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DIFFERENCE OF IMPACT FORCE AND KNEE ANGLE WITH BAREFOOT VERSES SHOD RUNNERS 
Shelbi Butters 
Biomechanics Undergraduate, Utah State University 
INTRODUCTION 
The primary function of the shoe is to protect the foot against 
the forces occurring when the heel impacts the ground (Belli, 
A.) whereas with barefoot running shock reduction is minimal 
(Aerts, Peter.). It is assumed that runners will adapt their 
running style in an “impact-reducing” way when running 
(Aerts, Peter.). In comparing barefoot and shod runners the 
knee angle is being altered. 
The purpose of our study was to compare the different forces 
from barefoot running to shod running while comparing the 
angle of the knee. 
METHODS 
There was a total six participants that were college aged 
university students. The average weight was 687.09 N and the 
standard deviation of weight was 195.91 N. The weight was 
calculated using the force plate before we had them start the 
trials. Each participant had roughly three trial runs before we 
recorded any data. Each participant then did three test which 
involved running barefoot, and three more shod. There were 
three reflective pieces of tape placed on the greater trochanter, 
lateral side of knee and the lateral malleolus. AcqKnowledge 
4 Software was used to calculate the forces, with an in ground 
force plate. As each participant would run they were recorded 
with a high-speed camera recording 300 frames per second. 
Kinovea was used to calculate the joint angle of the knee. 
IBM SPSS was used to find average and standard deviations. 
RESULTS AND DISCUSSION 
The mean for shod trials 1.81 BW and the standard deviation 
was .30. The mean for barefoot trials 1.67 BW and the std. 
was .25. After running the paired samples t test there was no 
significant difference. The mean for the knee joint angle in 
shod was 165.22 with a std. of 5.31. The mean for the knee 
joint angle barefoot was 163.95 with a std. 4.47. There was no 
significant difference between the angles. 
CONCLUSIONS 
In our study we found that there was no significant change in 
the force of the heel strike when comparing shod and barefoot 
running, in agreement to De Wit et al. study (Aerts, Peter.)( 
Belli, A). There was no significant difference in the knee joint 
angle during our study, in agreement to the Lieberman study. 
Some of the limitations of the study that could be avoided 
were: participant size (it was fairly small), and having a better 
force plate (the participants weren’t performing their natural 
stride, because they focused so much on trying to hit the force 
plate). 
REFERENCES/WORKS CITED 
Aerts, Peter. "Biomechanical Analysis Of The Stance Phase 
During Barefoot And Shod Running." Journal of 
Biomechanics 33 (): 269-278. Print. 
Belli, A., C. Divert, H. Baur, and F. Mayer. "Mechanical 
Comparison Of Barefoot And Shod 
Running." International Journal of Sports 
Medicine 26 (): 593-598. Print 
Descriptive S tatistics 
N Mean Std. Deviation 
ShodForce 18 1.8061 .33127 
UnshodForce 18 1.6667 .27560 
JointAngleShod 18 165.2222 5.31984 
JointAngleUnshod 18 163.9444 4.43876 
Figures: shows comparison between the different test.

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final paper

  • 1. DIFFERENCE OF IMPACT FORCE AND KNEE ANGLE WITH BAREFOOT VERSES SHOD RUNNERS Shelbi Butters Biomechanics Undergraduate, Utah State University INTRODUCTION The primary function of the shoe is to protect the foot against the forces occurring when the heel impacts the ground (Belli, A.) whereas with barefoot running shock reduction is minimal (Aerts, Peter.). It is assumed that runners will adapt their running style in an “impact-reducing” way when running (Aerts, Peter.). In comparing barefoot and shod runners the knee angle is being altered. The purpose of our study was to compare the different forces from barefoot running to shod running while comparing the angle of the knee. METHODS There was a total six participants that were college aged university students. The average weight was 687.09 N and the standard deviation of weight was 195.91 N. The weight was calculated using the force plate before we had them start the trials. Each participant had roughly three trial runs before we recorded any data. Each participant then did three test which involved running barefoot, and three more shod. There were three reflective pieces of tape placed on the greater trochanter, lateral side of knee and the lateral malleolus. AcqKnowledge 4 Software was used to calculate the forces, with an in ground force plate. As each participant would run they were recorded with a high-speed camera recording 300 frames per second. Kinovea was used to calculate the joint angle of the knee. IBM SPSS was used to find average and standard deviations. RESULTS AND DISCUSSION The mean for shod trials 1.81 BW and the standard deviation was .30. The mean for barefoot trials 1.67 BW and the std. was .25. After running the paired samples t test there was no significant difference. The mean for the knee joint angle in shod was 165.22 with a std. of 5.31. The mean for the knee joint angle barefoot was 163.95 with a std. 4.47. There was no significant difference between the angles. CONCLUSIONS In our study we found that there was no significant change in the force of the heel strike when comparing shod and barefoot running, in agreement to De Wit et al. study (Aerts, Peter.)( Belli, A). There was no significant difference in the knee joint angle during our study, in agreement to the Lieberman study. Some of the limitations of the study that could be avoided were: participant size (it was fairly small), and having a better force plate (the participants weren’t performing their natural stride, because they focused so much on trying to hit the force plate). REFERENCES/WORKS CITED Aerts, Peter. "Biomechanical Analysis Of The Stance Phase During Barefoot And Shod Running." Journal of Biomechanics 33 (): 269-278. Print. Belli, A., C. Divert, H. Baur, and F. Mayer. "Mechanical Comparison Of Barefoot And Shod Running." International Journal of Sports Medicine 26 (): 593-598. Print Descriptive S tatistics N Mean Std. Deviation ShodForce 18 1.8061 .33127 UnshodForce 18 1.6667 .27560 JointAngleShod 18 165.2222 5.31984 JointAngleUnshod 18 163.9444 4.43876 Figures: shows comparison between the different test.