J Med Assoc Thai 2009; 92 (12):97

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A Finite Element Study of Stress Distributions in Normal and Osteoarthritic Knee Joints
Chantarapanich N Mail, Nanakorn P , Chernchujit B , Sitthiseripratip K

Objective: To study the stress distributions in normal and osteoarthritic knee joints using the finite element
method (FEM).

Material and Method: Three normal and three varus knee joints are included in the study. Computed tomography
(CT) images of the lower extremities are used to create 3D geometric models consisting of bones,
articular cartilages, menisci, and knee ligaments. Each of the lower extremities includes the femur, tibia,
fibula, and talus. Each 3D geometric model is adjusted to the normal standing configuration with the help of
its corresponding 2D radiographic image. After that, 3D finite element (FE) models are created from the
adjusted 3D geometric models. FEM is then used to obtain stress distributions on the articular cartilages. In
the analysis, the displacements on the posterior calcaneal articular surface of the talus are fully fixed. A
vertical concentrated force equal to the body weight is applied at the femoral head.

Results: In the normal knee joints, the maximum normal stresses on the articular cartilages in the lateral
compartments are always higher than those in the medial compartments. In the varus knee joints, the opposite
results are observed. However, in each normal knee joint, the stress distribution on the whole articular
cartilage is moderately uniform. On the contrary, in each varus knee joint, comparatively high magnitudes of
the normal stress are found on a large area of the articular cartilage in the medial compartment.

Conclusion:
Varus knee joints have higher stresses in the medial compartments while normal knee joints have
higher stresses in the lateral compartments. This pilot study shows that FE studies are comparable to cadaveric
studies. FEM can be used as an alternative method for studying and examining knee joints of patients.

Keywords:
Osteoarthritic knees, Stress distributions, Finite element method

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