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火箭弹锥形运动稳定性分析
引用本文:王华毕,吴甲生.火箭弹锥形运动稳定性分析[J].兵工学报,2008,29(5):562-566.
作者姓名:王华毕  吴甲生
作者单位:安徽军工集团,安徽,合肥,230022;北京理工大学,宇航科学技术学院,北京,100081;北京理工大学,宇航科学技术学院,北京,100081
摘    要:根据滚转火箭弹的动力学方程,给出了在弹体坐标系下无控低速滚转火箭弹在被动飞行段的锥形运动方程组。对方程进行线性化,采用里雅谱诺夫一级近似方法,得出其系统稳定性方程。由Hurwitz判别准则,找出,删向力矩对系统稳定性的影响。结合实际算例验证侧向力矩对火箭弹锥形运动的影响并通过仿真得到临界转速和临界锥角。

关 键 词:飞行器控制、导航技术  锥形运动  稳定性  火箭弹  侧向力矩
文章编号:1000-1093(2008)05-0562-05
修稿时间:2007年1月9日

The Coning Motion Stability Analysis of Rocket
WANG Hua-bi,WU Jia-sheng.The Coning Motion Stability Analysis of Rocket[J].Acta Armamentarii,2008,29(5):562-566.
Authors:WANG Hua-bi  WU Jia-sheng
Affiliation:1. Anhui Military Industry Group, Hefei 230022, Anhui, China; 2.School of Aerospace Science and Engineering, Beijing Institute of Technology, Beijing 100081,China
Abstract:The nonlinear coning motion equations in body coordinates on the force moment coefficients of low speed spinning rocket were obtained based on the dynamics equations. Through linearization, the system stability equations were set up by Liapunovs first theory. The side moment effect to the stability of the system was obtained by Hurwitz stability criterion. Through the calculated example, the side moment effect to the coning motion of spinning rocket was validated. The critical rotation speed and critical coning angle were obtained by tne simulation.
Keywords:control and navigation technology of aerocraft    coning motion    stability    rocket projectile    side moment  
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