| Literature DB >> 25524132 |
Alec Cikes1, Étienne Trudeau-Rivest, Fanny Canet, Jonah Hébert-Davies, Dominique M Rouleau.
Abstract
In complex proximal humerus fractures, positioning of the tuberosities can be a challenge. This study demonstrates the constant angle between the pectoralis major (PM) and the medial lip of the bicipital groove (BG) on the horizontal axial plane. This angle can be used to determine the rotation, as well as the positioning of the tuberosities, when planning a hemiarthroplasty or a reconstruction. Thirty-one shoulder MRIs were reviewed by three independent observers. The measurements were taken by superposing the axial cut of the proximal humerus, at the level of the distal bicipital groove, and the cut at the top of the PM insertion. By aligning the centers of rotation, we could determine the arcs of rotation between the insertion of the PM and the lips of the medial and lateral bicipital groove (MBG and LBG). Both angles were compared in terms of reliability, reproducibility, and precision. The mean PM-MBG angle was 3.7° [standard deviation (SD) 14.7°] and 27.4° (SD 14.4°) for the PM-LBG angle. We obtained good and very good intra-class correlation coefficient (ICC) results for inter- (0.675) and intra-observer (0.793) reliabilities on the medial angle, plus excellent results for the lateral angle (inter-observers 0.962 and intra-observer 0.895). This study demonstrates that the repositioning of humeral tuberosities can be guided by pectoralis major insertion. This will help achieve proper positioning of the metaphysis in relation to the diaphysis during surgery for complex proximal humerus fractures.Entities:
Year: 2014 PMID: 25524132 PMCID: PMC4278969 DOI: 10.1007/s11751-014-0205-z
Source DB: PubMed Journal: Strategies Trauma Limb Reconstr ISSN: 1828-8928
Fig. 1Example of malposition of a humeral subcapital fracture leading to later glenohumeral osteoarthritis
Fig. 2Axial cut of the proximal humerus at the level of the distal bicipital groove. Line A is drawn from the center of rotation to the medial lip of the bicipital groove at the level of the inferior insertion of the subscapularis muscle
Fig. 3Axial cut of the proximal humerus at the level of the top of the PM insertion. Line B is drawn from the center of rotation to the medial aspect of the PM proximal insertion
Fig. 4Schematic representation of the superposition of both axial cuts with PM–MBG and PM–LBG angles
Results—inter-observers and intra-observer ICCs for PMMBG and PMLBG measurements
| Reliability | Evaluators | Angle | ICC (95 % CI) |
|---|---|---|---|
| Inter-observer | Evaluators 1, 2, 3 | PMMBG | 0.675 (0.368–0.846) |
| PMLBG | 0.962 (0.926–0.982) | ||
| Intra-observer | Evaluator 1 | PMMBG | 0.897 (0.895–0.899) |
| PMLBG | 0.895 (0.890–0.898) | ||
| Evaluator 2 | PMMBG | 0.793 (0.570–0.900) | |
| PMLBG | 0.898 (0.799–0.949) |
ICC intra-class correlation, CI confidence interval
Fig. 5Secondary osteoarthritis in a case of severe malrotation