Introduction
Abnormal scapular kinematics are associated with a number of shoulder pathologies, including, but not limited to, shoulder impingement syndrome [1, 2], rotator cuff tendinopathy [3], rotator cuff tears [4], shoulder instability [5], and adhesive capsulitis [6, 7].
A variety of methods have been proposed to quantify scapular movement. These have progressed from initial attempts utilizing two-dimensional radiographs to modern experimental designs creating digital maps from high-speed computerized imaging [8]. In 1944, Inman et al utilized two-dimensional analysis of radiographs to report a 2:1 relationship between glenohumeral elevation and upward rotation of the scapula [9]. This relationship was termed the scapulohumeral rhythm, and recent studies have reported similar rhythm ratios [10–12]. Despite being able to capture broad motions, these initial methodologies fail to account for “out of plane” movements and provide inaccurate definitions for scapular motions [13]. To address these issues, three-dimensional techniques including three-dimensional radiographic analysis [14], three-dimensional digitization techniques [15–17], and three-dimensional electromagnetic-based measurements [18, 19] were developed. However, none thus far has been clinically accepted as a model for shoulder biomechanics.
Existing noninvasive approaches to tracking scapular motion have limitations. Because of the scapula’s complex 3-dimensional kinematics and its mobility relative to the overlying skin, tracking the scapula using surface markers can be difficult and can produce systematic error [20]. Karduna et al present two noninvasive methods for measuring scapular orientation using surface cutaneous markers [21]. The first is a custom adjustable jig that attaches to the scapular spine [21–23]. The second method consists of applying an electromagnetic sensor to the skin over the acromion to track scapular motion [21]. While both methods offer reasonable validity in measuring scapular motion, with less than ten-degree error measuring between 30 and 120-degrees of humerothoracic elevation, the acromial projections were found to more accurately measure upward rotation of the scapula [21]. Although it is difficult to track the scapula using cutaneous methods, the advantages of this technique over other previous methodologies are ease of use and the noninvasive approach [24]. The use of an electromagnetic sensor on an acromion cluster has been found to be an effective method of tracking the scapula as validated by a recent study using bone pins [25]. Unfortunately, electromagnetic systems are limited both by the number of channels that can be simultaneously recorded, by requiring close proximity of the participant to the system’s receiver, and by requiring that the participant be “wired” to the device. Video motion capture systems, in contrast, allow for simultaneous collection of additional segmental data (e.g., simultaneous capture of the humerus, thorax and neck), while reducing the proximity requirements. These factors ultimately led to the use of video motion capture in measuring shoulder kinematics.
The purpose of this investigation was to assess the accuracy of a method for measuring the three-dimensional dynamics of the shoulder complex utilizing video motion capture and reflective cutaneous markers affixed to the skin over the acromion process. This would provide an easy-to-use, noninvasive model for assessing shoulder biomechanics for use in studies of shoulder injury.
Methods
Participants
The protocol for data collection and participant interaction was approved by the Human Research Protection Office (HRPO). A convenience sample of nine healthy adults, consisting of four men and five women, was recruited by word of mouth. Participants were between 24 and 32 years of age (Table 1). Eight participants were right-handed; one left-handed.
Table 1.
Participant information
| Variable | Mean | Standard Deviation |
|---|---|---|
| Weight | 72kg | 10kg |
| Height | 180cm | 12cm |
| BMI | 21.2 | 7 |
| Age | 24 – 32 years | |
Inclusion criteria included age 18 years or older and able to perform active humeral elevation of 135 degrees or more. Additionally, participants had to understand and follow verbal commands. Exclusion criteria included any history of upper extremity surgeries; injury to the upper extremity within the past 6 months; current upper extremity pain or movement restrictions; or an inability to hold the arm in static positions at 0, 30, 60, 90, and 120 degrees, and end-range, for up to one minute while being measured by an examiner.
Equipment
A six-camera video motion capture system recorded three-dimensional movements as each participant sat comfortably on a stool in the center of a room. An optical infrared motion capture system (Eagle-4 Digital RealTime System; Motion Analysis Corporation; Santa Rosa, CA) detected thirty-six 6mm diameter reflective markers attached to each participant, recording at 60 Hz. Positional data were later tracked and corrected offline (Cortex; Motion Analysis Corporation; Santa Rosa, CA).
A scapular jig (Figure 1a) was used to digitize scapula position during static trials [26]. The scapular jig consisted of two arms attached at an adjustable axis. Three apex markers were positioned on dull plastic digitizing pins corresponding to three vertices of the scapula: the acromion process, the root of the spine, and the inferior angle of the scapula. Custom-formed acromion triads (Figure 1b) were made from thermoplastic splint material (Rolyan 1/8" Polyform) for both the right and left acromion of each participant. These were created for each participant by palpating the acromial angle, acromioclavicular joint, and an arbitrary third bony acromion prominence – at the medial-posterior aspect of the acromion process, near it's junction with the spine of the scapula. Markers were placed on each of the three corners of the triad to represent the location of each of these palpated landmarks. (Figure 1c)
Figure 1.
Photographs of (a) jig and (b) acromial triad and (c) diagram of scapula local coordinate system.
Data Collection
Surface markers were placed on each participant at anatomically meaningful locations where subcutaneous tissues were thin to reduce marker movement artifacts. The inter- and intra-tester reliability of placing surface-based landmarks for video motion capture is high (r=0.953 and 0.957, respectively) [27]. Markers were applied to the torso, arms and forearms in accordance with recommendations of the International Shoulder Group (ISG) of the International Society for Biomechanics (ISB) [28] (Figure 2). Additional markers were placed along the acromion triad (Figure 1b), scapula (Figure 1c), and the vertex and zygomatic processes of the head, to measure movement of the scapula and head with respect to the thorax, as described previously [29]. The use of an acromion triad has been demonstrated to have acceptable between-trial (within-session) reliability [30]. Prior to motion capture, the scapular marker sets were attached when the participant was in an anatomically neutral position to ensure consistent placement. Anatomic neutral was defined as having participants’ arms relaxed at their sides, with forearms supine, with their backs comfortably straightened while seated on a stool with feet at shoulder width apart and knees bent at 90 degrees. After marker placement, the participants were seated in the center of the room, facing an investigator, and instructed to mirror the investigator in a series of planar upper extremity movements.
Figure 2.
Posterior view of participant with surface markers affixed to palpated bony landmarks. Markers are accentuated by the use of an led flash for the purpose of this photograph. Note that three markers on each acromion process are affixed via the thermoplastic acromion triad.
Participants began with a series of dynamic planar shoulder movements. Each participant performed the following three movements for three consecutive trials, first on one side then on the other: (1) humeral elevation in the coronal plane (humeral abduction), (2) humeral elevation in the sagittal plane (humeral flexion), and (3) humeral elevation in the scapular plane (humeral scaption). Humeral scaption was visually determined as 30 degrees anterior to the coronal plane of the thorax. Data were collected as the participant moved in concert with the investigator at a consistent speed (1Hz) guided by an electronic metronome. Beginning from the anatomic neutral position, participants moved one arm at a time through the arc of the particular planar movement to end range to a count of three seconds, returning to anatomic neutral position along the same path at the same rate. The data were collected continuously at the rate of 60 Hz. A second investigator modeled the movements and timing which the subject would mirror, and provided verbal feedback to the participant and first investigator.
Following dynamic trials, static movements were collected for humeral abduction, flexion, and scaption of the non-dominant upper extremity. Digitization with the jig was first performed by skin palpation of the three previously described bony landmarks of the scapula. Participants then elevated their arms to each of the following angles: anatomic neutral, 30°, 60°, 90°, 120°, and end-range, with angles confirmed by goniometer. Recording began once the jig was re-digitized in the new position. Elevation and digitization of the scapula took less than 60 seconds per trial, with 73% of trials being completed in under 30 seconds. On average, approximately one second of digitized data from each trial were used for the analyses. An overview of the testing process is available in Figure 3.
Figure 3.
Sequence of testing events.
Kinematics Processing
All kinematics processing was performed using custom MATLAB scripts [29] derived from Chadwick [31] as described by the ISB [28]. A local coordinate system (LCS) was generated for the thorax, each scapula and each humerus in accordance with ISB guidelines [28]. The scapula LCS (Figure 1c) was defined as follows:
| Originscapula: | Acromial angle. |
| Zscapula: | The line connecting the root of the spine and the acromial angle, pointing toward the acromial angle. |
| Xscapula: | The line perpendicular to the plane formed by the inferior angle, acromial angle, and root of the spine, pointing forward. |
| Yscapula: | The line perpendicular to Xscapula and Zscapula, pointing upward. |
The position of the inferior angle and spinal root of each scapula was defined relative to its respective acromion triad in the neutral trial. Virtual markers for the inferior angle and spinal root were generated based on these relationships and substituted for the surface markers.
To determine scapula position based on the digitized jig, markers on the jig corresponding to inferior angle, spinal root, and acromial angle were substituted for the surface markers.
Per Wu [28], glenohumeral variables included plane of elevation (e1), internal rotation (e3), and elevation (e2) (Table 2). Scapulothoracic variables included internal rotation (e1), anterior tilt (e3), and upward rotation (e2) relative to the LCS. All scripts were executed in MATLAB R2007b (The MathWorks Inc., 2007). Glenohumeral and scapulothoracic variables were analyzed at 30, 60, 90 and 120-degrees of humerothoracic elevation). For the sake of consistency, data from the non-dominant upper extremity only were considered in the current analysis.
Table 2.
Descriptions of measured angles
| Kinematic Variable | Rotation Order |
Rotation Axis |
Description |
|---|---|---|---|
| Humerothoracic | |||
| Elevation | Y-X-Y | e2 | Rotation about the anterior-posterior axis of the humerus |
| Scapulothoracic | |||
| Internal Rotation | Y-X-Z | e1 | Rotation about the vertical axis of the thorax |
| Anterior Tilt | Y-X-Z | e3 | Rotation about the horizontal axis of the scapula |
| Upward Rotation | Y-X-Z | e2 | Rotation about the axis perpendicular to e1 and e3 |
| Glenohumeral | |||
| Plane of Elevation | Y-X-Y | e1 | Rotation about the vertical axis of the scapula |
| Internal Rotation | Y-X-Y | e3 | Rotation about the longitudinal axis of the humerus |
| Elevation | Y-X-Y | e2 | Rotation about the anterior-posterior axis of the humerus |
Visual estimation of the scaption plane was confirmed by averaging the humerothoracic plane of elevation at 90° of humerothoracic elevation in the static scaption trials. Plane of elevation during scaption was 34(7) degrees (mean(SD)).
Statistical Analysis
A generalized linear model analysis of variance with repeated measures (ANOVA) was performed to detect differences between virtual scapular projections and the jig digitization. For all movement patterns, angular parameters were compared between static virtual projections and jig landmarks. Mean error between the two measurements was determined, and intraclass correlation coefficients (ICC) were calculated to assess consistency between the jig and projected values. The ICC determines the likelihood of the two data sets being from the same sample, as a measure of the consistency between the jig and projected angles. Measured angles included: glenohumeral plane (per Wu, “plane of elevation”), angle (“elevation”), and external rotation (“internal rotation”), as well as scapulothoracic external rotation, upward rotation, and anterior-posterior tilt (Table 2).
Data obtained from dynamic trials were not included in the statistical analysis due to the variability inherent in the unconstrained dynamic trials. Dynamic data were compared visually to static projected and jig values.
A post-hoc power analysis was performed to determine the potential for type II error in the presence of negative findings. The power analysis was performed in G*Power 3.1.2 software (Faul, Erdfelder, and Buchner, 2007). Assumptions included α = .01, nine participants, and an effect size estimated at .2 based on the prior findings of van Andel et al [25].
Source of Funding
This work was supported by the American Academy of Neurological Surgeons / Congress of Neurological Surgeons Spine Section 2009 Larson Award. Portions of this work were supported by award numbers UL1RR024992 and TL1RR024995 from the National Center for Research Resources. The content is solely the responsibility of the authors and does not necessarily represent the official views of the National Center for Research Resources or the National Institutes of Health.
Results
For both humeral abduction and scaption movements, the acromial projection technique overestimated scapulothoracic upward rotation, while underestimating scapulothoracic anterior-posterior tilt (Figure 4). Glenohumeral plane was also overestimated, projecting the humerus further anterior as compared to jig projections. The degree of error amounted to less than ten degrees for each variable. Flexion trials were rendered unusable by missing data.
Figure 4.
Comparison of static and dynamic acromial projections to jig standard during abduction and scaption. Vertical axes are measured values in degrees. Horizontal axes are in degrees humerothoracic elevation.
Linear analysis of variance (ANOVA) showed no statistically significant differences between static measurement techniques for glenohumeral plane and external rotation, and scapulothoracic external rotation, upward rotation and anterior-posterior tilt, for either movement pattern at the 0.01 significance level (Table 3). ICC between the two models was greater than 0.5 for glenohumeral plane and angle, and scapulothoracic external rotation, across both movement patterns (Table 3). However, both the ICC and corresponding p-values decreased for scapulothoracic upward rotation and AP tilt for scaption patterns.
Table 3.
Linear ANOVA Results and Intra-class Correlation Coefficient
| Abduction |
Scaption |
|||||
|---|---|---|---|---|---|---|
| Parameter | F | p | ICC | F | p | ICC |
| GH Plane | 0.119 | 0.073 | 0.79 | 0.085 | 0.037 | 0.81 |
| GH Angle | 0.017 | 0.045 | 0.70 | 0.146 | 0.008 | 0.68 |
| GH ExtRot | 0.798 | 0.918 | 0.00 | 0.614 | 0.010 | 0.38 |
| ST ExtRot | 0.322 | 0.139 | 0.87 | 0.451 | 0.314 | 0.95 |
| ST UpRot | 0.006 | 0.055 | 0.49 | 0.298 | 0.021 | 0.33 |
| ST APtilt | 0.474 | 0.015 | 0.54 | 0.648 | 0.015 | 0.13 |
Note. GH Plane=Glenohumeral Plane. GH Angle = Glenohumeral Angle. GH ExtRot = Glenohumeral External Rotation. ST ExtRot = Scapulothoracic External Rotation. ST UpRot = Scapulothoracic Upward Rotation. ST APtilt = Scapulothoracic Anterior-Posterior Tilt.
Dynamic projections of scapulothoracic upward rotation, anterior-posterior tilt, and external rotation, were within five-degrees of static projections for both abduction and scaption movements. Visual comparison revealed similar correlation patterns between dynamic and jig projections as to those between static and jig projections, as well. However, there was a lack of correlation between dynamic and static projections of glenohumeral plane, angle, and external rotation (Figure 4). Direct statistical comparison of the dynamic and static projections is precluded by the variability inherent in multiple trials of unconstrained movement [25].
The post-hoc power analysis revealed a β value of .95, suggesting high probability of type II error.
Discussion
The purpose of this study was to assess the utility of measuring the three-dimensional dynamics of the shoulder complex utilizing a video motion capture system and reflective cutaneous markers affixed to the skin over the acromion process. Limitations of this study include lack of power to confidently accept the null hypothesis, the physical homogeneity of the sample (Table 1), variability resulting from unconstrained movements by study participants, and differences between dynamic and static trials. Due to the subjectivity inherent in determining bony landmark locations, and because of the small size of the acromial triad, a small error in marker placement can magnify error in the projected virtual scapula. Consequently, the method requires a skilled professional experienced in palpating fine bony anatomy in order to be used in clinical practice. Additionally, a large proportion of flexion movement data were missing, possibly due to camera setup location. This has since been addressed by the acquisition of two additional cameras, improving line of sight on surface markers.
Previous investigations suggested the possibility of using digitized scapular projections in assessing strict planar shoulder movements via electromagnetic and optical tracking techniques [21, 25, 26]. The current work suggests the usefulness of video motion capture in assessing natural dynamic shoulder movements, unencumbered by forcing participants through restricted arcs typically seen in previous work.
Unlike previous studies, allowing participants to move naturally through the study movements resulted in increased intra- and inter-participant variability in humerus and scapular rotations when compared to results that might be obtained by forcing participants into unnatural positions to achieve more consistent planar movements. The greatest variability typically occurred at 30-degrees of humerothoracic elevation, for both abduction and scaption movements. These factors resulted in increased variability in both glenohumeral and scapulothoracic positioning.
Variation exists between the dynamic glenohumeral values as compared to the static projection and jig values (Figure 4). This results from the dynamic trials being completed separately from the static trials, and participants’ individual variation in humeral movement during unrestrained dynamic movement patterns. Van Andel previously found even physically restricted planar shoulder movements can result in variable humeral positions, due to differences in wrist and elbow flexion, and thoracic rotation [25]. Scapular kinematics were consistent for jig, static projected, and dynamic projected values when achieving a set level of humerothoracic elevation.
Previous literature has shown the potential of using three-dimensional digitization techniques for measuring the motion of the scapula to analyze shoulder mechanics. Analogous methodology allows our results to be compared to Meskers’ study using magnetic sensors [26], as well as to van Andel’s [25] and Karduna’s [21] studies using acromial sensors. Similar to previous findings [21, 25, 26], acromial projection was shown to be a validated technique for measuring internal-external rotation of the scapula during planar movements. Our results have similar error to van Andel’s static acromial projections for humeral abduction, with deviations between the static projections and jig values averaging less than ten degrees (Figure 4). Similarly, there is increased variability and standard deviation in error toward the extremes of humerothoracic elevation (30-degrees and 120-degrees) for scapulothoracic upward rotation, external rotation, and anterior-posterior tilt. This contrasts somewhat with Meskers’ findings, which show increasing error from 70 to 110-degrees of humeral elevation before lowering at higher degrees of humeral elevation. While the dynamic trials cannot be directly compared statistically to the static projections since they were recorded separately, the static and dynamic trials are empirically similar for the scapulothoracic variables.
The current work suggests that scapular projection from a reflective cluster affixed closely to the skin over the acromion produces a reasonable estimate of dynamic scapular movement during natural, unencumbered planar movements. The results are consistent with our previous work [28, 30, 32], which suggests the acromion projection method allows for greater ranges of scapulothoracic anterior-posterior tilt, internal-external rotation, and upward rotation, as compared to using surface markers alone. Humeral positioning as well as scapulothoracic external rotation are accurately assessed using this technique, while upward rotation of the scapulae tend to be overestimated for planar movement patterns.
One drawback of this technique is the relative overestimation of the contribution of the scapula to total shoulder movement during abduction and scaption movements. However, importantly, our results show similar error in humeral and scapular positioning for humeral scaption and abduction movements, indicating consistency during complex shoulder movements involving simultaneous rotations in all three planes of scapular movement. We believe the systematic overestimation of the upward rotation of the scapula relative to the humerus could be corrected for with a linear correction factor. A larger sample study may allow for a more accurate definition of this systematic error, and allow future recordings to simply be adjusted to the identified normal values based on the other virtual outputs.
The findings of this study suggest the usefulness of the acromial projection of the scapulae in video motion capture analysis of shoulder dynamics. The study confirms that, similar to results obtained from electromagnetic methodology, acromial projections via video motion capture closely approximate shoulder positioning data obtained using goniometry. The statistical correlation between the virtual scapular projections and digitized markers serves to validate this technique as a useful, reproducible method for quickly assessing dynamic shoulder kinematics, although the study was underpowered to confidently accept this result. This technique could prove useful for analyzing shoulder dynamics and movement patterns for a wide variety of shoulder pathology, from injury to movement abnormalities caused by diseases and shoulder impingements. Future research could include additional fixed structures, such as the anterior border of the clavicle, in the model to increase clinical utility and decrease the possibility of error produced by individual marker misplacement.
Acknowledgements
Source of Funding
This work was supported by the American Academy of Neurological Surgeons / Congress of Neurological Surgeons Spine Section 2009 Larson Award. Portions of this work were supported by award numbers UL1RR024992 and TL1RR024995 from the National Center for Research Resources. The content is solely the responsibility of the authors and does not necessarily represent the official views of the National Center for Research Resources or the National Institutes of Health.
The authors wish to acknowledge the assistance of Dr. Holly Hollingsworth in the planning and execution of statistical analyses in this manuscript. Additionally, the authors wish to thank the anonymous reviewers whose insightful feedback improved the final version of the manuscript.
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