| Literature DB >> 32052120 |
J A Kennedy1, E Burn2,3, H R Mohammad2, S J Mellon2, A Judge2,4, D W Murray2,5.
Abstract
PURPOSE: Unicompartmental knee replacement (UKR) is widely considered to be a pre-total knee replacement (TKR) particularly in the young. The implication of this is that it is sensible to do a UKR, even though it will be revised at some stage, as it will delay the need for a TKR. The chance of a UKR being revised during a patient's life time has not previously been calculated. The aim of this study was to estimate this lifetime revision risks for patients of different ages undergoing UKR.Entities:
Keywords: Arthroplasty; Complications; Lifetime revision risk; Unicompartmental knee replacement
Mesh:
Year: 2020 PMID: 32052120 PMCID: PMC7669797 DOI: 10.1007/s00167-020-05863-3
Source DB: PubMed Journal: Knee Surg Sports Traumatol Arthrosc ISSN: 0942-2056 Impact factor: 4.342
Cohort demographics
| 1000 | |
| 52 | |
| Age breakdown | |
| 242 (24%) | |
| 552 (55%) | |
| 206 (21%) | |
| Mean body mass index (SD) | 28.5 (5) |
| 487 (49%) | |
| Mean follow up in years (range) | 10.3 (5–17) |
N number, SD standard deviation
Fig. 1Schematic of Markov model
Fig. 2We predicted component time incidence rates after a 10 years simulation to match the mean 10 years observed follow up of this cohort. Predictions were very similar to observed rates
Lifetime revision risk point estimates from different models (95% confidence interval)
| Age at UKR | 55 | 65 | 75 | 85 |
|---|---|---|---|---|
| Exponential* | 14.9% (12–19%) | 10.7% (8–13%) | 6.8% (5–9%) | 3.7% (3–5%) |
| Gompertz | 22.5% (11–55%) | 14.1% (8–28%) | 7.8% (5–13%) | 3.8% (3–5%) |
| Weibull | 16.2% (12–24%) | 11.5% (9–17%) | 7.1% (6–11%) | 3.8% (3–5%) |
| Log logistic | 15.5% (11–26%) | 11.1% (8–17%) | 7.0% (5–10%) | 3.8% (3–5%) |
| Log Normal | 12.5% (10–19%) | 9.6% (7–14%) | 6.6% (5–10%) | 3.8% (3–5%) |
| Generalised Gamma | 16.0% (12–24%) | 11.4% (9–18%) | 7.1% (6–10%) | 3.8% (3–5%) |
UKR unicompartmental knee replacement
*The exponential distribution was used for the base-case analysis
Fig. 3Estimated lifetime revision risk with 95% confidence intervals
Fig. 4Graphical representation of the competing risk of death and revision in patients of different age groups. Note the difference in scale on the x-axis