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首页> 外文期刊>Aerospace >The Replication Hypothesis along the Take-Off Run and a System of Equilibrium Equations at the Lift-Off of a Protobird
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The Replication Hypothesis along the Take-Off Run and a System of Equilibrium Equations at the Lift-Off of a Protobird

机译:原型机起飞时沿着起飞运行的复制假设和一个平衡方程组

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An extant bird resorts to flapping and running along its take-off run to generate lift and thrust in order to reach the minimum required wing velocity speed required for lift-off. This paper introduces the replication hypothesis that posits that the variation of lift relative to the thrust generated by the flapping wings of an extant bird, along its take-off run, replicates the variation of lift relative to the thrust by the flapping wings of a protobird as it evolves towards sustained flight. The replication hypothesis combines experimental data from extant birds with evidence from the paleontological record of protobirds to come up with a physics-based model of its evolution towards sustained flight while scaling down the time span from millions of years to a few seconds. A second hypothesis states that the vertical and horizontal forces acting on a protobird when it first encounters lift-off are in equilibrium as the protobird exerts its maximum available power for flapping, equaling its lift with its weight, and its thrust with its drag.
机译:一只现存的鸟依靠扑动并沿着其起飞路线运行,以产生升力和推力,从而达到升空所需的最低机翼速度。本文介绍了复制假设,该假设假设现存鸟类的拍打翅膀所产生的推力相对于推力的变化沿其起飞运行,可以复制原型鸟类的拍打翅膀所产生的推力相对于推力的变化。随着它向持续飞行的方向发展。复制假设结合了现存鸟类的实验数据和原鸟的古生物学记录中的证据,提出了一种基于物理学的模型,该模型向持续飞行进化,同时将时间跨度从数百万年缩短到几秒钟。第二个假设指出,当原型飞鸟首次升空时,其垂直和水平力处于平衡状态,因为原型飞鸟会发挥其最大的扑翼力,其升力与其重量相等,其推力与阻力相等。

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