Participants
All participants were recruited in a collegiate women lacrosse squad from July 2019 to November 2019. Self-report regarding history of injury was collected from 56 players in the squad by a physical therapist who has a 17-year experience in the field of musculoskeletal and sports physical therapy. MTSS history is defined by the following criteria: 1) players experienced an atraumatic occurrence of pain and tenderness in the distal two-thirds of the medial tibia, which lasted at least 1 week; 2) pain was aggravated by running; and 3) training was limited by pain.[10] No history of lower limb injuries was defined as absence of any pain or trauma in the lower limbs, which may disturb lacrosse training. If players had ongoing symptoms, which met the criteria during research period, these players were excluded. Nine players had an MTSS history. Among them, three players had an MTSS history in both legs. In those cases, the two legs were separately counted as independent leg. Also, twelve players who had no history of lower limb injuries were recruited. Thus, data from 12 legs with MTSS history (MTSS history group) and 12 legs without any history of injuries (no history group) were collected in this study (Table 1). All the participants provided written informed consent prior to participating.
Three Dimensional Assessment
Three dimensional assessments were performed at the University’s laboratory. Twelve and four reflective markers were attached to the anatomical landmarks of the foot and shank, respectively, according to the Rizzoli Foot Model (RFM) [11]. Eight infrared cameras (Oqus; QUALIYSIS, Göteborg, Sweden) were set to collect marker trajectories on the foot and shank. Double-leg standing posture for 5 s was recorded to normalize the angles during the drop jump. Then, the players were instructed to perform a single-leg drop jump from a 30-cm box. Sufficient practice was allowed for the players to be familiar with the task before the measurement. Verbal instruction was provided to the players that they drop off the box and leap up vertically as high as possible immediately after landing. All the participants showed forefoot contact during drop jump. A force plate (Kistler, Winterthur, Switzerland) was set in front of the box to decide the landing and take-off timings. Three successful drop jumps were recorded at a sampling rate of 200 Hz.
Data Processing
The segment angle data from landing to leaping, which were decided based on the ground reaction force data measured by the force plate, were selected and analyzed. The ground reaction force data were filtered with a low-pass filter at 12 Hz. A vertical component of the ground reaction force >10 N was defined as the point of landing on the force plate [12]. The point at which the force became <10 N after the landing was defined as the point of leaping. The segment angle data were analyzed using the Visual 3D software (C-motion Inc., Maryland, USA). Three-dimensional (3D) marker trajectories were filtered using a fourth-order Butterworth low-pass filter with a 6-Hz cut-off frequency [13]. The shank, rearfoot, midfoot, and forefoot segments were created according to the RFM [11]. Orientations of X-axis pointing forward, Y-axis pointing upward, and Z-axis pointing to the right according to a standardization proposal [14] (Fig. 1). A Cardan sequence (Z-X-Y, representing dorsi-plantar flexion, eversion-inversion, and abduction-adduction) was used to calculate relative angles between segments. A positive value represents dorsiflexion, eversion, and abduction and a negative value means plantar flexion, inversion, and adduction. Three-dimensional rearfoot segment rotation relative to the shank was defined as rearfoot motion. Three-dimensional midfoot segment rotation relative to the rearfoot was defined as midfoot motion. Moreover, three-dimensional forefoot segment rotation relative to the midfoot was defined as forefoot motion. The segment angles of the rearfoot, midfoot, and forefoot were calculated. Since the segment motion in the transverse plane was relatively small, only the sagittal and coronal plane motions were calculated. The segment angles were normalized to the static double-leg standing posture. The segment angles at landing and peak angles from landing to leaping were calculated. Segment excursion was measured as the difference between the angle at the landing and peak angle in the sagittal and coronal planes. Also, the segment angle data from landing to leaping in each trial were time-scaled to 100% for intersegmental coordination analysis.
Repeatability Assessment
Four players (one in the MTSS history group and three in the no history group) participated in the assessment for measurement repeatability. Repeated measurement was conducted more than a month after the first measurement. In order to assess the similarity of averaged kinematic waveforms of the foot segments acquired by two measurements, the coefficient of multiple correlation (CMC) was employed [15, 16]. The kinematic data from 5 feet from 4 participants were employed for repeatability analysis. The CMC value of 1 means perfect match and undefined value indicates dissimilar waveforms [16].
Intersegmental Coordination Analysis
To calculate intersegmental coordination, the modified vector coding technique was utilized [8, 9]. A coupling angle (Yi) for each instant (i) during the normalized drop jump task was calculated by this technique to quantify intersegmental coordination according to Equations (1) and (2) [13].
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)
Coupling angle (Yi) was calculated to show a value of 0–360° according to Equation (3).
![](data:image/png;base64,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)
The mean coupling angle (Yi) of three trials was calculated using circular statistics of Equations (4) and (5).
![](data:image/png;base64,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)
The following conditions (6) were applied to calculate the mean coupling angle (Yi) of 0–360°.
![](data:image/png;base64,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)
Instant intersegmental coordination patterns were categorized into one of four patterns according to mean coupling angle (
): (1) in-phase (22.5 ≦
< 67.5, 202.5 ≦
< 247.5): the proximal and distal segments rotate in the same direction with similar amplitudes; (2) anti-phase (112.5 ≦
< 157.5, 292.5 ≦
< 337.5), the proximal and distal segments rotate in opposite directions; (3) proximal phase (0 ≦
< 22.5, 157.5 ≦
< 202.5, 337.5 ≦
≦ 360), the proximal segment dominantly rotates compared with the distal segment in the same direction; and (4) distal phase (67.5 ≦
< 122.5, 247.5 ≦
< 292.5), the distal segment dominantly rotates compared with the proximal segment in the same direction [9]. The percentage of each pattern was calculated for each foot.
Sample size calculation
Statistical power analysis was conducted with the G*power version 3.1 (Heinrich-Heine Universität, Germany). Because there was no previous data which compared intersegmental coordination pattern difference between athletes with and without MTSS history, results from this study were used for a priori power analysis. Minimum sample size was calculated with obtained effect size of 1.3, which was the minimum value among intersegmental coordination pattern comparison with significant difference, significance level of 0.05 and power level of 0.8. If sufficient number of participants was not achieved with the measured intersegmental coordination pattern data, further participant recruitment and measurements were planned.
Statistical Analysis
The SPSS Statistics version 25.0 (IBM, USA) was used for statistical comparison between groups. The Shapiro-Wilk and Levene tests were used to confirm the normal and equal data distributions, respectively. For group comparison in demographic data, angles at landing, peak angles, excursion, and percentage of each intersegmental pattern between the rearfoot and midfoot and the midfoot and forefoot in the sagittal and coronal planes, the Student’s t-test, Welch’s t-test, or Mann-Whitney U test were employed depending on the normal and equal distributions. The Cohen’s d was employed to calculate the effect size for group comparison (effect size: small, 0.2– 0.5; medium, 0.5–0.8; larger, more than 0.8) [17]. The α level was set at 0.05.