ARI

Statistical analysis of complex proximal humeral fractures

Karen Mys, Kenneth P. van Knegsel, Torsten Pastor, Dominic Gehweiler, Amirsiavosh Bashardoust, Matthias Knobe, Jan Dauwe, Boyko Gueorguiev, Simon Lambert, Martin Jaeger, Stefaan Nijs, Peter Varga

Introduction

Fixation of complex proximal humeral fractures has remained challenging, partially due to the large variation in the number, shape, and displacement of fragments. Understanding the variability of fracture patterns could enhance surgical training and education and contribute to advanced implant development.

The aim of this project was to evaluate and statistically describe the pattern and spatial distribution of complex fractures at the proximal humerus.

Materials and Methods

Preoperative clinical computed tomography (CT) datasets of 51 patients with three- or four-part proximal humeral fractures and intact contralateral side were collected retrospectively (Fig 1a). The fracture lines and fragments were identified semi-automatically on the CT images using advanced custom developed image processing tools (Fig 1b). Following identification, the fragments were virtually reduced by solving the 3D puzzling problem and applying the mirrored intact contralateral side as template (Fig 1c). A statistical shape model of the proximal humerus was built for this cohort of patients utilizing homologous landmarks. All individual fracture lines were projected on the averaged bone surface (Fig 2a) and their spatial variability was evaluated to indicate the most probable locations of fracture patterns (Fig 2b).

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Fig 1a–c Clinical computed tomography images of complex proximal humeral fractures cases (a) were segmented to identify the fragments (b) that were virtually reduced to their respective anatomical locations (c).

Results

The zones with highest fracture probability were identified, demonstrating a considerable scatter of the spatial distribution of fracture patterns. Enlarging the dataset with clustering of the cases is expected to provide further insights into the morphology of proximal humeral fractures that in turn can be used to design advanced implant fixation systems.

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Fig 2a–b The fracture lines of the individual cases were projected onto the averaged bone surface representing the mean shape model of the intact proximal humeri (a). A fracture probability map was created based on the statistical data evaluation of all cases (b).