Muscle-Contraction Properties in Overarm Throwing Movements

• Autores: Athanasios G. Souglis, Aristomenis A. Sotiropoulos, Dimitrios V. Nikolaidis, Apostolos Grezios, Ioannis T. Gissis
• Localización: Journal of strength and conditioning research: the research journal of the NSCA, ISSN 1064-8011, Vol. 20, Nº. 1, 2006, págs. 117-123
• Idioma: inglés
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• Resumen

  • Grezios, A.K., I.Th. Gissis, A.A. Sotiropoulos, D.V. Nikolaidis, and A.G. Souglis. Muscle-contraction properties in overarm throwing movements. J. Strength Cond. Res. 20(1):117- 123. 2006.-On the basis of dynamic and kinematic data, this study identifies the type of muscle contraction in unloaded overarm throwing movements. An unloaded throw or nearly unloaded throw is defined as the throw in which the external resistance is too small (e.g., the team handball, baseball, and water polo throws as well as the tennis and badminton smashes). A special arm-force-measuring apparatus was constructed to imitate an overarm throw. Forty-two subjects were placed into 3 groups: untrained subjects, weight-trained athletes, and team handball players. The measured parameters included the velocity of the initial movement, the release velocity, the velocity of the first 50 milliseconds of the concentric phase, the force value at the moment of deceleration of the initial movement, and the impulse values during the eccentric and concentric phases of the test movement. Statistically significant higher values of the above parameters (p < 0.05) were determined in that test at which the initial speed of movement was higher. Also, the correlation coefficients of the parameters of the initial phase of the throw movement were very high (p < 0.001), especially the parameters related with the movement's first 50 milliseconds. The results support the thesis that the stretch-shortening cycle is the type of muscle contraction in unloaded overarm throws. Furthermore, it is possible to increase the throw velocity by increasing the velocity of the initial movement (i.e., by provoking higher inertia forces).