2010
DOI: 10.1016/j.proeng.2010.04.132
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Analysis of hammer movement based on a parametrically excited pendulum model

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Cited by 7 publications
(8 citation statements)
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“…Recently there has been increasing amounts of research into the acceleration mechanism of the hammer. 15,[50][51][52] The mechanism for increasing or decreasing the radius of rotation involves posture adjustments at the hip and shoulders during the course of the turns. 45,46 The ''Russian Model'' served as the basis for this area of technique 12,25 for instructing the subject.…”
Section: Accelerating the Ballmentioning
confidence: 99%
“…Recently there has been increasing amounts of research into the acceleration mechanism of the hammer. 15,[50][51][52] The mechanism for increasing or decreasing the radius of rotation involves posture adjustments at the hip and shoulders during the course of the turns. 45,46 The ''Russian Model'' served as the basis for this area of technique 12,25 for instructing the subject.…”
Section: Accelerating the Ballmentioning
confidence: 99%
“…During the revolutions, the movement of the centers of mass can be broken down into their vertical and horizontal components. According to Murofushi et al ( 2007 ) and Ohta et al ( 2010 ) the horizontal component has a lower influence on the throw length than the vertical one. The vertical component shows a cyclical oscillation at each revolution for all three centers of mass (Dapena, 1984 ).…”
Section: Kinematics Of Center Of Massmentioning
confidence: 97%
“…In fact, the left foot is always in contact with the circle of throw across which it translates with a series of shifts from heel to toe. This way, the thrower passes from the rear edge of the circle of throw to the front edge, from which the distance traveled by the hammer, i.e., the throw performance, is measured (Ohta et al, 2010 ; Brice et al, 2011 ). Simultaneously, the right foot alternates between phases in which it is in contact with the circle of throw and phases in which it is raised.…”
Section: Introductionmentioning
confidence: 99%
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“…Teniendo en cuenta que el lanzamiento de martillo es un movimiento circular, donde la cabeza del martillo describe giros alrededor del eje longitudinal (coincidente con la bisectriz del sector de lanzamiento), y en función de la expresión (v = ω • r), se puede deducir que el incremento en la velocidad tangencial del martillo puede producirse (Hay, 1980): a) incrementando el radio de giro, b) incrementando la velocidad angular, y c) incrementando ambas a la vez. Este mecanismo de aceleración del artefacto para incrementar el rendimiento ha sido estudiado desde el punto de vista de la cinética (Bartonietz, 1994;Brice et al, 2011;Dapena & Feltner, 1989;Kobayashi & Kaneko, 1980;Maheras, 2009;Murofushi, Sakurai, Umegaki, & Takamatsu, 2007;Ohta, Umegaki, Murofushi, & Luo, 2010;Susanka, Stepanek, Miskos, & Terauds, 1986).…”
Section: Velocidad Lineal De Salidaunclassified