| Literature DB >> 18294372 |
Markus Rohrbach1, Martin Lüem, Peter E Ochsner.
Abstract
BACKGROUND: Polyethylene wear is an important factor for longevity of total knee arthroplasty. Proven and suspicious factors causing wear can be grouped as material, patient and surgery related. There are more studies correlating design and/or biomaterial factors to in vivo wear than those to patient and surgery related factors. Many retrieval studies just include revision implants and therefore may not be representative. This study is aimed to correlate patient- and surgery- related factors to visual wear score by minimizing design influence and include both autopsy and revision implants. Comparison between the groups was expected to unmask patient and surgery-related factors responsible for wear.Entities:
Year: 2008 PMID: 18294372 PMCID: PMC2289815 DOI: 10.1186/1749-799X-3-8
Source DB: PubMed Journal: J Orthop Surg Res ISSN: 1749-799X Impact factor: 2.359
Factors Table
| 3. Prosthesis Type [PCA/PCAModular/Duracon] | 5/14/5 | 10/7/8 |
| 4. Resin Type [GUR4150/GUR1050] | 21/3 | 21/4 |
| 5. Sterilization with N2 Protection-Gas | 0 | 4 |
| 7. Inlay Thickness According to Manufacturer [mm] | 10.4 (7.0 to 21.0) | 10.5 (7.0 to 21.0) |
| 8. **Age at implantation [months] | 73.6 (53.7 to 87.1) | 66.0(48.4 to 80.3) |
| 10. Body Mass Index | 23.4 (16.3 to 29.4) | 26.6 (16.7 to 39.2) |
| 11. Preoperative Femoro-tibial angle [°]μ | 0.9 (18 to -28) | 1.2 (28 to -18) |
| 12. Knee Pain score at last F-up | 0.2 (N = 16) | 1.5 (N = 17) |
| 13. Patient Satisfaction score at last F-up | 2.6 (N = 16) | 1.8 (N = 17) |
| 14. Postoperative Femoro-tibial angle [°]μ | -5.7 (1 to -12) | -3.2 (5 to -12) |
| 15. Tibia component angle frontal plane [°]μ | 2.4 (5 to -2) | 2.3 (6 to -6) |
| 16. Tibia component angle sagittal plane [°]μ | 1.0 (5 to -9) | -1.9 (2 to -11) |
| 17. Femur component angle frontal plane [°]μ | -8.1 (-4 to -13) | -5.8 (12 to -10) |
| 18. Femur component angle sagittal plane [°]μ | -4.9 (-5 to 2) | -2.5 (-9 to 7) |
| 19. Index of unacceptable malpositioning | 1.1 | 1.2 |
| 20. Patellae with lateralization on axial view | 3 | 10 |
| 21. Instability Index | 1.0 | 1.8 |
Grouped data for all factors entered in cluster analysis. Values for items are given as absolute numbers or mean values with range. Bold items (1, 2, 6, and 9) with most important influence on wear score were analyzed in definitive ANOVA. Remaining differences were tested via separate t-tests. μ Component alignment angles in frontal and sagittal plane. Negative values indicate varus in the frontal and flexion in the sagittal plane.
**Significant difference between autopsy and revision as estimated by separate t-test (p < 0.05)
Figure 1Zones and scores. Inlays were divided into six zones with 1–3 always representing medial and 4–6 lateral side (a). Mean total wear score for autopsy (b) and revision retrievals (c). Relative values for fatigue type wear are listed in brackets.
Figure 2Surgical accuracy on long leg radiographs. Component positioning angles were measured on standing long leg radiographs with lateral (A) and antero-posterior-view (B). Angles between component axis (broken line) and mid-tube bone axis (straight line) were measured for tibia component slope (g), femur component flexion-extension (ē), femur component varus-valgus (α) and tibia component varus-valgus (β). Tibiofemoral varus-valgus (δ) was measured between long bone axes. For slope measurements (g), the posterior cortex line served as reference.
Figure 3Wear score vs. Implantation time. Medial compartment wear score plotted against implantation time (a) and the index of use as calculated by the product of numeric activity level and implantation time in months (b). Partial wear score consisting of fatigue type wear plotted against the index of use (c). R2 in model (b) and (c) is improved compared to model (a) indicating that (b) and (c) are superior in explaining wear score variation.
Figure 4Probability curves for occurrence of fatigue-type wear. Probability curves for occurrence of fatigue-type wear with 95% confidence boundaries. Calculation was done via Kaplan-Meier survival estimates and plotted as cumulative hazard plot. Time course for autopsy and revision is not different (Log ranked test ns.) indicating that cumulative risk at a given time point was the same independently from group affiliation.
Figure 5The two cases with highest wear score. The two cases with highest damage score for each group; revision (A) and autopsy (B).