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Terminal area trajectory planning using the energy-tube concept for reusable launch vehicles

机译:使用能量管概念的可重复使用运载火箭的终端区轨迹规划

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This paper concerns a terminal area energy management (TAEM) guidance system for a winged re-entry vehicle and describes the use of the energy-tube concept in a planning and estimation algorithm. In this paper, the focus is on the analysis of the energy management capabilities during changes in the initial conditions. The planning algorithm calculates the best heading alignment cylinder (HAC) position, based on the initial state at the TAEM interface. A cross-section of the energy tube contains all combinations of altitude and velocity from which it is possible to reach the runway. Ideally, the re-entry vehicle enters the terminal area in the 'middle' of the cross-section such that it has sufficient capabilities to react to off-nominal conditions that would require more or less energy dissipation. Each HAC position has a particular energy-tube cross-section. By shifting the HAC position, an optimal HAC can be found such that the initial state is situated in the middle of the cross-section. The planning algorithm uses a nominal longitudinal strategy, which is situated in between the maximum-dive and maximum-range capabilities, to calculate the optimal HAC position. However, in some cases the nominal longitudinal strategy is insufficient to reach the runway. Hence, in these cases, deviations from the nominal longitudinal strategy (nominal energy dissipation) are required during the actual flight. These deviations are calculated by the estimation algorithm and the magnitude of the deviation is based on the current position in the energy tube.
机译:本文涉及有翼再入飞行器的终端区能量管理(TAEM)引导系统,并介绍了能量管概念在规划和估算算法中的使用。在本文中,重点是在初始条件变化期间对能源管理能力的分析。规划算法根据TAEM界面的初始状态计算最佳航向对准圆柱(HAC)位置。能量管的横截面包含高度和速度的所有组合,从中可以到达跑道。理想情况下,再入车辆进入横截面“中部”的终点区域,从而使其具有足够的能力应对偏离名义的状况,这会需要或多或少的能量消耗。每个HAC位置都有一个特定的能量管横截面。通过移动HAC位置,可以找到最佳HAC,以使初始状态位于横截面的中间。该规划算法使用位于最大潜水能力和最大航程能力之间的名义纵向策略来计算最佳HAC位置。但是,在某些情况下,名义纵向策略不足以到达跑道。因此,在这些情况下,实际飞行期间需要偏离标称纵向策略(标称能量耗散)。这些偏差由估算算法计算,偏差的大小基于能量管中的当前位置。

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