Player Surface Interaction: Injury and Performance

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Transcription:

Player Surface Interaction: Injury and Performance Darren Stefanyshyn Human Performance Laboratory University of Calgary

Player Surface Interaction Injury traction Performance energy

Sport Surfaces and Injuries Overuse and acute injuries non uniformity high stiffness minimal surface deformation insufficient friction excessive friction Experimental evidence?

Soccer Injury Cutting and dribbling 2/3 of ACL injuries non-contact Andreasson et al., 1986 Ekstrand and Nigg, 1989

Tennis Injuries Surface Frequency Rel.. Frequency of pain of pain [%] [%/hours/week] Clay 2.2 0.5 Synthetic Sand 3.0 1.6 Synthetic Surface 10.7 3.0 Asphalt 14.5 3.9 Felt Carpet 14.8 4.8 Synthetic Grill 18.0 3.8 Nigg et al., 1980

Traction and Injuries Torg and Quedenfeld,, 1971-1974 1974 Quantified number and severity of knee and ankle injuries in American Football 4 seasons first season - 7 stud football shoe following seasons - 15 stud soccer shoe

American Football Injury Football shoe Injuries/team/game Soccer shoe Injuries/team/game Public league Knee 0.33 0.14-0.17 0.17 Catholic league Knee 0.58 0.22-0.24 0.24 ankle 0.45 0.23-0.25 0.25 Torg and Quedenfeld,, 1971

American Football Injury Rotational traction Release coefficients on grass Football shoe Soccer shoe.55 ± 0.06.28 ± 0.03 Torg and Quedenfeld,, 1974

American Football - Traction Release 0.60 Coefficients 0.50 0.40 0.30 0.20 Not safe Probably not safe Probably safe Safe football shoes 0.55 0.06 = 0.49 soccer shoes 0.28 + 0.03 = 0.31 Torg and Quedenfeld,, 1974

Traction and Injury Lambson et al., 1996 Quantified ACL injuries in American Football 3 seasons Prospective 4 shoe conditions

Traction and Injury Shoe ACL Tears Injury Rate Art. Turf Torque [Nm] Nat. Turf Torque [Nm] Edge 38 0.017 52.0 31.0 Flat 3 0.004 40.0 25.5 Screw in 1 0.015 35.0 24.0 Pivot disk 0 0.000 38.5 21.5 Lambson et al., 1996

Factors Affecting Traction Not Coulomb friction (e.g. Van Gheluwe et al., 1983; Valiant et al., 1985; etc.) Relative velocity Normal force Surface contact area

Influence of Surface Translation friction coefficient 2.1 1.9 1.7 16 1 infilled turf surfaces running shoe 1.5 1.3 1.1 0.9 14 19 7 13 9 8 15 17 5 11 10 4 18 21 0.7 20 22.5 25 27.5 30 22 12 2 3 M max [Nm]

Influence of Surface Translation friction coefficient 2.1 1.9 1.7 1.5 1.3 1.1 0.9 16 1 9 15 214 11 17 10 4 7 19 8 22 18 12 5 infilled turf surfaces soccer shoe 3 13 21 0.7 25 27.5 30 32.5 35 M max [Nm]

Traction and Internal Loads Joint loading ultimately plays a functional role in the development of sport injuries. Traction Joint Loading Injury

Knee Joint Moments Sagittal Frontal Transverse Flexion-extension extension Ab-adduction Ab-adduction Rotation Rotation

PFPS Retrospective Study Two groups of runners Group 1 (n=20) positive PFPS diagnosis Group 2 (n=20) never diagnosed with PFPS

External Rotation Knee Moment Retrospective Moment [Nm] 75 50 Asymp PFPS 25 0-25 50 100 Time [% of stance] -50

Abduction Knee Moment Retrospective Moment [Nm] 150 100 Asymp PFPS 50 0-50 50 100 Time [% of stance] -100

Retrospective PFPS Maximal external rotation moments were 8 Nm (22%) higher for injured runners Maximal abduction moments were 24 Nm (20%) higher for injured runners

Prospective Running Study 145 runners Bilateral data collected at beginning of running season Shod and barefoot Injury data collected over 6 month running season

Prospective PFPS 6 subjects diagnosed with PFPS Physical examination criteria None had previous PFPS

Prospective PFPS 2 to 1 matched with uninjured subjects gender weekly running distance years of running experience mass 3-dimensional knee joint moments

External Rotation Knee Moment Prospective Moment [Nm] 75 Asymp PFPS 50 25 0-25 50 100 Time [% of stance] -50

Abduction Knee Moment Prospective Moment [Nm] 150 100 Asymp PFPS 50 0-50 50 100 Time [% of stance] -100

Prospective PFPS Maximal external rotation moments were 9 Nm (90%) higher for injured runners Maximal abduction moments were 25 Nm (65%) higher for injured runners

Prospective Injury Frequency [%] 100 90 Knee abd. moment 80 Knee ext. rot. moment 70 60 Low 25% Mid 50% High 25% Stefanyshyn et al. (2001)

Knee Moments and Injury Hewett et al. 2005 Prospective study Female ACL injury 205 subjects Knee adduction moment [Nm] 80 60 40 20 ** Mizuno et al. 2004 0 Uninjured ACL Adduction and rotational moments result in high ACL strain

Sport Surfaces - Joint Moments 5 indoor sport surfaces 21 subjects 11 male 10 female Three movements shuffle, vcut,, run shuffle Standard court shoe

Knee Moments Knee Extension Moment [Nm] 200 extension Side Shuffle 100 Knee Adduction Moment [Nm] Surface 1 Surface 2 Surface 3 Surface 4 Surface 5 0-100 flexion 50 Knee Rotation Moment [Nm] 100 Normalized Time 600 400 adduction 150 100 external 200 50 100 Normalized Time 50 0-50 internal 50 Normalized Time 100

Forces Side Shuffle Force (vertical) [N] 2000 1000 Normalized Time Surface 1 Surface 2 Surface 3 Surface 4 Surface 5 50 100 Force (medio - lateral) [N] 800 600 Force (a- p) [N] 200 400 100 200-100 50 100 Normalized Time 0-100 50 Normalized Time 100

Influence of Surface F vertical F resultant F vertical F resultant Surface 5 Surface 1 F m-l F m-l

Translational Friction Knee moments External Rotation Moment [Nm] 60 45 Adduction Moment [Nm] 400 300 30 15 200 R 2 = 0.02 R 2 = 0.03 100 0 0.8 0.9 1 1.1 1.2 Static Friction 0 0.8 0.9 1 1.1 1.2 Static Friction

Rotational Friction Knee moments External Rotation Moment [Nm] 60 45 Adduction Moment [Nm] 400 300 30 15 R 2 = 0.33 200 100 R 2 = 0.28 0 10 12.5 15 17.5 20 M max max [Nm] 0 10 12.5 15 17.5 20 M max max [Nm]

Higher Friction Lower Friction μ = 1.79 μ = 1.36

Soccer Shoes adidas Nova running adidas Copa adidas World Cup adidas TRX

Methods 12 recreational soccer players Two movements running cut, 180 turn Infilled artificial turf Kinetics and kinematics

Methods - Traction 6-DOF Stewart platform

Linear Traction Coefficient 2.5 2.0 1.5 1.0 0.5 0.0 Nova Copa World Trx

Rotational Traction Moment [Nm] 25 20 15 10 5 0 Nova Copa World Trx

Cut Knee Joint Moments Knee Joint Moments [Nm] Adduction 75 Rotation 60 45 30 15 0 Nova Copa World Trx Nova Copa World Trx

Linear Traction Knee Moments Knee Joint Moment [Nm] 60 Cut 40 Knee adduction Knee rotation 20 0 1.0 1.2 1.4 1.6 1.8 2.0 2.2 Linear coefficient

Rotational Traction Knee Moments Knee Joint Moment [Nm] Cut 60 40 Ankle eversion Ankle rotation 20 0 5 10 15 20 Rotational Traction Moment [Nm]

180 Turn Knee Joint Moments Knee Joint Moments [Nm] Adduction 50 Rotation 40 30 20 10 0 Nova Copa World Trx Nova Copa World Trx

Linear Traction Knee Moments Knee Joint Moment [Nm] 60 180 turn 40 Knee abduction Knee rotation 20 0 1.0 1.2 1.4 1.6 1.8 2.0 2.2 Linear coefficient

Rotational Traction Knee Moments Knee Joint Moment [Nm] 180 turn 60 40 Knee abduction 20 Knee rotation 0 5 10 15 20 Rotational Traction Moment [Nm]

Soccer Cleat Summary Cleats only had a significant effect during rotational movement Rotational and possibly translational traction seem to affect knee joint moments

Injury Summary Traction plays a large roll Rotational and possibly translational Influences joint moments Surfaces have large influence Rotational movements important Needs to be studied further

Energy The ability to do work. More work throw farther skate faster jump higher Energy Work Performance

Energy and Performance Maximize energy return Minimize energy lost Optimize muscular output Nigg and Segesser,, 1992; Nigg, 2000

Energy and Performance Maximize energy return Minimize energy lost Optimize muscular output Nigg and Segesser,, 1992; Nigg, 2000

Maximizing Energy Return Energy transfer in sports body foot shoe surface and eventually surface shoe foot body

Energy Return E returned = E input - E lost

Energy Input W = F athlete o dr = ΔEsurface E = ½ k surface x 2 deformation stiffness

Energy Input Surface Approx Stiffness [N/m] Deform Energy [m] [J] Tumbling floor 50000 0.100 250 Gymnastic floor 120000 0.050 150 Running track 240000 0.010 12 Gymnasium floor 400000 0.005 5

Energy Lost Force [N] Force [N] Force [N] Energy input Energy returned Energy lost Deformation [mm] Deformation [mm] Deformation [mm]

Energy Lost - Surfaces Energy Loss [%] 100 80 Infilled Turf Point Elastic 60 40 20 0 1 2 1 2 3 4 5

Criteria for Energy Return Large enough to influence performance Returned at the right location in the proper direction at the appropriate time with the right frequency Nigg and Segesser,, 1988

Right Location and Direction Anterior posterior force 25 50 75 100 Normalized time

Right Frequency Deformation Sprinting E input E return 0.1 0.2 Time [s]

Tuned Indoor Track McMahon and Greene 1978, 1979 Optimal stiffness dependent on runner s lower leg stiffness Increased performance 2-3% Outdoor tracks?

Current Outdoor Track Surfaces Given subsurface Solid - thin Homogeneous Isotropic

Sport Surfaces S 1 S 2 S 3 running direction S 4 S 5 (Baroud,, Nigg and Stefanyshyn, 1999)

Input Forces Ground Reaction Force [N] 1600 vertical anterior-posterior 0-600 medio-lateral 0 20 40 60 80 100 120 Time [msec]

Conventional Surface S 1 running direction

Conventional Surface Energy production [J] S 1 1 0.5 E input Ereturn E lost 0 0 20 40 60 80 100 120 Time [msec]

Structured Surface S 5 running direction

Structured Surface Energy production [J] S 5 5.5 4.0 2.0 0 0 E input conventional surface 20 40 60 80 100 120 Ereturn E lost Time [msec]

Energy Return [J] 10 2% in Running 5 Mechanical S 3 energy S 500 J per stride 4 S 2 Nigg and Segesser, 1992 S 5 1% S 1 (Baroud,, Nigg and Stefanyshyn, 1999)

Right Direction end of stance middle of stance beginning of stance

Maximizing Energy Return Energy transfer in sports body foot shoe surface and eventually surface shoe foot body

Surfaces and Shoes S 1 S 2 S 3 S 4 S 5 running direction S 11 S 52

Energy Return [J] 15 S 52 3% in Running 10 Add shoe! 2% 5 S 2 S 3 S 4 S 5 1% S 1 S 11

FE Model Limitations Linear material model Only one material Only one set of input forces Arbitrarily selected structural shapes Not validated

Energy Return Large enough to influence performance Returned at the right location in the proper direction at the appropriate time with the right frequency Nigg and Segesser,, 1988

Energy/Performance in Surfaces Relevant in: Tumbling floors Gymnastics Indoor tracks Outdoor tracks

Acknowledgements Thank you