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THE 'SWEET SPOT' OF A BASEBALL BAT

机译:棒球棒的“甜蜜点”

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In this study,"sweet spot" is first explained,the bat is assumed as a vibration elastomer,and the movement of particles in the bat is considered as comprised of the planar motion along the axis and the vibration perpendicular to the axis. Then,the bat-ballcollision process is divided into two sub-processes: (1) One is from the contact moment of the bat and the ball until the moment when they have got the same velocity; (2) the other is from the moment when they reach the same velocity until the moment when they are entirely separated with each other. Furthermore,the physical model is also established with a kinetic energy function whose variable is the location of the hit point. Eventually,several empirical data are substituted into the proposed model to conduct sensitivity analysis,and it is found that the "sweet spot" varies with the location of the grip point. Sweet points are found (6. 75 inches from the end of the bat while holding at the location 6 inches from the opposite point) through sensitivity analysis.
机译:在这项研究中,首先解释了“最佳点”,假设蝙蝠为振动弹性体,并且认为蝙蝠中的粒子运动包括沿轴的平面运动和垂直于轴的振动。然后,将球与球的碰撞过程分为两个子过程:(1)从球棒与球的接触力矩到达到相同速度的时刻; (2)另一个是从它们达到相同速度的那一刻起,直到它们彼此完全分开的那一刻。此外,还建立了具有动能函数的物理模型,该动能函数的变量是击中点的位置。最终,将多个经验数据代入所提出的模型进行敏感性分析,结果发现“最佳点”随握点的位置而变化。通过敏感度分析可以找到最佳点(距离球棒末端6.75英寸,而保持在距相对点6英寸的位置)。

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