Results
Maximal Oxygen Uptake
No significant differences were found
between laboratory and INSCYD athletic
performance software derived VO2max
values for absolute (∆=5.1 ml.min-1, ∆95% CI
= -145.5 to 155.9 ml.min-1, p=0.940) and
relative (∆=0.13 ml.kg-1.min-1, ∆95% CI = -1.91
to 2.18 ml.kg-1.min-1, p=0.885). Reliability
measures for absolute and relative VO2max
are represented in Table 1 and Table 2.
Correlation between laboratory and INSCYD
athletic performance software derived
VO2max was very strong for both absolute
(r=0.945 p<0.001) and relative (r=0.954 p<0.01)
values (Figure 1A and 1B). Bland Altman
plots between laboratory and INSCYD
athletic performance software derived
VO2max are presented in Figure 1C and
Figure 1D.
Table 1. Reliability measures
between absolute VO2max
estimates.
Absolute VO2max
Laboratory
Mean Difference
(ml.min-1)
5.18
95% CI Mean
Difference (ml.min-1)
-155 to 146
CV (%)
11.1
Typical Error (ml.min-1)
159
95% CI Typical Error
(ml.min-1)
110 to 278
ICC (p ≤ 0,001)
0.945
CV Coefficient of variation. CI Confidence
interval. ICC - intraclass correlation coefficient
Table 2. Reliability measures between
relative VO2max estimates.
Relative VO2max
Laboratory
INSCYD
Mean Difference
(ml.kg-1min-1)
-0.08
95% CI Mean
Difference(ml.kg-1min-1)
2.12 to 1.96
CV (%)
13.6
16.5
Typical Error (ml.kg-
1min-1)
2.15
95% CI Typical Error
(ml.kg-1min-1)
1.50 to 3.77
ICC (p ≤ 0,001)
0.954
CV Coefficient of variation. CI Confidence
interval. ICC - intraclass correlation
coefficient.
Maximum Lactate Steady State
While the difference between the estimate of
MLSS from the RCP intensity and laboratory
MLSS was not significant (∆= -12 W, ∆95% CI
= -24 to 1 W, p=0.051), it was greatly
improved by INSCYD athletic performance
software (∆=2 W, ∆95% CI = -6 to 9 W,
p=0.655). Reliability measures for the power
output at the MLSS are represented in Table
3.
Utility of INSCYD athletic performance software to determine Maximal Lactate Steady State and Maximal Oxygen Uptake in cyclists
Citation: Journal of Science and Cycling 2022, 11:1 https://doi.org/10.28985/1322.jsc.06
Page 35
Correlations between power output at the
MLSS derived from laboratory and INSCYD
athletic performance software was very
strong (r=0.95 p<0.001). Correlations and
Bland Altman plots between power output at
the MLSS derived from laboratory and
INSCYD athletic performance software are
presented in Figure 2.
Table 3. Reliability measures between
MLSS estimates
MLSS
Laboratory
Mean Difference (W)
2
95% CI Mean Difference
(W)
-6 to 9
CV (%)
14.4
Typical Error (W)
8
95% CI Typical Error (W)
6 to 14
ICC (p ≤ 0,001)
0.976
CV Coefficient of variation. CI Confidence
interval. ICC - intraclass correlation
coefficient.
4. Discussion
The aim of the present study was to assess the
utility of the INSCYD athletic performance
software to accurately estimate VO2max and
MLSS after having a crude idea of where the
MLSS could be (e.g., RCP intensity) by
comparing the output values with the values
obtained during formal gold-standard
laboratory tests. The data shows that
INSCYD athletic performance software was
able to provide VO2max and MLSS estimates
that were within the typical daily variation of
these estimates when obtained from gold
standard testing protocols and can thus be
considered valid.
VO2max is considered as the gold standard
measure of aerobic fitness (Martin-Rincon &
Calbet, 2020) despite requiring special
equipment for its accurate determination. In
a standard laboratory practice, it is computed
by assessing the volume and fractional
utilisation of oxygen from the expired air in
each time frame. As is the case with most
measures, it is also prone to daily variability.
Early research showed daily variability to be
as high as ±5.6% which is a result of both
biological variability and a measurement
error (Katch, Sady, & Freedson, 1982). A
meta-analysis found that average standard
test-retest measurement error is 2.58 ml.kg-
1.min-1 (Vickers, 2003), while some individual
studies using more up-to-date measurement
equipment report an even smaller daily
variability (Blagrove, Howatson, & Hayes,
2017). The calculated typical error between
VO2max estimates in the present study was
2.15 ml.kg-1.min-1 with an ICC of 0.954 (CI
0.826-0.988). This is within acceptable and
previously reported day-to-day variability
limits (Blagrove et al., 2017). It can therefore
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in VO2max (ml.min-1)
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A B
Figure 1. Correlations (A and B) and Bland Altman
plots (C and D) between laboratory and INSCYD
athletic performance software derived VO2max
values.
Figure 2. Correlations and Bland Altman plots
between laboratory and INSCYD athletic
performance software derived MLSS values
Utility of INSCYD athletic performance software to determine Maximal Lactate Steady State and Maximal Oxygen Uptake in cyclists
Citation: Journal of Science and Cycling 2022, 11:1 https://doi.org/10.28985/1322.jsc.06
Page 36
be concluded that INSCYD software
provides users with a valid VO2max estimate.
Likewise, the typical error for MLSS
estimates derived by the INSCYD athletic
performance software was 8W, which is
smaller than the 3% typical day to day
variability of MLSS values (T. Hauser,
Bartsch, Baumgärtel, & Schulz, 2013). From
an applied perspective, while the typical
error might seem high, this is still within a
difference between certain estimation
methods for critical power or MLSS
(Iannetta, Ingram, Keir, & Murias, 2022)
which are both thought to represent the
boundary between heavy and severe exercise
intensity domains. Thus, this allows the
authors to conclude that INSCYD athletic
performance software can provide users with
a valid MLSS estimate.
While the data suggests that the INSCYD
athletic performance software provides its
users with valid estimates of both VO2max
and MLSS, there are some important
limitations of the INSCYD athletic
performance software. In addition to those
discussed in the introduction, notably that
some of the measures provided by the
INSCYD software cannot be validated, the
present study also highlighted some
considerations for potential users.
Furthermore, future studies are required to
assess daily variability in the values obtained
by INSCYD athletic performance software.
Firstly, to collect the data required by the
INSCYD athletic performance software to
accurately estimate VO2max and MLSS, one
needs to first estimate the MLSS intensity as
this is used to determine the intensity at
which the intervals within the protocol are
performed. In the present study the RCP
intensity obtained from the initial VO2max
test was used. While this provides the
software an idea of where the MLSS actually
lies, the INSCYD athletic performance
software improved the estimation of MLSS
intensity, which is what the software would
be primarily used in the field as well.
However, one cannot, based on the results of
the present study, say that the INSCYD
athletic performance software has an utility
to accurately predict MLSS without prior
crude estimation of MLSS. However,
provided that this condition is met, INSCYD
athletic performance software can accurately
determine the MLSS intensity. This is useful
especially for continuous tracking of athletes
rather than their initial assessment.
The gold standard protocol for MLSS
determination requires at least two exercise
trials; performed on separate days.
Therefore, its utility in an elite athlete
population may be limited due to the amount
of time out of training and or competition
that would be required. This is arguably
where the INSCYD athletic performance
software has great utility, i.e., is a relatively
time efficient way to estimate both VO2max
and MLSS, at least compared with gold
standard measures. However, in practice,
MLSS is typically estimated from graded
exercise tests during in which lactate is
sampled at the end of stage (Heck et al., 1985;
Jamnick et al., 2018), commonly these
measurements are combined with VO2max
measurement. It should be noted that when
combining both VO2max and MLSS
determination in a single graded exercise test
there is potential for
underestimation/overestimation of either of
the parameters (Jamnick et al., 2018).
However, utilising the INSYCD athletic
performance software is not the only way to
derive MLSS estimates in a time efficient
way, in fact a single session test to estimate
MLSS has been validated (Hering, Hennig,
Riehle, & Stepan, 2018), although this would
still require a separate laboratory visit for the
assessment of VO2max.
A second consideration when performing
data collection test for the INSCYD athletic
performance software is the large number of
lactate samples required (usually 20 or more
per test). This could be both cost prohibitive
and may lead to some discomfort for
participants. A final consideration is that the
INSCYD athletic performance software does
not calculate the boundary between
moderate and heavy intensity exercise
Utility of INSCYD athletic performance software to determine Maximal Lactate Steady State and Maximal Oxygen Uptake in cyclists
Citation: Journal of Science and Cycling 2022, 11:1 https://doi.org/10.28985/1322.jsc.06
Page 37
domain. This boundary has been shown to
have utility when defining training zones for
the prescription of training intensity
(Jamnick et al., 2020).
5. Practical Applications.
The INSCYD athletic performance software
using the data collection protocol described
within the present study provides valid
VO2max and MLSS estimates and can
therefore be used as a tool for practitioners.
However, as with any testing protocol,
practitioners need to acknowledge the
potential drawbacks; namely, some provided
metrics are unvalidated, the initial intensity
for the intervals within the protocol needs to
be estimated, no estimate of the boundary
between the moderate and heavy exercise
intensity domains is provided, and finally the
large number of lactate samples required
may be cost prohibitive in some
circumstances.
Funding: This research received no external
funding.
Acknowledgments: Authors would like to
thank Sebastian Weber from INSCYD GmbH
for cooperation in blinded data analysis.
Conflicts of Interest: The authors declare no
conflict of interest.
References
Achten, J., Gleeson, M., & Jeukendrup, A. E.
(2002). Determination of the exercise
intensity that elicits maximal fat oxidation.
Medicine and Science in Sports and Exercise,
34(1), 9297.
https://doi.org/10.1097/00005768-
200201000-00015
Beneke, R. (2003). Methodological aspects of
maximal lactate steady state-implications
for performance testing. European Journal of
Applied Physiology, 89(1), 9599.
https://doi.org/10.1007/s00421-002-0783-1
Blagrove, R. C., Howatson, G., & Hayes, P. R.
(2017). Testretest reliability of
physiological parameters in elite junior
distance runners following allometric
scaling. European Journal of Sport Science,
17(10), 12311240.
https://doi.org/10.1080/17461391.2017.13643
01
Brooks, G. A. (2018). The Science and Translation
of Lactate Shuttle Theory. Cell Metabolism,
27(4), 757785.
https://doi.org/10.1016/j.cmet.2018.03.008
Chrzanowski-Smith, O. J., Edinburgh, R. M.,
Thomas, M. P., Haralabidis, N., Williams,
S., Betts, J. A., & Gonzalez, J. T. (2020). The
day-to-day reliability of peak fat oxidation
and FATMAX. European Journal of Applied
Physiology, 120(8), 17451759.
https://doi.org/10.1007/s00421-020-04397-3
Halperin, I., Vigotsky, A. D., Foster, C., & Pyne,
D. B. (2018, February 1). Strengthening the
practice of exercise and sport-science
research. International Journal of Sports
Physiology and Performance, Vol. 13, pp. 127
134. Human Kinetics Publishers Inc.
https://doi.org/10.1123/ijspp.2017-0322
Hart, S., Drevets, K., Alford, M., Salacinski, A., &
Hunt, B. E. (2013). A method-comparison
study regarding the validity and reliability
of the Lactate Plus analyzer. BMJ Open, 3,
1899. https://doi.org/10.1136/bmjopen-2012
Hauser, T., Bartsch, D., Baumgärtel, L., & Schulz,
H. (2013). Reliability of maximal lactate-
steady-state. International Journal of Sports
Medicine, 34(3), 196199.
https://doi.org/10.1055/s-0032-1321719
Hauser, Thomas, Adam, J., & Schulz, H. (2014).
Comparison of calculated and experimental
power in maximal lactate-steady state during
cycling. Retrieved from
http://www.tbiomed.com/content/11/1/25
Heck, H., Mader, A., Hess, G., Mücke, S., Müller,
R., & Hollmann, W. (1985). Justification of
the 4-mmol/l Lactate Threshold.
International Journal of Sports Medicine,
06(03), 117130. https://doi.org/10.1055/s-
2008-1025824
Hering, G. O., Hennig, E. M., Riehle, H. J., &
Stepan, J. (2018). A lactate kinetics method
for assessing the maximal lactate steady
Utility of INSCYD athletic performance software to determine Maximal Lactate Steady State and Maximal Oxygen Uptake in cyclists
Citation: Journal of Science and Cycling 2022, 11:1 https://doi.org/10.28985/1322.jsc.06
Page 38
state workload. Frontiers in Physiology,
9(MAR).
https://doi.org/10.3389/fphys.2018.00310
Iannetta, D., Inglis, E. C., Pogliaghi, S., Murias, J.
M., & Keir, D. A. (2020). A “Step-Ramp-
Step” Protocol to Identify the Maximal
Metabolic Steady State. Medicine & Science
in Sports & Exercise, Publish Ah(9), 2011
2019.
https://doi.org/10.1249/MSS.0000000000002
343
Iannetta, D., Ingram, C. P., Keir, D. A., & Murias,
J. M. (2022). Methodological Reconciliation
of CP and MLSS and Their Agreement with
the Maximal Metabolic Steady State.
Medicine and Science in Sports and Exercise,
54(4), 622632.
https://doi.org/10.1249/MSS.0000000000002
831
INSCYD. (2021). Retrieved November 10, 2021,
from https://inscyd.com
Jamnick, N. A., Botella, J., Pyne, D. B., & Bishop,
D. J. (2018). Manipulating graded exercise
test variables affects the validity of the
lactate threshold and V˙O2peak. PLOS
ONE, 13(7), e0199794.
https://doi.org/10.1371/journal.pone.019979
4
Jamnick, N. A., Pettitt, R. W., Granata, C., Pyne,
D. B., & Bishop, D. J. (2020). An
Examination and Critique of Current
Methods to Determine Exercise Intensity.
Sports Medicine, (0123456789).
https://doi.org/10.1007/s40279-020-01322-8
Katch, V. L., Sady, S. S., & Freedson, P. (1982).
Biological variability in maximum aerobic
power. Medicine & Science in Sports &
Exercise, 14(1), 2125.
https://doi.org/10.1249/00005768-
198201000-00004
Leo, P., Spragg, J., Podlogar, T., Lawley, J. S., &
Mujika, I. (2021). Power profiling and the
power-duration relationship in cycling: a
narrative review. European Journal of Applied
Physiology. https://doi.org/10.1007/s00421-
021-04833-y
Mader, A., & Heck, H. (1986). A Theory of the
Metabolic Origin of “Anaerobic
Threshold.” International Journal of Sports
Medicine, 07(S 1). https://doi.org/10.1055/s-
2008-1025802
Martin-Rincon, M., & Calbet, J. A. L. (2020).
Progress Update and Challenges on
VO2max Testing and Interpretation.
Frontiers in Physiology, 11(September), 18.
https://doi.org/10.3389/fphys.2020.01070
Rowlands, D. S., Houltham, S., Musa-Veloso, K.,
Brown, F., Paulionis, L., & Bailey, D. (2015).
FructoseGlucose Composite
Carbohydrates and Endurance
Performance: Critical Review and Future
Perspectives. Sports Medicine, 45(11), 1561
1576. https://doi.org/10.1007/s40279-015-
0381-0
Skiba, P. F., Chidnok, W., Vanhatalo, A., & Jones,
A. M. (2012). Modeling the expenditure
and reconstitution of work capacity above
critical power. Medicine and Science in Sports
and Exercise, 44(8), 15261532.
https://doi.org/10.1249/MSS.0b013e3182517
a80
Tesch, P. A., Daniels, W. L., & Sharp, D. S. (1982).
Lactate accumulation in muscle and blood
during submaximal exercise. Acta Physiol
Scand, 114, 441446.
Vickers, R. R. (2003). Measurement Error in
Maximal Oxygen Uptake Tests.
Yoon, B. K., Kravitz, L., & Robergs, R. (2007).
VO2max, protocol duration, and the VO2
plateau. Medicine and Science in Sports and
Exercise, 39(7), 11861192.
https://doi.org/10.1249/mss.0b13e318054e30
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... The validity of this application when used with a combination of a few submaximal efforts and one maximal effort has been investigated in male cyclists. Consequently, high levels of agreement were found between the measured and calculated PMLSS and _ VO 2 max values (15). On average, the calculated and measured PMLSS values differed by only 2 W (95% CI: −6 to +9 W) with a typical error of 8 W, which is well within the expected day-to-day variability (∼3%) in the PMLSS (16). ...
... On average, the calculated and measured PMLSS values differed by only 2 W (95% CI: −6 to +9 W) with a typical error of 8 W, which is well within the expected day-to-day variability (∼3%) in the PMLSS (16). Since the publication of this study (15), the software has already received an update allowing more flexibility in testing protocols. The validity of the new algorithms in calculating the PMLSS has not yet been published in the scientific literature. ...
... The performance of the first software version cannot be generalized to the updated software version; hence, the validity of the new version has yet to be demonstrated. It also remains to be determined whether or not the software can precisely calculate the PMLSS in female subjects because only male subjects were tested in the study of Podlogar et al. (15). ...
Article
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Introduction The maximal lactate steady state (MLSS) is defined as the highest workload that can be maintained without blood lactate accumulation over time. The power output at MLSS (PMLSS) is regularly implemented to define training zones, quantify training progress, or predict race performance. The gold standard methodology for MLSS determination requires two to five trials of constant-load exercise, which limits the practical application in training. The INSCYD software can calculate the PMLSS (PMLSS INSCYD ) based on physiological data that can be obtained during a ∼1 h laboratory visit. However, to the best of our knowledge, the validity of the most recent software version has not yet been investigated. This study aimed to assess the validity of the software's calculations on PMLSS in cycling. Methods The data for this study were retrieved from two published scientific sources. Thirty-one cyclists (19 males, 12 females) performed a 15 s sprint to estimate the VLa max , a ramp test for the V ˙ O 2 max assessment, and two to five constant-load tests to determine the PMLSS. The INSCYD software was used to calculate the PMLSS based on the V ˙ O 2 max , VLa max , sex, body mass, and body composition. Results The PMLSS INSCYD was higher than the PMLSS in the entire sample (mean difference: 4.6 W, p < 0.05, 95% CI 0.8–8.3 W) and in men (mean difference: 6.6 W, p < 0.05, 95% CI 1.3–11.8 W), but not in women (mean difference: 0.8 W, n.s., 95% CI −3.7 to 5.3 W), which was within the typical error of the PMLSS estimations (∼3%). In 12 subjects (nine males, three females), the PMLSS INSCYD differed by 3.1–7.3% compared to the MLSS. The Pearson correlations between the measured PMLSS and the calculated PMLSS (PMLSS INSCYD ) were very strong in men ( r = 0.974, p < 0.001, 95% CI 0.933–0.99), women ( r = 0.984, p < 0.001, 95% CI 0.931–0.996), and for the entire sample ( r = 0.992, p < 0.001, 95% CI 0.982–0.996). Discussion In conclusion, the PMLSS can be accurately calculated using the INSCYD software, but it still requires advanced testing equipment to collect valid V ˙ O 2 max and VLa max data.
... Nonetheless, incorporating a VLamax test with other blood lactate assessments appears relevant both theoretically [1,10,13] and in practice [14]. While it is generally accepted that a maximal sprint test of 10 to 20 s can be used to estimate VLamax [14][15][16][17][18], studies examining the reliability of the VLamax test as typically performed for cycling are lacking. Reliability, while generally important, is essential if athletes and coaches rely on lactate testing to provide precision training guidance. ...
... No longer considered a dead-end waste product, lactate is widely seen as an important fuel source [11,12] and represents an important modulator during prolonged endurance performance [1]. The current literature suggests that one's glycolytic ability impacts sprint and endurance performance and influences training decisions [8,[12][13][14]17]; therefore, it is important for sports scientists, coaches, and athletes to have a reliable method for assessing an athlete's "anaerobic" energy production. Based on the historical underpinnings of VLamax [10,23], it remains our best estimate of the glycolytic rate. ...
... Based on the historical underpinnings of VLamax [10,23], it remains our best estimate of the glycolytic rate. Additionally, coaches [17,24] and more recently researchers [13,14,17] show that the VLamax does influence lactate curves and MLSS, making its use relevant. ...
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Background: The purpose of this study is to ascertain the reliability of two 15-s sprint cycling tests in men and women to estimate the maximum lactate accumulation rate (VLamax). Methods: Eighteen men and twelve women completed two sprint sessions over 1 week. A 10 min warm-up preceded the obtaining of a 3 µL blood lactate (BLC) sample, after which a 15 s sprint was completed; cyclists then rested passively while multiple lactate samples were taken until the levels peaked. Trial differences and reliability across trials were analyzed using a paired-sample t-test, Pearson's correlation, Intraclass correlation (ICC), and Bland-Altman analysis with α = 0.05 for all tests; data are reported as mean ± sd. Results: Power (W) was similar across trials (773.0 ± 143.5 vs. 758.2 ± 127.4; p = 0.333) and the coefficient of variation (CV) of 4.7%. VLamax (mM·L −1 ·s −1) was similar (0.673 ± 0.024 vs. 0.635 ± 0.237; p = 0.280), but only moderately reliable across trials with CV, ICC, and R values of 18.6%, 0.661, and 0.67, respectively. Pre-BLC and peak BLC CV were 45.6 and 23.3%, respectively. Conclusions: A 15 s VLamax cycling sprint is moderately reliable, possibly affected both by the lactate measurement and other variables used in the calculation. More research may offer ways to improve reliability.
... Whether a true in vivo validation of the VLaMax measurement will be possible is unclear, its 2 application to blood lactate testing appears relevant both theoretically [1,10,13] and in practice [14]. While it is generally accepted that a maximal sprint test of 10 to 20-sec can be used to estimate VLaMax [14][15][16][17][18], we know of no studies examining the reliability of the VLaMax test for cycling. Reliability, while generally important, is essential if athletes and coaches rely on lactate testing to provide precision training guidance. ...
... No longer considered a dead-end waste product, lactate is widely seen as an important fuel source [11,12], and represents an important modulator during prolonged endurance performance. [1] The current literature suggests that one's glycolytic ability impacts endurance performance and influences training decisions [8,[12][13][14]17]; therefore, it is important for sports scientists, coaches, and athletes to have a reliable method for assessing an athlete's "anaerobic" energy production. Based on historical underpinnings of VLaMax [10,22], it remains our best estimate of the glycolytic rate. ...
... Based on historical underpinnings of VLaMax [10,22], it remains our best estimate of the glycolytic rate. Additionally, coaches [17,23] and more recently researchers [13,14,17] show that the VLaMax does influence lactate curves and the maximal lactate steady state (MLSS), making its use relevant. ...
Preprint
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The maximum rate of glycolysis or lactate production (VLaMax) has been proposed as an estimate of maximum anaerobic energy contribution to exercise, particularly high power output events, and utilized with other measures, like VO2 Max, to better model training and performance. A 15-sec VLaMax cycling sprint test offers only moderate reliability when used within a one-week test period for men and women.
... Second, multiple exercise bouts can be performed and model simulations can be used to estimate VȮ 2 max and ċLamax and, consequently, the metabolic profile. A recent paper claimed very strong correlations between calculated and experimentally determined parameters (VȮ 2 max, MLSS) using this approach 14 . Regrettably, the authors did not demonstrate how the model was used to obtain VȮ 2 max, ċLamax and MLSS. ...
... The results of this study can be compared to an investigation performed by Podlogar et al. (2022) 14 . ...
... The results of this study can be compared to an investigation performed by Podlogar et al. (2022) 14 . ...
... For the sake of validity, a Bland-Altman-Comparison is conducted. The limits of agreement are defined a priori as ± 300 ml/min based on the results of a previously published paper allegedly using a similar method and the reliability of VȮ2max measurements 25,26 . ...
... Validity is assessed by performing a Bland-Altman-Analysis. The limits of agreement are defined a priori as ± 300 ml/min based on the reliability of VȮ2max measurements 25,26 . ...
... The data for this study are retrieved from the paper of Padilla et al (6) (table 1) and are used to feed a mathematical model of muscle metabolism (INSCYD GmbH, version 2.0, Salenstein, Switzerland). This model has been validated for the determination ofV O2max and MLSS in well-trained cyclists (7,8). Individual data used to run these calculations were: sex, body mass,V O2max, gross efficiency (GE) and MLSS. ...
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World hour record | Cycling | Metabolic profile | VLamax | Substrate utilization | Mathematical modelling Headline T he cycling world hour record (WHR) is one of the most mythical and prestigious cycling performances. For one hour, cyclists aim to cover the longest distance possible on a cycling velodrome. Many of the most successful and legendary cyclists, such as Fausto Coppi, Jacques Anquetil, Francesco Moser, Eddy Merckx, Miguel Indurain or Bradley Wiggins have focused on improving the WHR during their careers. Despite the increasing scientific information on professional cycling performance (1-4), scientific data on the WHR is rather limited. Aim Bassett and colleagues used a mathematical model to compare calculated data with empirical data from the WHR 1967-1996 (5). They concluded that since 1967, about 60% of the improvement in the hour record distance has come from aerodynamic improvements and about 40% from higher power outputs. The authors estimated that for future attempts a minimum of 440 W at sea level would be required. Padilla and colleagues described the physiological profile and aerodynamics of an elite road cyclist leading to a successful WHR attempt (6). Based on their model, they calculated an average power output during the WHR of 510 W (∼6.3 W·kg −1). However, the metabolic requirements for a successful WHR are not disclosed by these average power outputs alone. In other words, the contribution of aerobic and anaerobic energy pathways during a WHR is not yet disclosed. Such improved understanding of the lactate dynamics and aerobic/anaerobic energy contributions of a successful WHR attempt could be used to optimize the training process for future athletes attempting to improve the WHR. Therefore, the aim of the current study is to compute the lactate dynamics and energy contributions of a successful WHR attempt based on previously published data (6). Methods The data for this study are retrieved from the paper of Padilla et al (6) (table 1) and are used to feed a mathematical model of muscle metabolism (INSCYD GmbH, version 2.0, Salenstein, Switzerland). This model has been validated for the determination ofV O2max and MLSS in well-trained cyclists (7,8). Individual data used to run these calculations were: sex, body mass,V O2max, gross efficiency (GE) and MLSS. Body composition was set at 9% body fat, which was not reported in the study of Padilla et al (6) but assessed based on literature data in professional cyclists (9,10). All other settings in the software such as detailed body composition was kept at default values as preset in the software (table 2). As the power at MLSS is a function of the maximal oxygen uptake (V O2max) and the maximal glycolytic rate (VLamax) (11-13) and using the power output at a BLC of 4 mmol·l −1 (LT4) as an approximation for the MLSS (14), VLamax could be calculated from the available data. Based on the mea-suredV O2max (ml·kg −1 ·min −1) and the calculated VLamax (mmol·l −1 ·s −1), the aerobic and anaerobic energy contribution , and the lactate accumulation rate (mmol·l −1 ·min −1) at WHR power (510 W) was calculated. Table 1. Data retrieved from Padilla et al (2000). Height (cm) Weight (kg)V O2max (l·min −1) LT4 (W) GE (%) WHR PO (W) WHR BLC 188 81 6.4 505 26 510 5.2 Table 2. Applied default settings in the INSCYD software for body composition based on a body fat percentage of 9%. Body water (% body mass) Total muscle mass (% body mass) Muscle mass used (% muscle mass) Lactate distribution space (% body mass) 68.88 42.42 65 50.63 sportperfsci.com 1 SPSR-2024 | November | 244 | v1
... It is typical to use a maximal sprint test of 10 to 20-s to estimate ̇L amax (Hauser et al., 2014;Niessen, Hartmann, & Beneke, 2015;Nitzsche, Baumgärtel, & Schulz, 2018;Podlogar, Cirnski, Bokal, & Kogoj, 2022;Yang et al., 2023); however, there are few studies on the reliability of ̇L amax testing. Authors recently reported that repeated 15sec sprints were only moderately reliable for estimating ̇L amax in cyclists (Harnish, Swensen, & King, 2023). ...
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Blood lactate is used in a variety of ways to optimize performance. Many methods to estimate various aspects of endurance performance have been proposed, including for the estimation of the maximum rate of lactate accumulation (̇Lamax). The purpose of this study was to determine if two alternative methods to estimate alactic time improves the reliability of measuring ̇L amax. Methods: Sixteen men and twelve women completed two sprint sessions over 1-week. After a standardized 10-min warmup, subjects rested passively for 1-min whereupon a 3-µl blood sample was taken to assess baseline blood lactate concentration (BLC). Subjects then completed a 15-s sprint, and then rested passively while multiple blood samples were taken until blood lactate levels peaked. ̇L amax was calculated using either a standard 5-sec alactic time (Talac), or the time to peak power output (TTP). Differences and reliability across trials were analyzed using a paired-sample t-test, and coefficient of variation, Pearson correlation, and intraclass correlation (ICC), respectively; α was set at 0.05 and data are reported as mean ± sd. Results: Power (W) was similar across trials (773.0 ±143.5 vs. 758.2 ± 127.4; p = 0.333) with a CV of 4.7%. ̇L amax (mM. L-1. s-1) was similar across trials for Talac (0.727 ± 0.235 vs 0.682 ± 0.237; p = 0.199), and TTP (0.653 ± 0.208 vs. 0.601 ± 0.20; p = 0.201). Both methods yielded moderate reliability with CV, ICC, and R values of 16.6%, 0.636, and 0.601 for Talac and 18.1%, 0.466, and 0.47 for TTP. Conclusions: 15-s cycling sprint ̇L amax remains only moderately reliable even with modified Talac.
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Emerging trends in technological innovations, data analysis and practical applications have facilitated the measurement of cycling power output in the field, leading to improvements in training prescription, performance testing and race analysis. This review aimed to critically reflect on power profiling strategies in association with the power-duration relationship in cycling, to provide an updated view for applied researchers and practitioners. The authors elaborate on measuring power output followed by an outline of the methodological approaches to power profiling. Moreover, the deriving a power-duration relationship section presents existing concepts of power-duration models alongside exercise intensity domains. Combining laboratory and field testing discusses how traditional laboratory and field testing can be combined to inform and individualize the power profiling approach. Deriving the parameters of power-duration modelling suggests how these measures can be obtained from laboratory and field testing, including criteria for ensuring a high ecological validity (e.g. rider specialization, race demands). It is recommended that field testing should always be conducted in accordance with pre-established guidelines from the existing literature (e.g. set number of prediction trials, inter-trial recovery, road gradient and data analysis). It is also recommended to avoid single effort prediction trials, such as functional threshold power. Power-duration parameter estimates can be derived from the 2 parameter linear or non-linear critical power model: P ( t ) = W ′/ t + CP ( W ′—work capacity above CP; t —time). Structured field testing should be included to obtain an accurate fingerprint of a cyclist’s power profile.
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The maximal oxygen uptake (V.O2max) is the primary determinant of endurance performance in heterogeneous populations and has predictive value for clinical outcomes and all-cause mortality. Accurate and precise measurement of V.O2max requires the adherence to quality control procedures, including combustion testing and the use of standardized incremental exercise protocols with a verification phase preceded by an adequate familiarization. The data averaging strategy employed to calculate the V.O2max from the breath-by-breath data can change the V.O2max value by 4–10%. The lower the number of breaths or smaller the number of seconds included in the averaging block, the higher the calculated V.O2max value with this effect being more prominent in untrained subjects. Smaller averaging strategies in number of breaths or seconds (less than 30 breaths or seconds) facilitate the identification of the plateau phenomenon without reducing the reliability of the measurements. When employing metabolic carts, averaging intervals including 15–20 breaths or seconds are preferable as a compromise between capturing the true V.O2max and identifying the plateau. In training studies, clinical interventions and meta-analysis, reporting of V.O2max in absolute values and inclusion of protocols and the averaging strategies arise as imperative to permit adequate comparisons. Newly developed correction equations can be used to normalize V.O2max to similar averaging strategies. A lack of improvement of V.O2max with training does not mean that the training program has elicited no adaptations, since peak cardiac output and mitochondrial oxidative capacity may be increased without changes in V.O2max.
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Prescribing the frequency, duration, or volume of training is simple as these factors can be altered by manipulating the number of exercise sessions per week, the duration of each session, or the total work performed in a given time frame (e.g., per week). However, prescribing exercise intensity is complex and controversy exists regarding the reliability and validity of the methods used to determine and prescribe intensity. This controversy arises from the absence of an agreed framework for assessing the construct validity of different methods used to determine exercise intensity. In this review, we have evaluated the construct validity of different methods for prescribing exercise intensity based on their ability to provoke homeostatic disturbances (e.g., changes in oxygen uptake kinetics and blood lactate) consistent with the moderate, heavy, and severe domains of exercise. Methods for prescribing exercise intensity include a percentage of anchor measurements, such as maximal oxygen uptake (V˙O2max{\dot{\text{V}}\text{O}}_{{{\text{2max}}}}), peak oxygen uptake (V˙O2peak{\dot{\text{V}}\text{O}}_{{{\text{2peak}}}}), maximum heart rate (HRmax), and maximum work rate (i.e., power or velocity—W˙max{\dot{\text{W}}}_{{\max}} or V˙max{\dot{\text{V}}}_{{\max}}, respectively), derived from a graded exercise test (GXT). However, despite their common use, it is apparent that prescribing exercise intensity based on a fixed percentage of these maximal anchors has little merit for eliciting distinct or domain-specific homeostatic perturbations. Some have advocated using submaximal anchors, including the ventilatory threshold (VT), the gas exchange threshold (GET), the respiratory compensation point (RCP), the first and second lactate threshold (LT1 and LT2), the maximal lactate steady state (MLSS), critical power (CP), and critical speed (CS). There is some evidence to support the validity of LT1, GET, and VT to delineate the moderate and heavy domains of exercise. However, there is little evidence to support the validity of most commonly used methods, with exception of CP and CS, to delineate the heavy and severe domains of exercise. As acute responses to exercise are not always predictive of chronic adaptations, training studies are required to verify whether different methods to prescribe exercise will affect adaptations to training. Better ways to prescribe exercise intensity should help sport scientists, researchers, clinicians, and coaches to design more effective training programs to achieve greater improvements in health and athletic performance.
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Exercise and sport sciences continue to grow as a collective set of disciplines by investigating a broad array of basic and applied research questions. Despite the progress, there is room for improvement. A number of problems pertaining to reliability and validity of research practices hinder advancement and the potential impact of the field. These problems include: 1) inadequate validation of surrogate outcomes, 2) too few longitudinal and 3) replication studies, 4) limited reporting of null or trivial results, and 5) insufficient scientific transparency. The purpose of this review is to discuss these problems as they pertain to exercise and sport sciences based on their treatment in other disciplines, namely psychology and medicine, and propose a number of solutions and recommendations.
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