基于空气动力学控制的火箭瞬时弹着点制导

Ki-Wook Jung, Chang-Hun Lee, Jun-Seong Lee, Sunghyuck Im, Keejoo Lee, Marco Sagliano, David Seelbinder
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摘要

基于瞬时冲击点的概念,提出了一种新的火箭空气动力学制导算法。本研究考虑采用空气动力学控制的火箭,目的是为了安全考虑,减少火箭分离后弹着点的分散。由于结构限制,通常允许火箭具有非常有限的气动机动性,因此产生巨大加速度需求的制导算法是不可取的。在此基础上,本文提出的制导算法直接从制导过程的基本原理推导而来:形成指向目标点的碰撞几何。首先利用快速弹道预测技术确定瞬时弹着点成为目标点的碰撞弹道,并确定相应的航向误差。其中,弹道预测方法是基于考虑气动阻力和重力的弹道方程的部分闭式解。然后,该制导算法在最优误差动力学控制下,在有限时间内消除航向误差。该制导算法的主要特点是实现简单,且具有精确的碰撞几何性质。因此,该方法可以用最少的制导指令实现碰撞轨迹,这是具有空气动力学控制的火箭制导算法所期望的特性。最后,通过数值仿真验证了所提制导算法的有效性。
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An Instantaneous Impact Point Guidance for Rocket with Aerodynamics Control
This paper aims to propose a new guidance algorithm for a rocket with aerodynamics control for launch operations, based on the concept of the instantaneous impact point (IIP). In this study, the rocket with aerodynamics control is considered with the purpose of reducing dispersion of the impact point after separation of the rocket for safety reasons. Since a very limited aerodynamic maneuverability is typically allowed for the rocket due to the structural limit, a guidance algorithm producing a huge acceleration demand is not desirable. Based on this aspect, the proposed guidance algorithm is derived directly from the underlying principle of the guidance process: forming the collision geometry towards a target point. To be more specific, the collision-ballistic-trajectory where the instantaneous impact point becomes the target point, and the corresponding heading error are first determined using a rapid ballistic trajectory prediction technique. Here, the trajectory prediction method is based on the partial closed-form solutions of the ballistic trajectory equations considering aerodynamic drag and gravity. And then, the proposed guidance algorithm works to nullify the heading error in a finite time, governed by the optimal error dynamics. The key feature of the proposed guidance algorithm lies in its simple implementation and exact collision geometry nature. Hence, the proposed method allows achieving the collision course with minimal guidance command, and it is a desirable property for the guidance algorithm of the rocket with the aerodynamics control. Finally, numerical simulations are conducted to demonstrate the effectiveness of the proposed guidance algorithms.
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