| Literature DB >> 26407003 |
Setor K Kunutsor1, Michael R Whitehouse1, Ashley W Blom1, Andrew D Beswick1.
Abstract
BACKGROUND: The two-stage revision strategy has been claimed as being the "gold standard" for treating prosthetic joint infection. The one-stage revision strategy remains an attractive alternative option; however, its effectiveness in comparison to the two-stage strategy remains uncertain.Entities:
Mesh:
Year: 2015 PMID: 26407003 PMCID: PMC4583275 DOI: 10.1371/journal.pone.0139166
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Fig 1Selection of studies included in the meta-analysis.
Summary characteristics of included studies.
| One-stage revision | Two-stage revision | |
|---|---|---|
|
| ||
| Total number of studies included | 38 | 60 |
| No. of studies identified for updated search | 7 | 21 |
|
| ||
| Total number of re-infections | 290 | 306 |
| Total number of participants | 2536 | 3288 |
| Median (IQR) age (years) | 63.0 (64.6–69.0) | 60.0 (64.0–69.0) |
|
| ||
| Europe | 26 (2246) | 32 (2012) |
| North America | 8 (223) | 16 (877) |
| South America | 1 (32) | 2 (68) |
| Asia | 3 (35) | 10 (331) |
|
| ||
| Median (IQR) follow-up (months) | 35.0 (45.6–71.0) | 35.0 (48.0–64.8) |
| Cemented reimplants | 15 (1385) | 17 (778) |
| Use of spacers | - | 29 (1579) |
| Interval between stages (months) | - | 2.7 (4.5–5.7) |
IQR = interquartile range; values are number of studies (number of participants) unless stated otherwise;
*, are not unique studies as there was overlap due to some studies reporting both revision strategies in the same article;
†, 16 and 21 studies in one- and two-stage revision studies respectively did not report the type of reimplantation used.
Fig 2Rates of re-infection in unselected patients treated by one-stage revision.
The summary estimates presented were calculated using random effects models; CI, confidence interval (bars).
Fig 3Rate of re-infection in unselected patients treated by two-stage revision.
The summary estimates presented were calculated using random effects models; CI, confidence interval (bars).