一种满足航路点和禁飞区约束的再入轨迹规划方法

Yu Xie, Luhua Liu, G. Tang, W. Zheng
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引用次数: 9

摘要

提出了一种高升阻比再入飞行器的弹道规划方法。考虑了航路点和禁飞区等多种约束条件。将三维轨迹规划问题分解为纵向轨迹规划子问题和横向轨迹规划子问题。前者是确定与所需轨迹长度一致且满足给定路径约束(航路点和禁飞区除外)的阻力-能量剖面(D-E剖面)。后者是为了满足航路点和禁飞区约束,并使最终的横距误差最小而指定倾斜角符号。弹道长度和横向机动性可能达不到要求,因此在解决上述子问题后,需要对D-E型线进行调整。从而迭代求解纵向轨迹规划子问题和横向轨迹规划子问题,收敛到满足所有路径约束和末端约束的可行三维轨迹。利用通用飞行器模型对轨迹规划方法进行了验证。仿真结果表明,该方法能够在允许的公差范围内满足航路点和禁飞区的约束条件。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A reentry trajectory planning approach satisfying waypoint and no-fly zone constraints
A trajectory planning approach is proposed for the reentry vehicle with relatively high lift-to-drag ratio. Multiple constraints including waypoints and no-fly zones are taken into consideration. The three-dimensional trajectory planning problem is decomposed into a longitudinal trajectory planning subproblem and a lateral trajectory planning subproblem. The former is to determine a drag-energy profile (D-E profile) that is consistent with the required trajectory length and satisfies the given path constraints except waypoints and no-fly zones. The latter is to specify the sign of bank angle for satisfying the waypoint and no-fly zone constraints and minimizing the final crossrange error. The trajectory length and lateral maneuverability may not meet requirements, so an adjustment of D-E profile is required after solving the previous subproblems. Thus, the longitudinal trajectory planning and lateral trajectory planning subproblems are iteratively solved to converge to a feasible three-dimensional trajectory which meets all the path and terminal constraints. The trajectory planning approach is tested using the Common Aero Vehicle model. Simulations demonstrate that the approach consistently achieves the desired target conditions within allowable tolerances and satisfies waypoint and no-fly zone constraints.
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