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STRENGTH AS A RISK FACTOR FOR
HAMSTRING STRAIN INJURY -
Is it still a piece of the puzzle?
Nicol van Dyk
Rehabilitation Department
Contributing Authors
– Rod Whiteley
– Cristiano Eirale
– Bhavesh Kumar
– Bruce Hamilton
– Hans Tol
– Roald Bahr
– Erik Witvrouw
• Hamstring Strain Injuries (HSI) remain the
most common muscle injury in football
(Hagglund et al 2013, Ekstrand et al 2011, Eirale et al 2013)
Introduction
• Incidence 12-15% (Opar et al 2012)
• 37% of all muscle injuries (Ekstrand et al 2011)
Introduction
Introduction
Fatigue
Core Stability
Neuromuscular
Control
Flexibility
Strength
Multifactorial Nature of HSI (Mendiguchia et al 2012)
Psychological
Factors
Architecture
Introduction
Aim
Can Strength be identified as
a risk factor for Hamstring
Injury?
All Teams in
Qatar Stars
League
(n=14 teams)
2010-2014
No isokinetic tests
performed
(n=52 subjects)
Isokinetic Tests during
Periodic Health Evaluation
(n=617 subjects)
mean follow up of 2.24 years
Q Con 60°/s
(n= 556)
H Con 60°/s
(n= 555)
Q Con 300°/s
(n= 556)
H Con 300°/s
(n=556)
H Ecc 60°/s
(n=562)
Materials & Methods
1050
Isokinetic
Tests
performed
Total Injuries 187
1st time injuries
131
617
subjects
187
injuries
• Clustered Logistic Regression Analysis with repeated measures
Confounding Variables
Strength Variables
Statistical Analysis
Season
Q Con
60 BW H Ecc 60
BW
H Con
60 BW
Q Con
300 BW
Q Con 60/
H Con 60
Q Con 300/
H Con 300
H Con 60/
H Ecc 60
Q Con 300/
H Ecc 60
H Con
300 BW
Position
Previous
HSI
Results
Age 24.7 ± 4.7
Height 176.5cm ± 6.7
Weight 71.8 ± 9.1
Odds Ratio p-value 95% CI
Q Con 60 0.99 0.06 0.99 - 1.00
H Con 60 0.99 0.17 0.99 - 1.00
Q Con 300 0.99 0.97 0.99 - 1.00
H Con 300 0.99 0.20 0.99 - 1.00
H Ecc 60 0.99 0.12 0.99 - 1.00
Q Con 60 BW 0.71 0.03* 0.52 - 0.97
H Con 60 BW 0.75 0.29 0.43 -1.29
Q Con 300BW 1.10 0.87 0.56 - 1.89
H Con 300 BW 0.75 0.29 0.43 - 1.29
H Ecc 60 BW 0.73 0.04* 0.54 - 0.99
Q Con 60/ H Con 60 0.76 0.32 0.44 - 1.32
H Con 60/ H Ecc 60 1.08 0.90 0.34 - 3.40
Q Con 300/ H Con 300 1.46 0.26 0.76 - 2.79
Q Con 300/ H Ecc 60 1.46 0.35 0.66 - 3.25
Q Con 60 BW 0.71 0.03* 0.52 - 0.97
H Ecc 60 BW 0.73 0.04* 0.54 - 0.99
Results
Limitations
Population Specific
No player exposure
Discussion
Hamstrings Eccentric
Quadriceps Concentric
are risk factors
for HAMSTRING STRAIN INJURIES
Discussion
Q Con 60 234
H Ecc 60 186
15%
Q Con 60 227
H Ecc 60 186
41%
Q Con 60 234
H Ecc 60 179
36%
P(x)=
1
1+𝑒
_
𝑧Probability of developing HSI
Q Con 60 227
H Ecc 60 179
51%
Take Home Message
www.uwrf.edu
Quadriceps Concentric
Strength
Can Strength be
identified as a
risk factor for
HSI? Hamstrings Eccentric
Thank you

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Isokinetic conference 2015 London strength as a risk factor for hamstring injury

  • 1. STRENGTH AS A RISK FACTOR FOR HAMSTRING STRAIN INJURY - Is it still a piece of the puzzle? Nicol van Dyk Rehabilitation Department
  • 2.
  • 3. Contributing Authors – Rod Whiteley – Cristiano Eirale – Bhavesh Kumar – Bruce Hamilton – Hans Tol – Roald Bahr – Erik Witvrouw
  • 4. • Hamstring Strain Injuries (HSI) remain the most common muscle injury in football (Hagglund et al 2013, Ekstrand et al 2011, Eirale et al 2013) Introduction
  • 5. • Incidence 12-15% (Opar et al 2012) • 37% of all muscle injuries (Ekstrand et al 2011) Introduction
  • 6. Introduction Fatigue Core Stability Neuromuscular Control Flexibility Strength Multifactorial Nature of HSI (Mendiguchia et al 2012) Psychological Factors Architecture
  • 8. Aim Can Strength be identified as a risk factor for Hamstring Injury?
  • 9. All Teams in Qatar Stars League (n=14 teams) 2010-2014 No isokinetic tests performed (n=52 subjects) Isokinetic Tests during Periodic Health Evaluation (n=617 subjects) mean follow up of 2.24 years Q Con 60°/s (n= 556) H Con 60°/s (n= 555) Q Con 300°/s (n= 556) H Con 300°/s (n=556) H Ecc 60°/s (n=562) Materials & Methods 1050 Isokinetic Tests performed Total Injuries 187 1st time injuries 131 617 subjects 187 injuries
  • 10. • Clustered Logistic Regression Analysis with repeated measures Confounding Variables Strength Variables Statistical Analysis Season Q Con 60 BW H Ecc 60 BW H Con 60 BW Q Con 300 BW Q Con 60/ H Con 60 Q Con 300/ H Con 300 H Con 60/ H Ecc 60 Q Con 300/ H Ecc 60 H Con 300 BW Position Previous HSI
  • 11. Results Age 24.7 ± 4.7 Height 176.5cm ± 6.7 Weight 71.8 ± 9.1
  • 12. Odds Ratio p-value 95% CI Q Con 60 0.99 0.06 0.99 - 1.00 H Con 60 0.99 0.17 0.99 - 1.00 Q Con 300 0.99 0.97 0.99 - 1.00 H Con 300 0.99 0.20 0.99 - 1.00 H Ecc 60 0.99 0.12 0.99 - 1.00 Q Con 60 BW 0.71 0.03* 0.52 - 0.97 H Con 60 BW 0.75 0.29 0.43 -1.29 Q Con 300BW 1.10 0.87 0.56 - 1.89 H Con 300 BW 0.75 0.29 0.43 - 1.29 H Ecc 60 BW 0.73 0.04* 0.54 - 0.99 Q Con 60/ H Con 60 0.76 0.32 0.44 - 1.32 H Con 60/ H Ecc 60 1.08 0.90 0.34 - 3.40 Q Con 300/ H Con 300 1.46 0.26 0.76 - 2.79 Q Con 300/ H Ecc 60 1.46 0.35 0.66 - 3.25 Q Con 60 BW 0.71 0.03* 0.52 - 0.97 H Ecc 60 BW 0.73 0.04* 0.54 - 0.99 Results
  • 14. Discussion Hamstrings Eccentric Quadriceps Concentric are risk factors for HAMSTRING STRAIN INJURIES
  • 15. Discussion Q Con 60 234 H Ecc 60 186 15% Q Con 60 227 H Ecc 60 186 41% Q Con 60 234 H Ecc 60 179 36% P(x)= 1 1+𝑒 _ 𝑧Probability of developing HSI Q Con 60 227 H Ecc 60 179 51%
  • 16. Take Home Message www.uwrf.edu Quadriceps Concentric Strength Can Strength be identified as a risk factor for HSI? Hamstrings Eccentric

Editor's Notes

  1. Thank you to the organizers and scientific committee for the opportunity… Fot those interested in this presentation, I will put these slides up on slideshare and post a link on twitter.
  2. Retrospective – effect not cause, Prospective contradictory results – small sample size, low number of injuries. Can strength be id as a RF for HSIAnd, which of the strength variables/characteristics, and when I say characteristics, I refer to isokinetic testing identifying type and speed
  3. Retrospective – effect not cause, Prospective contradictory results – small sample size, low number of injuries. Can strength be id as a RF for HSIAnd, which of the strength variables/characteristics, and when I say characteristics, I refer to isokinetic testing identifying type and speed
  4. Now, one of the interesting factors we had to consider was the multiple baseline tests we had collected. So we needed to find a model that would allow for these multiple measures. We there performed a Clustered logistic regression analysis with repeated measures robust analysis with population average approach
  5. So each of the variables were included in the regression model, which took into account the confounding variables that was identified in the analysis. Mention Limitations – could not control for exposure
  6. So each of the variables were included in the regression model, which took into account the confounding variables that was identified in the analysis. Mention Limitations – could not control for exposure