基于四元数的导弹垂直发射转向律优化设计

Wei Gao, Zhenpeng Wang, Xiaoxu Rong, Xin Lu
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引用次数: 0

摘要

针对导弹垂直发射后的转向问题,以矢量喷管作为推力矢量机构,研究了变时间下的最优转向规律。首先,基于四元数,在弹体坐标系中建立了导弹垂直发射运动方程,分析了纵向通道的线性摄动模型;然后,基于粒子群优化与遗传算法相结合的优化方法,选取车削过程中的姿态角作为优化变量,利用高阶单变量函数逼近最优车削规律;最后,通过优化计算得到车削规律的表达式。优化结果满足工艺约束和终端约束。攻角和俯仰角的变化规律与工程经验一致。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optimal Design of Turning Law for Vertical Launch of Missile Based on Quaternion
Aiming at the turning problem of missile after vertical launch, this paper takes the vector nozzle as thrust vector mechanism to study the optimal turning law with variable time. Firstly, based on quaternion, the missile vertical launch motion equation is established in the missile body coordinate system, and the linear perturbation model of longitudinal channel is analyzed; Then, based on the optimized method of combining particle swarm optimization and genetic algorithm, the attitude angle in the turning process is selected as the optimized variable, and the high-order one-variable function is used to approximate the optimal turning law; Finally, the expression of the turning law is obtained by optimized calculation. The optimized results satisfy the process and terminal constraints. The law of angle of attack and pitch is consistent with the engineering experience.
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