DocumentCode
171357
Title
Implicit guidance to dynamic stability in rhythmic ball bouncing
Author
Huber, Meghan E. ; Sternad, Dagmar
Author_Institution
Bioeng., Northeastern Univ., Boston, MA, USA
fYear
2014
fDate
25-27 April 2014
Firstpage
1
Lastpage
2
Abstract
While rhythmically bouncing a ball with a racket appears to be a simple task, it requires precise perceptually-guided coordination between racket and ball to be successful. In this task, subjects manipulate a real table tennis racket to rhythmically bounce a virtual ball to a target height in a 2D virtual environment. Stability analyses of the mathematical model of a bouncing ball showed that dynamic stability is indicated when the racket contacts the ball during the decelerating portion of the racket´s upward movement [1-3]. Dynamically stable performance implies that small errors converge back to stable performance without requiring active corrections, hence constituting a “smart” solution that skilled performers adopt. Previous studies have shown that practice is needed in order to find this dynamically stable solution. This study examined if a suitably designed perturbation could guide novice subjects to hit with negative racket acceleration earlier in practice. The perturbation was applied to racket velocity at contact. Instead of using the actual racket velocity at contact, the calculation used the velocity value 50 ms prior. Results show that humans can be guided to exploit dynamic stability in coordinative behavior early in practice and maintain dynamic stability even when the guidance is removed.
Keywords
sport; dynamic stability; mathematical model; rhythmic ball bouncing; table tennis racket; time 50 ms; Acceleration; Educational institutions; Mathematical model; Noise; Sports equipment; Stability analysis; Trajectory; ball bouncing; dynamic stability; implicit guidance; motor learning; rhythmic motor task;
fLanguage
English
Publisher
ieee
Conference_Titel
Bioengineering Conference (NEBEC), 2014 40th Annual Northeast
Conference_Location
Boston, MA
Type
conf
DOI
10.1109/NEBEC.2014.6972819
Filename
6972819
Link To Document