Finding the Best Injury Risk Assessment for the Lower Extremities - - PowerPoint PPT Presentation

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Finding the Best Injury Risk Assessment for the Lower Extremities - - PowerPoint PPT Presentation

Finding the Best Injury Risk Assessment for the Lower Extremities By Antonio Calderon Dr. Raoul Reiser-Colorado State University Dr. Emilie Gray-Colorado College Sports Injuries: An Epidemic Huge cost and burden $1.8 billion/year in


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SLIDE 1

Finding the Best Injury Risk Assessment for the Lower Extremities

By Antonio Calderon

  • Dr. Raoul Reiser-Colorado State University
  • Dr. Emilie Gray-Colorado College
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SLIDE 2

Sports Injuries: An Epidemic

  • Huge cost and burden
  • $1.8 billion/year in school-age children
  • Single Big 10 Institution: 1317 injuries

across 4 years

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SLIDE 3

Limb Asymmetries

  • Measurable difference in

performance/function between L/R limbs

  • Hamstring strains
  • Lower back pain
  • ACL tears
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SLIDE 4

Functional Movement Assessments

  • Simple, repeatable movements that may reveal risky biomechanics
  • Kinetic Chain Theory, Force Platforms

3 categories of FMAs:

  • 1. Drop Jump (DJ)
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SLIDE 5

Drop Jump (DJ)

1 2 3 4 5 à à à à

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SLIDE 6

Functional Movement Assessments cont.

  • 2. Countermovement Jump w/ Rebound (CMJR)
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SLIDE 7

à à à à ß 1 2 3 4 5 6

Countermovement Jump with Rebound Jump (CMJR)

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SLIDE 8

Functional Movement Assessments cont.

  • 3. Single-leg Countermovement Jump (SL CMJ)

à à à 1 2 3 4

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SLIDE 9

Braking vs. Propulsive Movements

  • Braking: muscle lengthening

under load (“resisting”)

  • Propulsive: muscle

shortening under load (“contracting”)

  • Measuring asymmetry in

both phases of movements à more info about injury risk

Braking Propulsive

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SLIDE 10

Muscle Activation Patterns

  • Past research in muscle

activation/neurological control

  • Each phase/movement type

should be categorized!

  • Braking Phase vs. Propulsive

Phase

  • Unilateral vs. Bilateral

(Sismek, 2017)

Electrode placement during muscle activation analysis

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SLIDE 11

Research Questions

  • 1. Are 4 functional movement assessments

interchangeable? (DJ, CMJ (countermovement jump), RBJ (rebound jump), SL CMJ)

  • 2. Do we get any additional information by dividing

these movements into braking and propulsive phases? DJ CMJR (x2) SL CMJ

  • ---------------------->
  • ------------------------>
  • ------------------------>
  • ----------------------->

DJ CMJ RBJ SL CMJ

  • ------------------------>
  • ---------------------->

Etc.

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SLIDE 12

Hypotheses

  • 3 Bilateral Movements will

correlate strongly

  • Unilateral Movements (SL CMJ)

will correlate weakly with Bilateral movements (DJ, CMJ, RBJ)

  • Braking Force will correlate weakly

with Propulsive Force

(Bilateral Movement) Asymmetry SL CMJ Asymmetries Braking Force Asymmetries (Bilateral Movement) Asymmetries (Bilateral Movement) Asymmetries Propulsive Force Asymmetries Example Graphs

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SLIDE 13

Methods

  • N=104, 3 jump types (DJ, CMJR, SL CMJ), 3 trials each
  • 4 movements analyzed: DJ, CMJ, RJ, SL CMJ
  • Pearson’s Correlations
  • R>0.5 = Strong
  • 0.3<R<0.5 = Moderate
  • R<0.3 = Weak
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Results: Bilateral vs. Bilateral Propulsive

R = 0.679

  • 15
  • 10
  • 5

5 10

  • 15
  • 10
  • 5

5 10 15

Drop Jump Propulsive Countermovement Jump Propulsive

ALL STRONG CORRELATIONS

0.660 0.708

(CMJ – DJ) (RBJ – DJ) (CMJ – RBJ)

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SLIDE 15

Results: Bilateral vs. Bilateral Braking

R = .573*

  • 20
  • 15
  • 10
  • 5

5 10 15 20 25 30

  • 20
  • 10

10 20 30 40

Drop Jump Braking Rebound Jump Braking

ALL STRONG CORRELATIONS

(RBJ – DJ) *only correlation we were able to make in this category

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Results: Unilateral (SL CMJ) vs bilateral propulsive

  • 15
  • 10
  • 5

5 10

  • 10
  • 8
  • 6
  • 4
  • 2

2 4 6 8 10 12

Drop Jump Propulsive Single Leg Countermovement Jump Propulsive

R = .350

ALL MODERATE/WEAK CORRELATIONS

.321 .278

(SLCMJ – DJ) (SLCMJ - CMJ) (SLCMJ – RBJ)

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Results: Propulsive vs. Braking

R = .485*

  • 15
  • 10
  • 5

5 10

  • 20
  • 15
  • 10
  • 5

5 10 15 20 25 30

Drop Jump Propulsive Drop Jump Braking

ALL MODERATE CORRELATIONS

.440*

(DJ) (RBJ) *-only were able to make two correlations in this category

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Conclusions

Research Question

  • 1. Are any functional movement

assessments interchangeable?

  • 2. Any additional info from

dividing into braking and propulsive? Conclusion(s)

  • - Bilateral movements correlate

strongly à potentially interchangeable

  • - Bilateral vs. Unilateral correlate

weakly à not interchangeable

  • - Yes. Braking vs. Propulsive

moderately correlated à not interchangeable

________________________________________________________________________________________________

*All movements and phases provide unique information à should be used together*

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SLIDE 19

Genetic Basis for Functional Asymmetry

  • Early developmental signaling pathways à L/R

body asymmetry à “handedness”

  • Handedness could be associated with:
  • Asymmetry in muscular strength
  • Asymmetry in neuromuscular control

Signaling Pathway for Handedness

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Other Important Factors to Consider

  • Leg-Length Asymmetry
  • Adaptive Asymmetries in certain sports
  • Baseball, Australian Football, Cricket Fast Bowlers
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Future Directions

  • Address limitations: control

for prior activity, warmup type/duration, obtain medical records

  • Larger sample size to perform

inter-class correlations

  • Sex-Specific/Sport-

Specific/Position-specific

  • Leg-length asymmetry classes
  • Measure limb strength and

neurological control

  • 3-D motion capture

(Kinematic Variables)

(Cazzola, 2010)

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SLIDE 22

Acknowledgements

  • Dr. Raoul Reiser, Dept. of Health and Human

Sciences, Colorado State University

  • Dr. Emilie Gray, Dept. of Organismal Biology and

Ecology, Colorado College

  • Colorado State University Dept. of Athletics
  • Colorado State University Dept. of Health and

Human Science

  • Gabrielle Hess, Caitlyn Helwig, Ross Lohrich
  • Colorado College Dept. of Organismal Biology and

Ecology

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THANK YOU!

Any questions please let me know: t_calderon@coloradocollege.edu

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SLIDE 24

Supplemental Equations, etc.

  • Asymmetry Equation: (((Left limb force-Right Limb force)/((0.5)*(Right

limb force+Left limb force)))*100=% asymmetry