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首页> 外文期刊>The Journal of Experimental Biology >Reducing gravity takes the bounce out of running
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Reducing gravity takes the bounce out of running

机译:减少重力从跑步中取出弹跳

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In gravity below Earth-normal, a person should be able to take higher leaps in running. We asked 10 subjects to run on a treadmill in five levels of simulated reduced gravity and optically tracked centre-of-mass kinematics. Subjects consistently reduced ballistic height compared with running in normal gravity. We explain this trend by considering the vertical take-off velocity (defined as maximum vertical velocity). Energetically optimal gaits should balance the energetic costs of ground-contact collisions (favouring lower take-off velocity), and step frequency penalties such as leg swing work (favouring higher take-off velocity, but less so in reduced gravity). Measured vertical take-off velocity scaled with the square root of gravitational acceleration, following energetic optimality predictions and explaining why ballistic height decreases in lower gravity. The success of work-based costs in predicting this behaviour challenges the notion that gait adaptation in reduced gravity results from an unloading of the stance phase. Only the relationship between take-off velocity and swing cost changes in reduced gravity; the energetic cost of the down-to-up transition for a given vertical takeoff velocity does not change with gravity. Because lower gravity allows an elongated swing phase for a given take-off velocity, the motor control system can relax the vertical momentum change in the stance phase, thus reducing ballistic height, without great energetic penalty to leg swing work. Although it may seem counterintuitive, using less 'bouncy' gaits in reduced gravity is a strategy to reduce energetic costs, to which humans seem extremely sensitive.
机译:在地球正常之下的重力中,一个人应该能够在跑步方面取得更高的跳跃。我们要求10个受试者在跑步机上在五个水平的模拟减重和光学跟踪的大规模运动学中跑。与在正常重力中运行相比,受试者始终如一地降低弹道高度。我们通过考虑垂直起飞速度(定义为最大垂直速度)来解释这一趋势。能量上最佳的Gaits应该平衡地面接触碰撞的能量成本(有利于降低起飞速度),以及腿部挥杆工作等步骤频率惩罚(有利于更高的起飞速度,但在减少的重力方面减少)。测量的垂直起飞速度缩小了重力加速度的平方根,这是精力充沛的最优性预测,并解释了弹性高度在重力下减小。基于工作的成本在预测这种行为方面取得了挑战的概念,使得步态适应在减小的重力中的造成突出阶段。只有消耗速度与摆动成本之间的关系减少的重力变化;给定垂直起飞速度的下降过渡的能量成本不会随着重力而改变。因为较低的重力允许细长的摆动阶段进行给定的起飞速度,所以电机控制系统可以松弛姿态相的垂直动量变化,从而减少弹道高度,而不会对腿部摆动工作充满活力的惩罚。虽然可能似乎是违反直观的,但在减少重力的情况下,使用更少的“弹性”Gaits是一种降低能量成本的策略,人类似乎极其敏感。

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