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熟练和非熟练投掷者正手投掷飞盘时飞盘旋转速度增加的生物力学原理

Biomechanics of increased spin velocity of flying discs during forehand throws by skilled and unskilled throwers.

作者信息

Sasakawa Kei, Umegaki Koji, Sakurai Shinji

机构信息

a Department of Health and Physical Education , Sophia University , Tokyo , Japan.

b Natural Science Studies , Maizuru Natural College of Technology , Maizuru City , Japan.

出版信息

J Sports Sci. 2018 Apr;36(8):843-851. doi: 10.1080/02640414.2017.1344778. Epub 2017 Jun 20.

Abstract

We aimed to assess the relationship between throwing distance and kinematic release parameters of the flying disc in unskilled throwers, and to assess the relationship between kinetic variables acting on flying discs and the change in spin velocity during long forehand throws by skilled and unskilled throwers. Ten skilled and eleven unskilled throwers performed throws at maximum effort. Reflective marker positions on the disc and body were recorded with a 3D motion capture system during the throws to derive kinematic variables of a disc and kinetic variables acting on the disc. The analysis interval was from maximum external shoulder rotation to disc release. Significant correlations were observed between the throwing distance and spin velocity in skilled (r = 0.722, P < 0.05) and unskilled throwers (r = 0.794, P < 0.01), between the change in spin velocity and the angular impulse of moments of force, in unskilled throwers (r = 0.703, P < 0.05), and between the change in spin velocity and the angular impulse of torque among skilled throwers (r = 0.680, P < 0.01). Therefore, a strategy for increasing spin velocity in unskilled throwers could be used to generate a larger torque, similar to that observed in skilled throwers.

摘要

我们旨在评估非熟练投掷者飞盘投掷距离与运动学释放参数之间的关系,以及熟练和非熟练投掷者在长距离正手投掷过程中作用于飞盘的动力学变量与自旋速度变化之间的关系。十名熟练投掷者和十一名非熟练投掷者尽最大努力进行投掷。在投掷过程中,使用三维运动捕捉系统记录飞盘和身体上反光标记的位置,以得出飞盘的运动学变量和作用于飞盘的动力学变量。分析区间为从肩部最大外旋到飞盘释放。在熟练投掷者(r = 0.722,P < 0.05)和非熟练投掷者(r = 0.794,P < 0.01)中,投掷距离与自旋速度之间存在显著相关性;在非熟练投掷者中,自旋速度变化与力的角冲量之间存在显著相关性(r = 0.703,P < 0.05);在熟练投掷者中,自旋速度变化与扭矩的角冲量之间存在显著相关性(r = 0.680,P < 0.01)。因此,一种增加非熟练投掷者自旋速度的策略可用于产生更大的扭矩,类似于在熟练投掷者中观察到的情况。

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