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首页> 外文期刊>Journal of experimental zoology, Part A. Comparative experimental biology >Patterns of Mechanical Energy Change in Tetrapod Gait: Pendula, Springs and Work
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Patterns of Mechanical Energy Change in Tetrapod Gait: Pendula, Springs and Work

机译:四足动物步态中机械能变化的模式:悬臂,弹簧和功

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Kinematic and center of mass (CoM) mechanical variables used to define terrestrial gaits are compared for various tetrapod species. Kinematic variables (limb phase, duty factor) provide important timing information regarding the neural control and limb coordination of various gaits. Whereas, mechanical variables (potential and kinetic energy relative phase, %Recovery, %Congruity) provide insight into the underlying mechanisms that minimize muscle work and the metabolic cost of locomotion, and also influence neural control strategies. Two basic mechanisms identified by Cavagna et al. (1977. Am J Physiol 233:R243-R261) are used broadly by various bipedal and quadrupedal species. During walking, animals exchange CoM potential energy (PE) with kinetic energy (KE) via an inverted pendulum mechanism to reduce muscle work. During the stance period of running (including trotting, hopping and galloping) gaits, animals convert PE and KE into elastic strain energy in spring elements of the limbs and trunk andregain this energy later during limb support. The bouncing motion of the body on the support limb(s) is well represented by a simple mass-spring system. Limb spring compliance allows the storage and return of elastic energy to reduce muscle work. Thesetwo distinct patterns of CoM mechanical energy exchange are fairly well correlated with kinematic distinctions of limb movement patterns associated with gait change. However, in some cases such correlations can be misleading. When running (or trotting) at low speeds many animals lack an aerial period and have limb duty factors that exceed 0.5. Rather than interpreting this as a change of gait, the underlying mechanics of the body's CoM motion indicate no fundamental change in limb movement pattern or CoM dynamics has occurred. Nevertheless, the idealized, distinctive patterns of CoM energy fluctuation predicted by an inverted pendulum for walking and a bouncing mass spring for running are often not clear cut, especially for less cursorial species. Whenthe kinematic and mechanical patterns of a broader diversity of quadrupeds and bipeds are compared, more complex patterns emerge, indicating that some animals may combine walking and running mechanics at intermediate speeds or at very large size. Thesemodels also ignore energy costs that are likely associated with the opposing action of limbs that have overlapping support times during walking. A recent model of terrestrial gait (Ruina et al., 2005. J Theor Biol, in press) that treats limb contact with the ground in terms of collisional energy loss indicates that considerable CoM energy can be conserved simply by matching the path of CoM motion perpendicular to limb ground force.
机译:比较了用于定义陆足步态的运动学和质心(CoM)机械变量,以比较各种四足动物。运动变量(肢体相位,占空比)提供了有关各种步态的神经控制和肢体协调的重要时序信息。而机械变量(相对于势能和动能的相对相位,%回收率,%同质性)则可洞悉使肌肉工作和运动代谢成本最小化并影响神经控制策略的潜在机制。卡瓦尼亚等人确定了两个基本机制。 (1977.Am J Physiol 233:R243-R261)被各种双足和四足动物广泛使用。在行走过程中,动物通过倒立摆机制将CoM势能(PE)与动能(KE)交换,以减少肌肉的工作。在步态(包括小跑,跳跃和奔腾)步态的站立期间,动物将PE和KE转换为肢体和躯干的弹簧元件中的弹性应变能,并在随后的肢体支撑过程中重新获得该能量。简单的质量弹簧系统很好地代表了身体在支撑肢体上的弹跳运动。肢体弹簧顺应性允许弹性能量的存储和返回,以减少肌肉工作。 CoM机械能交换的这两种不同模式与与步态变化相关的肢体运动模式在运动学上的区别非常相关。但是,在某些情况下,此类相关性可能会产生误导。当低速奔跑(或小跑)时,许多动物没有空中期,其肢体占空系数超过0.5。与其将其解释为步态变化,不如说,人体CoM运动的基本机制表明肢体运动模式或CoM动力学没有发生根本变化。然而,倒立摆行走和弹跳质量弹簧预测的理想的,独特的CoM能量波动模式通常不是很清楚,特别是对于那些粗略的物种而言。当比较四足动物和两足动物的运动学和机械学模式时,就会出现更复杂的模式,这表明某些动物可能会以中等速度或超大型结合步行和奔跑的力学。这些模型还忽略了可能与步行期间支撑时间重叠的肢体的反作用有关的能量成本。最近的地面步态模型(Ruina等人,2005。J Theor Biol,付印中)根据碰撞能量损失来处理肢体与地面的接触,这表明只需匹配CoM运动的路径即可节省大量CoM能量。垂直于肢体地面力。

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