| Literature DB >> 26637173 |
Laurel A Donnell-Fink1, Kristina Klara1, Jamie E Collins1,2, Heidi Y Yang1, Melissa G Goczalk1, Jeffrey N Katz1,2,3, Elena Losina1,2,4.
Abstract
OBJECTIVE: Individuals frequently involved in jumping, pivoting or cutting are at increased risk of knee injury, including anterior cruciate ligament (ACL) tears. We sought to use meta-analytic techniques to establish whether neuromuscular and proprioceptive training is efficacious in preventing knee and ACL injury and to identify factors related to greater efficacy of such programs.Entities:
Mesh:
Year: 2015 PMID: 26637173 PMCID: PMC4670212 DOI: 10.1371/journal.pone.0144063
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Fig 1PRISMA Flow Diagram.
Study specific incident rate ratio (95% confidence interval) for the impact of neuromuscular training programs to reduce knee or anterior cruciate ligament (ACL) injury.
| Incidence Rate Ratio (95% Confidence Interval) | ||||||||||
|---|---|---|---|---|---|---|---|---|---|---|
| First Author (Date) | Study Design | Sample Size | Sport | Jadad Score | Sex | Age (High School-aged vs. Older than High School) | Program Components | Knee Injury | ACL Injury | |
| 1 | Goodall[ | Cluster randomized trial | 779 | Military Training | 3 | Female, Male | Older than High School | P, B, R/T | 0.796 (0.523, 1.212) | |
| 2 | Grooms[ | Prospective cohort study | 64 | Soccer | 1 | Male | Older than High School | P, B, S/R, R/T, S | 0.895 (0.056, 14.303) | |
| 3 | vanBeijsterveldt[ | Cluster randomized trial | 456 | Soccer | 1 | Male | Older than High School | P, B, S/R, R/T, S | 0.627 (0.327, 1.203) | |
| 4 | Walden[ | Cluster randomized trial | 4,564 | Soccer | 3 | Female | High School-aged | P, B, S/R, R/T | 0.902 (0.604, 1.346) | 0.433 (0.175, 1.072) |
| 5 | Longo[ | Cluster randomized trial | 121 | Basketball | 1 | Male | High School-aged | P, B, S/R, R/T, S | 1.338 (0.199, 8.991) | |
| 6 | LaBella[ | Cluster randomized trial | 1,492 | Soccer Basketball | 3 | Female | High School-aged | P, S/R, R/T | 0.446 (0.130, 1.537) | 0.164 (0.025, 1.080) |
| 7 | Emery[ | Cluster randomized trial | 744 | Soccer | 1 | Female, Male | High School-aged | P, B, S/R, R/T, S | 0.368 (0.070, 1.940) | |
| 8 | Kiani[ | Prospective cohort study | 1,506 | Soccer | 0 | Female | High School-aged | P, B, S/R, R/T | 0.229 (0.049, 1.071) | |
| 9 | Soligard[ | Cluster randomized trial | 1,892 | Soccer | 1 | Female | High School-aged | P, B, S/R, R/T, S | 0.549 (0.326, 0.925) | |
| 10 | Gilchrist[ | Cluster randomized trial | 1,435 | Soccer | 1 | Female | Older than High School | P, S/R, R/T, S | 1.036 (0.605, 1.776) | 0.584 (0.182, 1.878) |
| 11 | Pasanen[ | Cluster randomized trial | 457 | Floorball | 3 | Female | Older than High School | P, B, S/R, S, R/T | 0.493 (0.186, 1.307) | 1.161 (0.315, 4.274) |
| 12 | Steffen[ | Cluster randomized trial | 2,020 | Soccer | 3 | Female | High School-aged | P, B, S/R, R/T, S | 1.220 (0.612, 2.433) | 0.792 (0.120, 5.205) |
| 13 | Pfeiffer[ | Prospective cohort study | 1,439 | Soccer, Basketball, Volleyball | 0 | Female | High School-aged | P, R/T | 2.153 (0.321, 14.447) | |
| 14 | Mandelbaum[ | Prospective cohort study | 2,946 | Soccer | 0 | Female | High School-aged | P, S/R, R/T, S | 0.114 (0.018, 0.723) | |
| 15 | Petersen[ | Prospective matched cohort | 276 | Handball | 1 | Female | Older than High School | P, B, R/T | 0.474 (0.127, 1.765) | 0.190 (0.014, 2.523) |
| 16 | Olsen[ | Cluster randomized trial | 1,837 | Handball | 2 | Female, Male | High School-aged | P, B, S/R, R/T | 0.530 (0.264, 1.064) | 0.280 (0.045, 1.747) |
| 17 | Malliou[ | Prospective cohort study | 100 | Soccer | 0 | Not Reported | High School-aged | B | 0.500 (0.209, 1.194) | |
| 18 | Myklebust[ | Prospective cross-over study | 1,797 | Handball | 0 | Female | Older than High School | P, B, R/T | 0.960 (0.491, 1.875) | |
| 19 | Junge[ | Prospective cohort study | 194 | Soccer | 1 | Male | High School-aged | P, B, S/R, R/T, S | 0.697 (0.283, 1.721) | |
| 20 | Heidt[ | Randomized trial | 300 | Soccer | 1 | Female | High School-aged | P, S/R, R/T | 0.103 (0.032, 0.340) | 0.125 (0.016, 0.999) |
| 21 | Soderman[ | Cluster randomized trial | 140 | Soccer | 2 | Female | Older than High School | B | 1.831 (0.537, 6.240) | 5.492 (0.434, 69.533) |
| 22 | Hewett[ | Prospective cohort study | 829 | Soccer, Volleyball, Basketball | 0 | Female | High School-aged | P, S/R, R/T, S | 0.269 (0.033, 2.217) | 0.537 (0.055, 5.251) |
| 23 | Wedderkop[ | Cluster randomized trial | 237 | Handball | 1 | Female | High School-aged | P, B, S/R | 0.301 (0.050, 1.812) | |
| 24 | Caraffa[ | Prospective cohort study | 600 | Soccer | 0 | Not Reported | Older than High School | B | 0.143 (0.064, 0.321) | |
1 P: plyometric (jump training); B: balance exercises; S/R: strength/ resistance training; R/T: running/ technique training exercises (e.g. shuttle run, bounding run, etc.); S: stretching
2 Average age reported for injured players only
† No estimate of exposure time.
IRR estimates were calculated assuming equal exposure time across groups.
‡ No correlation coefficient or inflation factor reported.
Confidence intervals were calculated assuming a correlation coefficient of 0.035
* Only control season and first intervention season included
Fig 2Sensitivity Analyses: Funnel plots of weight by natural log of the incidence rate ratio for knee injury.
Panel A includes all 20 studies of knee injury, while Panel B includes only 19 studies of knee injury (excluding Heidt et al).
Fig 3Forest plots of the natural log of IRR and 95% confidence interval for knee and ACL injuries excluding studies that contribute to heterogeneity.
Summary estimates from the meta-analysis are presented at the bottom of the plot in red. A) Forest plot of the natural log of IRR and 95% confidence interval for knee injury excluding Heidt et al. B) Forest plot of the ln IRR and 95% confidence interval for ACL injury excluding Caraffa et al and Myklebust et al.
Fig 4Sensitivity Analyses: Funnel plots of weight by natural log of the incidence rate ratio for ACL injury.
Panel A includes all 14 studies of ACL injury, while Panel B includes only 12 ACL studies (excluding Caraffa et al and Myklebust et al).
Results of Meta-Regression.
| Knee Injury | ACL Injury | |||||
|---|---|---|---|---|---|---|
| Component | n (%) | IRR | P-value | n (%) | IRR | P-value |
| Balance training | 0.3677 | 0.5142 | ||||
| No | 4 (20%) | 0.503 | 6 (43%) | 0.359 | ||
| Yes | 16 (80%) | 0.681 | 8 (57%) | 0.530 | ||
| Plyometric (jump) training | 0.5907 | 0.5182 | ||||
| No | 2 (10%) | 0.810 | 2 (14%) | 0.497 | ||
| Yes | 18 (90%) | 0.639 | 12 (86%) | 0.311 | ||
| Strength/ resistance Training | 0.5268 | 0.4567 | ||||
| No | 4 (20%) | 0.751 | 5 (36%) | 0.389 | ||
| Yes | 16 (80%) | 0.624 | 9 (64%) | 0.608 | ||
| Running Technique training | 0.8871 | 0.5182 | ||||
| No | 3 (15%) | 0.690 | 2 (14%) | 0.497 | ||
| Yes | 17 (85%) | 0.652 | 12 (86%) | 0.311 | ||
| Stretching | 0.4007 | 0.6638 | ||||
| No | 10 (50%) | 0.587 | 9 (64%) | 0.547 | ||
| Yes | 10 (50%) | 0.723 | 5 (36%) | 0.421 | ||
| Age | 0.1995 | 0.4097 | ||||
| High School | 13 (65%) | 0.791 | 8 (57%) | 0.363 | ||
| > High School | 7 (35%) | 0.579 | 6 (43%) | 0.581 | ||
| Intervention Period | 0.0016 | 0.3281 | ||||
| Pre-Season | 5 (25%) | 0.237 | 5 (36%) | 0.323 | ||
| During Season only | 15 (75%) | 0.754 | 9 (64%) | 0.573 | ||
* The p-value tests a difference in IRR between categories.
Fig 5Meta-Regression: Year of Publication.
This figure shows the association between the year of publication and intervention efficacy for A) knee injury and B) ACL injury. Publication year is along the X-axis, and each dot represents the summary IRR for that year. The size of the bubble corresponds to the average sample size for studies published in that year.
Fig 6Sensitivity Analyses. Forest plots of the ln IRR and 95% confidence interval, including studies that contribute to heterogeneity.
Panel A shows the forest plot for knee injury, including Heidt. Panel B shows the forest plot for ACL injury, including Caraffa and Myklebust. Summary estimates from the meta-analysis are presented at the bottom of the plot in red.