| Literature DB >> 34885400 |
Basilio De la Torre1,2, Loreto Barrios3,4, Juan De la Torre-Mosquera4, Julia Bujan4, Miguel A Ortega4, Carlos González-Bravo4,5.
Abstract
Wear debris in total hip arthroplasty is one of the main causes of loosening and failure, and the optimal acetabular fixation for primary total hip arthroplasty is still controversial because there is no significant difference between cemented and uncemented types for long-term clinical and functional outcome. To assess and predict, from a theoretical viewpoint, the risk of wear with two types of polyethylene liners, cemented and uncemented, a simulation using the finite element (FE) method was carried out. The risk of wear was analyzed according to different variables: the polyethylene acetabular component's position with respect to the center of rotation of the hip; the thickness of the polyethylene insert; the material of the femoral head; and the relationship of the cervical-diaphyseal morphology of the proximal end of the femur to the restoration of the femoral offset. In all 72 simulations studied, a difference was observed in favour of a cemented solution with respect to the risk of wear. With regard to the other variables, the acetabular fixation, the thickness of the polyethylene, and the acetabular component positioning were statistically significant. The highest values for the risk of wear corresponded to a smaller thickness (5.3 mm), and super-lateral positioning at 25 mm reached the highest value of the von Mises stress. According to our results, for the reconstruction of the acetabular side, a cemented insert with a thickness of at least 5 mm should be used at the center of rotation.Entities:
Keywords: cemented–uncemented polyethylene liner; center of rotation; finite element analysis model; risk of wear; thickness of polyethylene
Year: 2021 PMID: 34885400 PMCID: PMC8658086 DOI: 10.3390/ma14237243
Source DB: PubMed Journal: Materials (Basel) ISSN: 1996-1944 Impact factor: 3.623
Mesh liner parameters for FEA.
| Liner Thickness | Element Type/Mesh Quality | Elements Size | Total Elements | Total Nodes | Element Accept. Ratio < 3 |
|---|---|---|---|---|---|
| 5.3 | Solid Hexahedron/High quality | 1.14319 | 55,010 | 82,156 | 99.1 |
| 7.3 | 77,960 | 113,960 | 99.1 | ||
| 11.3 | 137,728 | 196,708 | 99.5 |
Figure 1Reference axes on the hip joint. Hll stands for the horizontal axis (lateral femoral), Vcc stands for the vertical axis (craniocaudal), Hap stands for the horizontal axis (anteroposterior).
Mechanical properties for UHMWPE liner.
| E 1 (MPa) | G 2 (MPa) | ν 3 | Fy 4 (MPa) | fu 5 (MPa) 2 | Strain Max (%) |
|---|---|---|---|---|---|
| 940 | 322 | 0.46 | 25 | 40 | 500 |
1 Modulus of elasticity; 2 modulus of rigidity; 3 Poisson’s ratio; 4 yield strength; 5 ultimate strength.
Figure 2Cemented and uncemented polyethylene liner geometries. The red areas show the restriction points on the external surface for FE analysis.
Mechanical properties for the femoral head and equations of Hertz contact theory.
| Head Femoral Material | E 1 (GPa) | ν 2 | μ (32) 3 |
|---|---|---|---|
| CoCr | 210 | 0.30 | 0.133 |
| ZrO2 | 358 | 0.24 | 0.096 |
1 Modulus of elasticity; 2 Poisson’s ratio; 3 friction coefficient, for 32 mm femoral head.
Figure 3Approximate femoral head center locations and true acetabular regions according to Ranawat. CT (natural anatomical location), SL15 (superior and lateral location with 15 mm of displacement from CT), SL25 (superior and lateral location with 25 mm of displacement from CT).
Figure 4Biomechanics diagram of forces over hip (anteroposterior view). Main vectors are M (medial gluteus muscle) and R (total force over the hip joint).
Figure 5Von Mises stress distribution as a wear risk (MPa) criterion for the polyethylene liner in uncemented fixation.
Figure 6Wear risk through von Mises stress and hip center of rotation positioning: CT = anatomical position; SL_15 = superior lateralization with 15 mm vertical and horizontal distance from CT; SL_25 = superior lateralization with 25 mm vertical and horizontal distance from CT.
Figure 7Wear risk through von Mises stress and liner thickness.
Figure 8Wear risk through von Mises stress and femoral head material.
Figure 9Wear risk through von Mises stress and stem neck angles.
Statistical coefficients for von Mises stress and dependent variables.
| Std. Error | ||
|---|---|---|
| Acetabular Fixation | 0.672 | <0.0001 |
| Cervical–Diaphyseal Morphology | 0.672 | 0.664 |
| Thickness Liner | 0.412 | <0.0001 |
| Acetabular Component Positioning | 0.273 | <0.0001 |
| Head Material | 0.943 | 0.01 |