Trajectory Optimization with Polygonal No-Fly Zone Constraints for Hypersonic Glide Vehicle

Rouhe Zhang, Zhili Sun, Changzhu Wei
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Abstract

This article proposes an enlarged polygon (ELP) method to equivalently describe the polygonal no-fly zone (PNFZ) constraints for entry trajectory optimization problem. The ELP method starts from the geometric relationship between the aircraft's position and a convex polygon. Then, the equivalent geometric condition describing PNFZ constraints is found. Finally, we give an ELP condition to describe PNFZ constraints. By using ELP method, there is no need for integer variables. Simulations in different scenarios show the feasibility and validity of ELP method.
高超声速滑翔飞行器多边形禁飞区约束下的轨迹优化
本文提出了一种放大多边形(ELP)方法来等效描述进击弹道优化问题中的多边形禁飞区约束。ELP方法从飞机位置与凸多边形之间的几何关系出发。然后,找到描述PNFZ约束的等价几何条件。最后,给出了描述PNFZ约束的ELP条件。通过使用ELP方法,不需要整数变量。不同场景下的仿真结果表明了该方法的可行性和有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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