A combined experimental and finite element analysis of the human elbow under loads of daily living

• Published in: Journal of biomechanics Vol. 158; p. 111766
• Main Authors: Kahmann, Stephanie L., Sas, Amelie, Große Hokamp, Nils, van Lenthe, G. Harry, Müller, Lars-Peter, Wegmann, Kilian
• Format: Journal Article
• Language: English
• Published: Kidlington Elsevier Ltd 01.09.2023; Elsevier Limited
• Subjects: Activities of daily living; Base plates; Boundary conditions; Cadaveric biomechanical testing; Cadavers; Cartilage; Computed tomography; Contact pressure; Displacement; Elbow; Elbow (anatomy); Experiments; Finite element analysis; Finite element method; Human elbow; Humerus; In-silico model; Joints (anatomy); Load; Mathematical models; Optical tracking; Peak pressure; Pressure distribution; Prostheses; Quality of life; Soft tissues; Tantalum; Upper extremity; Workflow; Canada; Netherlands; Belgium; Waterloo Ontario Canada; Germany; Human elbow; Cadaveric biomechanical testing; Finite element analysis; Upper extremity; In-silico model
• ISSN: 0021-9290; 1873-2380; 1873-2380
• DOI: 10.1016/j.jbiomech.2023.111766

Elbow trauma is often accompanied by a loss of independence in daily self-care activities, negatively affecting patients’ quality of life. Finite element models can help gaining profound knowledge about native human joint mechanics, which is crucial to adequately restore joint functionality after severe injuries. Therefore, a finite element model of the elbow is required that includes both the radio-capitellar and ulno-trochlear joint and is subjected to loads realistic for activities of daily living. Since no such model has been published, we aim to fill this gap. For comparison, 8 intact cadaveric elbows were subjected to loads of up to 1000 N, after they were placed in an extended position. At each load step, the displacement of the proximal humerus relative to the distal base plate was measured with optical tracking markers and the joint pressure was measured with a pressure mapping sensor. Analogously, eight finite element models were created based on subject-specific CT scans of the corresponding elbow specimens. The CT scans were registered to the positions of tantalum beads in the experiment. The optically measured displacements were applied as boundary conditions. We demonstrated that the workflow can predict the experimental contact pressure distribution with a moderate correlation, the experimental peak pressures in the correct joints and the experimental stiffness with moderate to excellent correlation. The predictions of peak pressure magnitude, contact area and load share on the radius require improvement by precise representation of the cartilage geometry and soft tissues in the model, and proper initial contact in the experiment.