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OPTIMAL MANEUVERS OF ORBITAL TRANSFER VEHICLES.

机译:轨道转移车辆的最佳机动。

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摘要

It is well known that the use of aerodynamic forces to assist in orbital transfer can significantly reduce the fuel consumption as compared to a purely propulsive transfer. In the previously published literature, the analyses were done for either simplified cases or were numerically oriented and confined to the performance of a particular vehicle. Furthermore, the coupling effect between the space maneuver and the atmospheric maneuver has not been thoroughly analyzed, so that the results are often not globally optimal. In this study, the sole physical performance parameter that must be specified is the maximum lift-to-drag ratio of the vehicle. The generality of the results enables orbital flight and high atmospheric flight at hypersonic speeds to be considered as an integral problem in astrodynamics under a global optimization to find the combined optimal trajectory for the orbital transfer vehicle.; The use of Chapman's variables permits the formulation of a set of dimensionless equations for atmospheric flight with a smooth transition to flight in the vacuum. A spherical planet with a stationary, exponential atmosphere is assumed, and the optimal control problem for flight in the atmosphere is formulated. No approximations about the nature of the trajectory are made, so that the results are fully optimal for the planet model used. As an example of the use of the optimal formulation obtained, the problem of maximum lateral range of a vehicle returning to earth from orbit is solved.; The problem of optimal aerodynamic plane rotation for all entry speeds and plane change angles is solved and the behavior of the state and control variables is displayed and analyzed. Upon combining with propulsive maneuvers in the vacuum, the aeroassisted transfer modes from high circular orbit to low circular orbit are obtained. The combined maneuver is optimized so that the results are globally optimal. Several optimal modes of transfer are found which had not been previously considered. It is shown that for most practical transfers from high to low circular orbits, an aeroassisted transfer is substantially more fuel optimal than a pure propulsive transfer.
机译:众所周知,与纯推进传递相比,使用空气动力来辅助轨道传递可以显着降低燃料消耗。在先前发表的文献中,分析是针对简化案例进行的,或者是针对数字进行的,并且仅限于特定车辆的性能。此外,尚未充分分析空间机动与大气机动之间的耦合效应,因此结果往往不是全局最优的。在这项研究中,必须指定的唯一物理性能参数是车辆的最大升阻比。结果的普遍性使得在超音速下的轨道飞行和高空飞行被认为是在全局优化下找到轨道转移飞行器组合最佳轨迹的天体动力学中的一个整体问题。查普曼变量的使用允许为大气飞行建立一组无量纲方程,并在真空中平稳过渡到飞行。假设球形行星具有固定的指数大气,并提出了在大气中飞行的最佳控制问题。由于没有对轨迹的性质进行近似估算,因此对于使用的行星模型而言,结果是完全最佳的。作为使用所获得的最佳公式的示例,解决了车辆从轨道返回地面的最大横向范围的问题。解决了所有进入速度和平面变化角度的最佳气动平面旋转问题,并显示和分析了状态和控制变量的行为。通过结合真空中的推进动作,获得了从高圆轨道到低圆轨道的空气辅助传递模式。优化了组合机动,使结果全局最佳。找到了几种最佳的传输模式,这些模式以前没有考虑过。结果表明,对于大多数实际的从高圆轨道到低圆轨道的转移,与单纯的推进式转移相比,空气辅助转移的燃油效率要高得多。

著录项

  • 作者

    HANSON, JOHN MICHAEL.;

  • 作者单位

    University of Michigan.;

  • 授予单位 University of Michigan.;
  • 学科 Astronautics.
  • 学位 Ph.D.
  • 年度 1983
  • 页码 162 p.
  • 总页数 162
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 航天(宇宙航行);
  • 关键词

  • 入库时间 2022-08-17 11:51:14

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