An MRI Based Double Blinded Obseravational Study of Posterior Tibial Slope in...
BASES Presentation 2015
1. School of Sport and Exercise Sciences
FACULTY OF SCIENCE
Evaluation of a clinical algorithm predicting
high knee loads in female athletes
Nicole Petch
Co-authors
Raihana Sharir, Radin Rafeeudin, Jos Vanrenterghem, Mark A. Robinson
2. School of Sport and Exercise Sciences
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Background
ACL injuries are acute, immediately disabling, require surgical
intervention and lengthy rehabilitation (Lohmander et al., 2007;
Renstrom et al., 2008).
High peak knee abduction moments in particular have been identified
as an ACL injury risk factor (Hewett et al., 2005)
An algorithm has been developed (Myer et al., 2011) to predict the
peak knee abduction moment.
Easy-to-measure anthropometric, kinematic and strength
measurements, bridge the gap between laboratory and clinic-based
assessments.
3. School of Sport and Exercise Sciences
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Objectives
Evaluate the algorithm for use in university-
level female athletes by comparing its
prediction of:
1.Probability of a high knee load to
measured knee abduction moment.
2.Hamstrings: Quadriceps (H:Q) ratio to
measured H:Q ratio.
Hypothesis
1.There was a significant relationship between the predicted
probability of a high knee load and the measured peak
knee abduction moment.
2. There was a significant relationship between the predicted
H:Q ratio and the measured H:Q ratio.
Adapted Myer et al (2011)
4. School of Sport and Exercise Sciences
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Adapted Myer et al (2011)
Tibia Length: 34cm
Knee Valgus Motion: 4cm
Knee Flexion ROM: 75o
Mass:
60Kg
QuadHam Ratio: 1.4
Probability of high knee load: 0.28
Points plotted
summed
Total Points: 75
5. School of Sport and Exercise Sciences
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Landing Biomechanics – Knee Flexion ROM
Three-dimensional motion capture (250 Hz) and force analysis
(1500 Hz) were combined in Visual 3D (C-Motion)
A B
ᶿ1 ᶿ2
TOUCHDOWN MAXIMUM FLEXION
6. School of Sport and Exercise Sciences
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Landing Biomechanics – Knee Valgus Motion
A B
X1 X2
Peak knee abduction moment during the DVJ first landing phase
calculated in Visual 3D (C-Motion)
TOUCHDOWN MAXIMUM MEDIAL POSITION
7. School of Sport and Exercise Sciences
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Nomogram Results
46cm
7.3cm
80.6o
74.7Kg
1.3
143.5
0.99
32cm
4.2cm
61.4o
61.5Kg
1.4
74
0.28
High Risk Female Example Low Risk Female Example
8. School of Sport and Exercise Sciences
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0
1
2
3
4
5
6
7
0-9 10-19 20-29 30-39 40-49 50-59 60-69 70-79 80-89 90-99
NumberofAthletes
High Knee Load Probability
Female Probability of High Knee Load Distribution
9 High
Probability6 Low
Probability
9. School of Sport and Exercise Sciences
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KAM Predicted Vs Measured
R² = 0.4267
0
5
10
15
20
25
30
35
40
45
0 20 40 60 80 100
KneeAbductionMoment
(Nm)
Probality of High Knee Load (%)
Linear regression was used to examine the predicted versus
measured variables.
10. School of Sport and Exercise Sciences
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KAM Predicted Vs Measured
R² = 0.4267
0
5
10
15
20
25
30
35
40
45
0 20 40 60 80 100
KneeAbductionMoment
(Nm)
Probability of High Knee Load (%)
Linear regression was used to examine the predicted versus
measured variables.
11. School of Sport and Exercise Sciences
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H:Q Predicted Vs Measured
R² = 0.0093
1.50
1.60
1.70
1.80
1.90
2.00
2.10
0.90 1.40 1.90
PredictedH:QRatio
Measured H:Q Ratio
Prediction method
over predicted actual
H:Q Ratio.
No correlation
between prediction
and measured.
Linear regression was used to examine the predicted versus
measured variables.
12. School of Sport and Exercise Sciences
FACULTY OF SCIENCE
Findings
Algorithm significantly predicted KAM in female athletes (p=0.008,
r2=0.43). Estimated H:Q did not significantly relate to measured H:Q
ratio (p=0.68, r2=0.01).
Algorithm was highly sensitive (100%) at classifying individuals
with a >70% probability of high knee load with an actual knee
load >25.25Nm.
The sensitivity however was 60% with 3 Females predicted high
risk <70%, when actual knee load >25.25Nm.
Nomogram profile highly influenced by tibia length and valgus
motion respectively.
13. School of Sport and Exercise Sciences
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Conclusions
Classification of a high risk female athlete: <70% probability of
high knee load, <25.25Nm measured KAM
Although the relationships between the predicted and measured
variables were not strong, the algorithm seems to be a good
predictor of female university athletes with high KAM and could
therefore be useful as an ACL injury screening tool.
Future Research
Further research into improving the sensitivity of the clinical
algorithm. Application of the algorithm to evaluate prediction of
ACL injury.
Adapting the algorithm to reduce the influence of tibia length on
resultant predicted knee loads.
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References
Hewett, T. E., Myer, G. D., Ford, K. R., Heid, R. S., Colosimo, A. J., McLean, S. G. et al. (2005).
Biomechanical Measures of Neuromuscular Control and Valgus Loading of the Knee Predict Anterior
Cruciate Ligament Injury Risk in Female Athletes. The American Journal of Sports Medicine, 33,
492-501.
Lohmander, L. S., Englund, P. M., Dahl, L. L., Roos, E. M. (2007). The Long-term Consequences of
Anterior Cruciate Ligament and Meniscus Injuries: Osteoarthritis. The American Journal of Sports
Medicine, 35, 1756-1769.
Myer, G. D., Ford, K. R., Khoury, J., Succop, P., & Hewett, T. E. (2011b). Biomechanical laboratory-
based prediction algorithm to identify female athletes with high knee loads that increase risk of
ACL injury. British Journal of Sports Medicine, 45, 245-252.
Renstrom, P., Ljungqvist, A., Arendt, E., Beynnon, B., Fukubayashi, T., Garrett, W. et al. (2008).
Non-contact ACL injuries in female athletes: an International Olympic Committee current concepts
statement. British Journal of Sports Medicine, 42, 394-412.
15. School of Sport and Exercise Sciences
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Thank you for listening
Any questions?
Editor's Notes
Example of the nomogram developed by the myer group, increasing the ease of the application in a clinical setting
15 female university level athletes
Bilateral drop vertical jump
Mass
Standard Physician Scale
Tibia Length
Standard Tape Measure: distance from the lateral knee epicondyle to lateral malleolus
H:Q Ratio
Isokinetic Dynamometer (Biodex) 120deg/s
Knee flexion angle at touch down (A) is the first measure of knee flexion ROM (ᶿ1), knee flexion angle at maximum knee flexion (B) is the second measure of knee flexion ROM (ᶿ2). Knee flexion ROM =difference in flexion angles (ᶿ1-ᶿ2).
Knee valgus position at touch down (A), is the first position (X1), knee maximum valgus position (B), is the second position (X2). Knee valgus displacement = difference between the two positions (X1-X2).
High Risk: Profile shifted to the right
Low Risk: Profile shifted to the left
Evident tibia length and valgus motion have a high influence on the total points plotted and as a result the probability of a high knee load.
Important to note that 6 females recorded a probability of 90-99% and are at high risk
Good r2 value
60% Sensitivity & 100% Specificity
Low Risk
>70% Probability >25.25Nm KAM
High Risk
<70% Probability <25.25 Nm KAM
3 females recorded high risk when their actual KAM was low >25.25Nm