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Maximum Aerodynamic Force on an Ascending Space Vehicle

机译:上升空间飞行器上的最大空气动力

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The March 2010 issue of The Physics Teacher includes a great article by Metz and Stinner on the kinematics and dynamics of a space shuttle launch.' Within those pages is a brief mention of an event known in the language of the National Aeronautics and Space Administration (NASA) as "maximum dynamic pressure" (called simply "Max.AirPressure" in the article), where the combined effect of air density and the shuttle's speed produce the greatest aerodynamic stress on the vehicle as it ascends through the atmosphere toward orbit. Official commentary during a launch2 refers to this point in the ascent with language such as "space shuttle main engines throttling back as vehicle enters area of maximum dynamic pressure" and occurs in a range between 45 and 60 s after launch. (In dealing with this stress, the space shuttle's main engines reduce their thrust at approximately 45 s to reduce acceleration, and return to normal levels again some 15 s later as maximum dynamic pressure is traversed.) This paper presents an analysis, accessible to introductory-level students, that predicts the time of Max. AirPressure for a given ascending spacecraft.
机译:2010年3月,《物理学老师》刊登了Metz和Stinner撰写的一篇精彩文章,内容涉及航天飞机发射的运动学和动力学。在这些页面中,简要提到了一个事件,该事件以美国国家航空航天局(NASA)的语言称为“最大动压力”(在本文中简称为“最大空气压力”),其中空气密度的综合影响当航天飞机通过大气层升向轨道时,航天飞机的速度会在其上产生最大的空气动力学应力。发射过程中的官方评论2提到了这一上升点,例如“航天飞机主发动机在车辆进入最大动压区域时节流”,并在发射后45至60 s内出现。 (在应对这种压力时,航天飞机的主发动机在大约45 s的时间内降低了推力,以降低加速度,并在经过最大动压后约15 s的时间又回到了正常水平。)级别的学生,可以预测Max。给定上升航天器的气压。

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