Undulatory Underwater Swimming Performance and Kinematics:
International- vs National-Level Female Swimmers
Jesús J. Ruiz-Navarro
1a
, Adrián Febles-Castro
1b
, Óscar López-Belmonte
2c
,
Francisco Cuenca-Fernández
3d
and Raúl Arellano
1e
1
Aquatics Lab, Department of Physical Education and Sports, Faculty of Sport Sciences, University of Granada,
Granada, Spain
2
Department of Didactics of Musical, Artistic and Bodily Expression, Faculty of Education, University of Valladolid,
Soria, Spain
3
Department of Sports and Computer Sciences, Universidad Pablo de Olavide, Seville, Spain
Keywords: Dolphin Kick, Competitive Swimming, Biomechanics, Velocity, Assessment.
Abstract: This study aimed to compare undulatory underwater swimming (UUS) performance and kinematics between
international- and national-level female swimmers. Seven international level female swimmers (18.9 ± 3.4
years; 67.2 ± 4.4 kg of body mass; 175 ± 4.8 cm of body height; and 804 ± 35 World Aquatics points) and
seven national level female swimmers (17.6 ± 1.7 years; 57.4 ± 4.1 kg of body mass; 166 ± 4.9 cm of body
height; and 662 ± 65 World Aquatics points) performed three maximal-effort 15 m UUS trials. Seven body
landmarks were auto-digitalized during UUS by a pre-trained neural network and 21 kinematic variables were
calculated. The results showed no statistically significant differences across the variables analysed (p > 0.05);
however, mean and minimum UUS velocities showed a clear trend toward better performance in international-
level swimmers (p = 0.055–0.057; d = 0.91–0.92). In conclusion, there was a tendency for superior UUS
performance among international-level swimmers compared to national-level swimmer. Furthermore,
variations in UUS technique appear to be more strongly influenced by individual physical and anatomical
characteristics than by performance level alone.
1 INTRODUCTION
Aside from the initial dive, the highest velocities in
butterfly, backstroke, and freestyle events are
achieved during the underwater phase (Ruiz-Navarro
et al., 2022) Consequently, this segment is considered
one of the most critical for overall performance
(Mason & Cossor, 2001). During this phase,
swimmers propel themselves forward using
undulatory underwater swimming (UUS), a technique
characterized by wave-like body movements while
maintaining a streamlined position with the arms
extended and held together above the head
(Connaboy et al., 2010). During each kick cycle, a
complete downward (downbeat) and upward (upbeat)
a
https://orcid.org/0000-0002-0010-7233
b
https://orcid.org/0000-0001-8572-2042
c
https://orcid.org/0000-0003-4292-2460
d
https://orcid.org/0000-0003-2942-4862
e
https://orcid.org/0000-0002-6773-2359
movement of the lower limbs is performed to
generate propulsion (Higgs et al., 2016).
Current rules and regulations limit the
underwater phase during competition to a maximum
of 15 meters. In this regard, the distance covered
underwater varies across different performance levels
(Pla et al., 2021; Veiga et al., 2016). Race analyses
have shown that higher-level performers tend to
spend more time underwater, cover longer distances,
and achieve higher velocities during this phase (Pla et
al., 2021). These factors provide greater advantages
in start and turn performance, thereby contributing
positively to overall race outcomes (Arellano et al.,
1994; Morais et al., 2019).
110
Ruiz-Navarro, J. J., Febles-Castro, A., López-Belmonte, Ó., Cuenca-Fernández, F. and Arellano, R.
Undulatory Underwater Swimming Performance and Kinematics: International- vs National-Level Female Swimmers.
DOI: 10.5220/0013821400003988
Paper published under CC license (CC BY-NC-ND 4.0)
In Proceedings of the 13th International Conference on Sport Sciences Research and Technology Support (icSPORTS 2025), pages 110-115
ISBN: 978-989-758-771-9; ISSN: 2184-3201
Proceedings Copyright © 2025 by SCITEPRESS Science and Technology Publications, Lda.
Given the increasing importance of UUS,
various performance-related variables have been
investigated in the literature (Atkison et al., 2014;
Higgs et al., 2017; Matsuda et al., 2021). Among the
studied variables highlights the joints’ amplitude,
range of motion, and angular velocities, as well as toe
vertical velocity, kick frequency, and kick length
(Ruiz-Navarro et al., 2022) These variables are either
linked to performance outcomes or used to
characterize swimmers’ movement patterns
(Connaboy et al., 2010; Higgs et al., 2017; Ruiz-
Navarro et al., 2022). However, there is currently no
up-to-date comparison of these variables across
swimmers of different performance levels (Arellano
et al., 2002).
Female athletes have historically been
underrepresented in sport science research (Meyer &
Cobley, 2024) highlighting the need for targeted
investigations, particularly in swimming, where
significant differences in anthropometric and
physiological characteristics may influence
performance and technique(Janssen et al., 2000;
Miller et al., 1993). Thus, this study aimed to compare
UUS performance and kinematics between
international- and national-level female swimmers. It
was hypothesized that international-level female
swimmers would exhibit superior performance
outcomes compared to their national-level
counterparts.
2 METHODS
2.1 Participants
Seven international-level female swimmers (18.9 ±
3.4 years, 67.2 ± 4.4 kg of body mass, 175 ± 4.8 cm
of body height, and 804 ± 35 World Aquatics Points
(Level 2 (Ruiz-Navarro et al., 2023)) belonging to the
same national squad and seven national-level female
swimmers (17.6 ± 1.7 years, 57.4 ± 4.1 kg of body
mass, 166 ± 4.9 cm of body height, and 662 ± 65
World Aquatics Points (Level 3 (Ruiz-Navarro et al.,
2023)members of the same swimming squad
participated in this study. The protocol was explained
to the swimmers and their parents or legal guardians
(for swimmers under 18 years old) before obtaining
their written consent.
2.2 Data Collection
Swimmers were assessed in a single testing session.
After anthropometric measurements were taken using
a stadiometer (Seca 799, Hamburg, Germany),
swimmers were marked on the right side of the body
with a 3-cm-diameter circle of black body paint at the
following anatomical landmarks: the styloid process
of the ulna, the head of the humerus, the greater
trochanter of the femur, the lateral epicondyle of the
femur, the lateral malleolus of the fibula, and the 5th
metatarsal phalangeal joint of the foot (toe) (Figure
1). These specific points represent the joint centres of
the wrist, shoulder, hip, knee, and ankle and the most
distal point of the foot, respectively (Naemi &
Sanders, 2008). Subsequently, swimmers performed
their one warm-up, with special focus on UUS.
Figure 1: Representation of the 6 anatomical landmarks.
Afterwards swimmers performed 3 × 15 m trials
with at least 3 min of total recovery between trials
(Higgs et al., 2017).Swimmers were instructed to
maintain a consistent depth of 1 m throughout the 15
m to control wave drag effects, otherwise, they would
be requested to perform an extra trial (Vennell et al.,
2006). Trials were conducted in lane three, 5.2 m
from the side wall. All the trials were recorded with
one stationary underwater camera (GoPro HERO 9,
60Hz, 2.7K, California, USA) positioned at 7.5 m
from the starting wall and 1 m below the surface with
the optical axes perpendicular to the swimming
direction, recording the area between 5 and 10 m
(Ruiz-Navarro et al., 2024). This setup ensured that
two complete kick cycles were recorded per trial, with
a total of six cycles analysed to provide a
representative and reliable assessment of UUS
kinematics (Connaboy et al., 2010).
2.3 Data Analysis
The UUS trials were analysed following Papic et al.
(2020) procedures, using a pre-trained Neural
Network in DeepLabCut
TM
with a mean test error of
5.5 mm (Ruiz-Navarro et al., 2024). The “Cinalysis”
software (Elipot et al., 2010) was used to compute the
calibration coefficients by applying a 2D direct linear
transformation with a calibration plane (2.05 × 1.60
m) containing 37 calibration points in Matlab 2016
(MathWorks Inc., Natick, Mass., USA). The
calibration error was assessed as the reprojection
error, where root-mean-square error (RMSE) of the
Undulatory Underwater Swimming Performance and Kinematics: International- vs National-Level Female Swimmers
111
reconstructed calibration marker positions were for
the x- and y-axis coordinates 0.003 m and 0.002 m,
respectively. Two full kick cycles were digitised for
each trial, with an additional 15 frames included
before and after the start and end points to preserve
signal continuity during filtering and time derivative
calculation (Vaughan, 1982). A fourth-order low pass
Butterworth filter with a cut off frequency of 6 Hz
was employed to smooth the data. Finally, the
following kinematics variables were calculated using
the methods employed by (Connaboy et al., 2010) in
Python 3.9: mean, maximum, and minimum
undulatory underwater swimming velocity (denoted
as mean U, max U, and min U, respectively), cycle
length, kick frequency, and vertical joint center
amplitudes of the wrist, shoulder, hip, knee, ankle,
and fifth metatarsal phalangeal joint. Additionally,
joint ranges of motion and mean angular velocities of
the shoulder, hip, knee, and ankle, as well as mean
and maximum vertical toe velocity, were assessed.
2.4 Statistical Analysis
The data are expressed as mean ± standard deviation
(SD). The normality of all variables was assessed
using the Shapiro-Wilk test. An independent t-test
was conducted to compare swimmers across
performance levels. Effect sizes were calculated
using Cohen’s d to estimate the magnitude of
differences in the analysed variables. The effect size
was categorized as follows: small if 0 |d| 0.5,
medium if 0.5 < |d| ≤ 0.8, and large if |d| > 0.8 (Cohen,
1988). All statistical procedures were performed
using the Jamovi software package version 2.3.28.0
(Jamovi Project 2022, Sydney, Australia, retrieved
from https://www.jamovi.org) with the level of
statistical significance set at 0.05. Subsequently, a
post hoc power analysis was conducted for the
independent t-test using G*Power version 3.1.9.7
(Universität Düsseldorf, NRW, Germany).
3 RESULTS
Table 1 presents performance level-based mean ± SD
differences for UUS performance and kinematic
variables along with corresponding p-values, and
effect sizes (Cohen’s d). The statistical power ranged
from 0.06 to 0.63 across the observed effect size
range of 0.03 to 1.12.
Table 1: Performance level-based differences.
Variable
Level
2
Level
3
Diff. p d
Mean U
(m/s)
1.61 ±
0.14
1.49 ±
0.13
0.12 0.057 0.91
Max U (m/s)
1.90 ±
0.12
1.88 ±
0.17
0.02 0.384 0.16
Min U
(
m/s
)
1.20 ±
0.19
1.06 ±
0.12
0.14 0.055 0.92
Cycle length
(m)
0.71 ±
0.05
0.72 ±
0.11
-0.01 0.586 0.12
Kick freque-
ncy (Hz)
2.27 ±
0.31
2.10 ±
0.35
0.17 0.177 0.52
Wrist ampli-
tude
(
m
)
0.06 ±
0.02
0.07 ±
0.02
-0.98 0.810 0.49
Shoulder
amplitude
(m)
0.06 ±
0.01
0.07 ±
0.02
-0.75 0.790 0.45
Hip
amplitude
(m)
0.12 ±
0.03
0.13 ±
0.02
-0.82 0.714 0.31
Knee ampli-
tude
(
m
)
0.23 ±
0.04
0.26 ±
0.03
-3.23 0.954 0.98
Ankle ampli-
tude
(
m
)
0.37 ±
0.06
0.41 ±
0.04
-3.63 0.884 0.67
Toe ampli-
tude (m)
0.51 ±
0.07
0.54 ±
0.05
-2.67 0.795 0.46
Shoulder
ROM (º)
22.0 ±
5.6
24.5 ±
5.3
-2.48 0.796 0.46
Hip ROM (º)
38.6 ±
8.3
46.7 ±
6
-8.07 0.971 1.12
Knee
ROM (º)
72.2 ±
9.1
79.5 ±
3.8
-7.35 0.964 1.05
Ankle
ROM (º)
46.1 ±
9.5
45.0 ±
7.8
1.06 0.412 0.12
Mean
shoulder
angular
velocit
y
(
º/s
)
100.8 ±
25.6
107.4 ±
20.4
-6.6 0.699 0.29
Mean hip
angular
velocity (º/s)
168.2 ±
30.5
200.1 ±
47.1
-31.8 0.920 0.80
Mean knee
angular
velocity (º/s)
372.0 ±
39.8
414.8 ±
51.4
-42.7 0.946 0.93
Mean ankle
angular
velocit
y
(
º/s
)
277.9 ±
67.8
275.3 ±
88.6
2.58 0.476 0.03
Mean toe
vertical
velocity
(m/s)
1.14 ±
0.04
1.11 ±
0.12
2.42 0.306 0.28
Max toe
vertical
velocity
(
m/s
)
4.09
±
0.28
4.04
±
0.31
5.14 0.375 0.17
Abbreviations: U, undulatory underwater swimming
velocity; ROM, range of motion.
icSPORTS 2025 - 13th International Conference on Sport Sciences Research and Technology Support
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4 DISCUSSION
This study aimed to compare UUS performance and
kinematics between international-level (Level 2) and
national-level (Level 3) female swimmers. While no
statistically significant differences were observed
across the variables assessed, a notable trend emerged
in UUS performance and kinematics. Specifically,
both mean and minimum underwater swimming
velocity demonstrated a large effect size (p = 0.057;
d = 0.91 and p = 0.055; d = 0.92, respectively; and
statistical power (1 β) = 0.49, for both) that might
indicate differences between performance level.
When compared to previous studies, similar UUS
velocity values were observed in a sex-mixed sample
of international-level swimmers (Arellano et al.,
2002).However, the present study focuses
exclusively on female swimmers. In the
aforementioned study, significant differences were
found between international- and national-level
swimmers, with national-level athletes demonstrating
notably lower performance (1.25 m/s) compared to
those in the current sample (1.49 m/s). Altogether,
these findings highlight the increasing importance of
the UUS phase in modern competitive swimming and
its contribution to overall performance (Pla et al.,
2021; Veiga et al., 2016).
With regard to maximum and minimum UUS
velocities, a trend toward group differences was
observed in minimum velocity. This velocity
typically occurs during the upbeat phase of the kick
(Arellano et al., 2002), which can be technically
challenging due to human anatomical constraints
(Loebbecke et al., 2009). Notably, and in accordance
to the tendency observed in our results, this phase has
been suggested to distinguish the fastest swimmers
from their peers, and it is the most responsive to
improvement following targeted UUS training
interventions in young swimmers (Ruiz-Navarro et
al., 2021).
There is an optimal combination of kick
frequency and kick length that is specific to each
swimmer (Yamakawa et al., 2017). Consequently, the
different anthropometric characteristics between
swimmers may have led to greater intra-group
variability, potentially obscuring differences between
them. Moreover, equal velocities can be reached in
different ways by increasing the magnitude of the
propulsive impulse relative to the active drag
experienced (Connaboy et al., 2016). For instance,
while some swimmers rely on greater undulations
aiming for greater propulsion, they also produce
greater resistance, while the opposite may also occur.
Thus, the lack of differences in swimming kinematics
may be more indicative of individual differences than
to the performance level and therefore, future
research should aim to compare swimmers of
different performance level within the same cluster.
As observed in elite short-course swimming,
consistency in turn performance and control of intra-
individual variation appear more indicative of high-
level execution than isolated kinematic outputs
(Cuenca-Fernández et al., 2022). This highlights the
need to consider alternative predictors that may
underlie such consistency, such as body shape,
passive drag characteristics, and gliding efficiency.
Individual anatomical differences, like torso-to-hip
ratios or streamline profiles, can substantially
influence how force is translated into forward motion
and how effectively drag is minimized. These
biomechanical and morphological features may
explain performance differences even when
kinematic metrics appear similar across swimmers.
Thus, to enhance our understanding of elite UUS
performance, future research should incorporate
multidimensional analyses that include
anthropometrics, hydrodynamic profiling, and
gliding capabilities alongside traditional kinematics.
Another point to consider is that the
measurements were not taken in a competitive
environment, with swimmers fully rested, unlike
during actual races. These measurements are indeed
commonly used to characterize swimmers’
movements (Connaboy et al., 2010). However, during
a race, factors such as physical conditioning and
fatigue may affect UUS performance (Taladriz et al.,
2015), and differences in UUS between levels might
become more pronounced as the race progresses.
Finally, it is important to acknowledge the
limitation posed by the relatively small sample size.
Although the study successfully included high-level
swimmers, who are typically difficult to recruit, the
limited number of participants resulted in reduced
statistical power, which likely contributed to the
absence of statistically significant differences by
increasing the risk of a Type II error, thus, the results
should be interpreted with caution. Moreover, the
high degree of individual variation in technique
within each group may have influenced the kinematic
outcomes, further masking potential performance-
related differences. Additionally, overall swimming
performance does not necessarily imply superiority
across all phases of the race. As such, specific
weaknesses in some international-level swimmers
may have aligned with strengths in certain national-
level swimmers, potentially contributing to the lack
of clear group differences. To better interpret
individual performance within specific race phases,
Undulatory Underwater Swimming Performance and Kinematics: International- vs National-Level Female Swimmers
113
future research should establish benchmarks and
corresponding percentiles for key UUS kinematic
variables.
5 CONCLUSIONS
In conclusion, the findings suggest a trend toward
superior UUS performance—particularly during the
upbeat phase—in Level 2 (international) compared to
Level 3 (national) female swimmers. However, no
clear differences in kinematic variables were
observed between groups, which may indicate that
variations in UUS technique are more strongly
influenced by individual physical and anatomical
characteristics than by performance level alone. Our
findings should be interpreted as exploratory rather
than confirmatory and future studies combining
biomechanics, anthropometrics, and hydrodynamics
are needed to build on these preliminary results.
ACKNOWLEDGEMENTS
We extend our sincere gratitude to all the swimmers
and coaches who voluntarily participated and allowed
us to conduct assessments as part of this study. This
study was supported by the Grant PID2022-
142147NB-I00 (SWIM III) funded by
MICIU/AEI/10.13039/501100011033/ and by
ERDF, EU. AFC holds an FPI fellowship which is
funded through the aforementioned grant.
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