| Literature DB >> 28361327 |
Sean Williams1, Grant Trewartha2, Simon P T Kemp3, John H M Brooks4, Colin W Fuller5, Aileen E Taylor6, Matthew J Cross2,3, Gavin Shaddick7, Keith A Stokes2.
Abstract
INTRODUCTION: Numerous studies have documented the incidence and nature of injuries in professional rugby union, but few have identified specific risk factors for injury in this population using appropriate statistical methods. In particular, little is known about the role of previous short-term or longer-term match exposures in current injury risk in this setting.Entities:
Keywords: Frailty Model; Injury Risk; Rugby Union; Rugby Union Player; Shared Frailty Model
Mesh:
Year: 2017 PMID: 28361327 PMCID: PMC5633632 DOI: 10.1007/s40279-017-0721-3
Source DB: PubMed Journal: Sports Med ISSN: 0112-1642 Impact factor: 11.136
Fig. 1Non-linear association between injury risk and 12-month match exposure, with 90% confidence intervals. Shaded area represents thresholds for benefit (hazard ratio: 0.90) and harm (hazard ratio: 1.10)
Fig. 2Linear association between injury risk and 1-month match exposure, with 90% confidence intervals. Shaded area represents thresholds for benefit (hazard ratio: 0.90) and harm (hazard ratio: 1.10)
Interaction effect between 1-month match exposures (per 2-SD [3.2 FGE] change) and 12-month match exposure quartiles
| 12-month match exposure quartiles | HR for effect of 1-month match exposure (90% CI) |
| Inference | % likelihood effect is beneficial|trivial|harmful |
|---|---|---|---|---|
| <12 (reference) | 1.00 | |||
| 12–21 | 1.05 (0.88–1.26) | 0.64 | Unclear | 8 |61| 31 |
| 22–28 | 0.92 (0.75–1.12) | 0.47 | Unclear | 44 |50| 6 |
| >28 | 0.78 (0.63–0.98) | 0.07 | Likely beneficial | 85 |15| 0 |
CI confidence interval, FGE full-game equivalent, HR hazard ratio, SD standard deviation
Effects associated with covariates appearing in the nested frailty model
| Covariate | HR (90% CI) |
| Inference | % likelihood effect is beneficial |trivial| harmful |
|---|---|---|---|---|
| Age (2 SDs = 8 y) | 1.03 (0.98–1.09) | 0.32 | Very likely trivial | 0 |99| 1 |
| Height (2 SDs = 15 cm) | 1.05 (0.99–1.13) | 0.19 | Likely trivial | 0 |93| 7 |
| Mass (2 SDs = 26 kg) | 1.02 (0.95–1.11) | 0.62 | Likely trivial | 0 |95| 5 |
| Positional group (reference = ‘Backs’) | 0.91 (0.85–0.98) | 0.04 | Possibly trivial | 39 |61| 0 |
| Number of previous injuries (2 SDs = six injuries) | 1.28 (1.15–1.41) | 0.0001 | Very likely harmful | 0 |1| 99 |
CI confidence interval, HR hazard ratio, SD standard deviation
Model selection criteria for the three fitted survival models
| Model | Model selection criteria | ||
|---|---|---|---|
| LL | AIC | BIC | |
| Cox PH | −36,809 | 264 | 267 |
| Shared frailty | −36,685a | 125a | 91a |
| Nested frailty | −36,682a,b | 120a,b | 88a,b |
AIC Akaike information criterion, BIC Bayesian information criterion, LL log likelihood, PH proportional hazards
aSubstantial improvement compared with Cox PH model fit
bSubstantial improvement compared with shared frailty model fit
| Players who have been involved in a low (<15) or high (>35) number of matches over the previous 12 months are more susceptible to injury, so their workloads and responses to workloads should be carefully monitored and managed. |
| Involvement in 35 matches over a 12-month period should be considered as an upper limit for professional rugby union players. |
| Injury risk rises with increases in 1-month match exposures, particularly for those with low chronic (1-year match exposure) exposure to matches. Players returning from long absences from match play should do so in a graduated manner. |