| Literature DB >> 31709357 |
Gabriel Venne1, Michael Pickell2,3, Randy E Ellis2,3,4,5,6, Ryan T Bicknell2,3,5.
Abstract
BACKGROUND: Long-term function and survival of reverse shoulder arthroplasties (RSAs) are reliant on component positioning and fixation. Conventional postoperative analysis is performed using plain radiographs or 2-dimensional (2D) computed tomography (CT) images. Although 3-dimensional (3D) CT would be preferred, its use is limited by metal artifacts. This study proposes a new 3D CT method for postoperative RSA evaluation and compares its interobserver reliability with conventional methods.Entities:
Keywords: 2D imaging; 3D CT reconstruction; Postoperative evaluation; intraclass correlation coefficient; metal artifacts; reverse shoulder arthroplasty
Year: 2019 PMID: 31709357 PMCID: PMC6835033 DOI: 10.1016/j.jses.2019.05.001
Source DB: PubMed Journal: JSES Open Access ISSN: 2468-6026
Figure 1To perform the 3-dimensional (3D) model registration, preoperative and postoperative computed tomography (CT) scans were imported into medical imaging software. The scapula, glenoid implant, and screw were reconstructed as 3D models. The postoperative 3D scapula model and implant features were matched to the preoperative scapula model. The registrations were automatically propagated to the glenoid implant and screws, resulting in their placement on the artifact-free preoperative scapula model.
Figure 2To establish scapula coordinates, a custom-designed quadripod was registered to the preoperative scapula model using common landmarks: the center of the glenoid fossa and the medial pole of the scapula where the scapular spine intersects (trigonum scapulae) (medial-lateral, z-axis), the superior and inferior glenoid tubercle (superior-inferior, y-axis), and the anterior-posterior axis (x-axis) that is defined by the orthogonal-triad third axis. To measure the implant position angles, a duplicate quadripod (green) was positioned along the central axis of the glenoid implant model along the central-peg axis.
Figure 3To measure the glenoid implant inclination and version, a virtual protractor was used. Inclination was measured between the central axis of the glenoid implant model and the transverse plane (x-/z-axes), and version was measured between the central axis of the glenoid implant model and the coronal plane (y-/z-axes). To measure the percentage of the inferior screw volume in bone, a Boolean intersection operation was performed between the preoperative scapula model and the inferior screw model. The volume of the intersection was compared with the volume of the original screw model, giving the bone-purchase percentage of the screw.
Figure 4For conventional methods, to determine postoperative inclination, a 90° Cobb angle was drawn from the trigonum of the scapula to the center of the central peg of the glenoid implant. A second Cobb angle was drawn using the 90° line as a reference; the second line was placed from the most superior to the most inferior point on the glenoid implant. The postoperative version angles could only be measured using computed tomography (CT) slices because plain radiographs are ineffective in assessing glenoid version. For the version of the glenoid implant, the same landmarks were used for placing the first Cobb angle. The second Cobb angle was drawn with respect to the most anterior to the most posterior point on the glenoid implant.
Overall mean of average absolute deviation of measures taken by 4 independent observers for each method
| Measure | Radiographs | CT slices | Volumetric CT |
|---|---|---|---|
| Inclination, ° | 7.3 | 7.9 | 1.4 |
| Version, ° | NA | 2.8 | 1.2 |
| Volume of inferior screw in bone, % | 5.3 | 15.3 | 1.4 |
CT, computed tomography; NA, not applicable.
The average absolute deviation is reported to characterize the dispersion among measures.
Results of ICC κ values for each evaluated method
| Measure | Radiographs | CT slices | Volumetric CT |
|---|---|---|---|
| Inclination | 0.09 | 0.02 | 0.92 |
| Version | NA | 0.81 | 0.97 |
| Volume of inferior screw in bone | 0.54 | 0.28 | 0.99 |
ICC, intraclass correlation coefficient; CT, computed tomography; NA, not applicable.
A reliability score below 0.40 was considered poor; between 0.41 and 0.59, fair; between 0.60 and 0.74, good; and between 0.75 and 1.00, excellent.