A methodology was developed for determining the compressive properties of t
he supraspinatus tendon, based on finite element principles. Simplified thr
ee-dimensional models were created based on anatomical thickness measuremen
ts of unloaded supraspinatus tendons over 15 points. The tendon material wa
s characterized as a composite structure of longitudinally arranged collage
n fibers within an extrafibrillar matrix. The matrix was formulated as a hy
perelastic material described by the Ogden form of the strain energy potent
ial. The hyperelastic material parameters were parametrically manipulated u
ntil the analytical load-displacement results were similar to the results o
btained from indentation testing. In the geometrically averaged tendon, the
average ratio of experimental to theoretical maximum indentation displacem
ent was 2.00 (SD: 0.01). The average normalization of residuals was 2.1g (S
D: 0.9g). Therefore, the compressive material properties of the supraspinat
us tendon extrafibrillar matrix were adequately derived with a first-order
hyperelastic formulation. The initial compressive elastic modulus ranged fr
om 0.024 to 0.090 MPa over the tendon surface and increased nonlinearly wit
h additional compression. Using these material properties, the stresses ind
uced during acromional impingement can be analyzed.