Study | Modality | Details | Quantification Technique | Findings |
---|---|---|---|---|
Barchilon et al. [20]: Prospective case series | 2DCT; 3DCT | 13 patients | Best-fit circle surface area: | Method 1 with method 2: |
Assessment: | Approximation based on intact posteroinferior edge of ipsilateral glenoid | R2 = 0.91 | ||
2DCT & 3DCT using 3 methods | (1) Software directly measured area of circle and area of missing area using 2DCT (gold standard) | Method 1 with method 3: | ||
Outcome: | (2) Mathematical formula to calculate % surface area loss using 2DCT based on circle radius & defect depth with software | R2 = 0.60 | ||
Intra-method comparison | (3) Manually measured defect depth & circle radius using 3DCT & femoral head gauge; formula to calculate % surface area | Note: BCSA methods can be applied without computer software | ||
Hantes et al. [65]: Cadaveric study | 3DCT | 14 cadavers | Best-fit circle surface area: | Reliability: |
Assessment: | Sugaya Method | Coefficient of variation 2.2-2.5Â % | ||
CT scan following 3 serial osteotomy’s; 1 observer measured 5 times for 2 glenoids |  |  | ||
Outcome: | Â | Â | ||
Reliability | Â | Â | ||
Huijsmans et al. [21]: Cadaveric study | 3DCT; MRI | 14 cadavers | Best-fit circle surface area: | Difference with digital picture: |
Assessment: | Circle approximated based on ipsilateral glenoid; software used | CT −0.81 % to −1.21 % | ||
Digital picture, CT, & MRI before/after osteotomy (random size) on anterior glenoid; 2 observers measured 3 times | Â | MRI 0.61Â % to 0.74Â % (non-significant) | ||
Outcome: | Â | CT: | ||
Reliability |  | Inter-observer r2 = 0.94 | ||
 |  | Intra-observer r2 = 0.97 (observer 1) and 0.90 (observer 2) | ||
 |  | MRI: | ||
 |  | Inter-observer r2 = 0.87 | ||
 |  | Intra-observer r2 = 0.93 (observer 1) and r2 = 0.92 (observer 2) | ||
 |  | Digital image: | ||
 |  | Inter-observer r2 = 0.97 | ||
Lee et al. [52]: Prospective case series | 2DCT; MRI | 65 patients | 1) Best-fit circle surface area (Pico method) | Inter-observer ICC: |
Assessment: | 2) Best-fit circle width method | 0.95 for best-fit circle width | ||
CT (bilateral) & MRI followed by arthroscopy; 1 observer measured CT once; 3 observers measured MRI once; 1 observer measured MRI 3 times | Arthroscopy with bare-area technique (used as gold standard) | 0.90 for area (Pico method) | ||
Outcome: | Â | Intra-observer reliability ICC: | ||
Reliability | Â | 0.98 width | ||
 |  | 0.97 area | ||
 |  | Correlation: | ||
 |  | CT & MRI 0.83 | ||
 |  | CT & arthroscopy 0.91 | ||
 |  | MRI & arthroscopy 0.84 | ||
Magarelli et al. [32]: Prospective case series | 2DCT | 40 patients | Best-fit circle surface area method: | Intra-observer reliability: |
Assessment: | Pico method based on contralateral glenoid | ICC 0.94 | ||
Bilateral CT; 1 observer measured 3 times; 1observer measured once | Â | SEM 1.1Â %. | ||
Outcome: | Â | Inter-observer reliability: | ||
Reliability | Â | ICC 0.90 | ||
 |  | SEM 1.0 %. | ||
 |  | Note: No comparison to other methods | ||
Magarelli et al. [57]: Prospective cohort study | 2DCT; 3DCT | 100 patients | Best-fit circle surface area: | Mean difference: |
Assessment: | Pico method based on contralateral glenoid | 0.62 %+/−1.96 % | ||
Bilateral CT; 2 observers measured once | Â | Note: No reliability measurement | ||
Outcome: | Â | Â | ||
Agreement between 2D & 3D CT | Â | Â | ||
Nofsinger et al. [35]: Retrospective case series | 3DCT | 23 patients | Best-fit circle surface area: | Normal shoulder: |
Assessment: | Anatomic Glenoid Index: circle matched to postero-inferior glenoid of contralateral glenoid; software measured area of circle | Circle fit true glenoid closely −100.5 %, SD 2.2 %. | ||
Bilateral pre-op CT followed by surgical repair (12 Bankart, 11 | Â | Mean AGI for Bankart group: | ||
Latarjet); 3 blinded observers measured once | (A1); circle manually adjusted to fit defect & area again calculated by software (A2); area loss = A2/A1 x 100 | 92.1 %+/−5.2 % | ||
Outcome: | Â | Mean AGI for Latarjet: | ||
Surgical decision based on size >25 % at arthroscopy; reliability |  | 89.6 %+/−4.7 % | ||
 |  | Inter-rater reliability (Pearson correlation coefficient): | ||
 |  | 0.60-0.84 | ||
 |  | Note: Did not have the power to separate the two surgical groups | ||
Park et al. [60]: Retrospective case series | 2DCTA | 30 patients | Best-fit circle surface area: | Intra-observer reliability: |
Assessment: | Pico method based on ipsilateral glenoid | ICC 0.96-1.00; | ||
CTA taken pre-op, at 3Â months, and 1Â year after bony Bankart repair; 1 observer measured 6 times | Â | Positive relationship between number of dislocations & defect size | ||
Outcome: | Â | Â | ||
Reliability | Â | Â | ||
Sugaya et al. [11]: Case–control study | 3DCT | 100 patients, 10 healthy volunteers | Best-fit circle surface: | Normal glenoid did not differ significantly from contralateral glenoid; inferior portion of glenoid approximates a true circle; did not compare measurements to arthroscopic measurements; no reliability measurements |
Assessment: | Sugaya Method with bone fragment manually outlined | Note: Technique would not work in case of attritional bone loss without a Bankart fragment | ||
Bilateral CT; defects categorized as: small (<5Â %), medium (5-20Â %), or large (>20Â %); patients also had arthroscopy: 1 observer measured once | Â | Â | ||
Outcome: | Â | Â | ||
 |  | Comparison to normal glenoid |  |  |