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A joint mid-course and terminal course cooperative guidance law for multi-missile salvo attack 被引量:14
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作者 Jie ZENG Lihua DOU Bin XIN 《Chinese Journal of Aeronautics》 SCIE EI CAS CSCD 2018年第6期1311-1326,共16页
Salvo attacking a surface target by multiple missiles is an effective tactic to enhance the lethality and penetrate the defense system. However, existing cooperative guidance laws in the midcourse or terminal course a... Salvo attacking a surface target by multiple missiles is an effective tactic to enhance the lethality and penetrate the defense system. However, existing cooperative guidance laws in the midcourse or terminal course are not suitable for long-and medium-range missiles or stand-off attacking. Because the initial conditions of cooperative terminal guidance that are generally generated from the mid-course flight may not lead to a successful cooperative terminal guidance without proper mid-course flight adjustment. Meanwhile, cooperative guidance in the mid-course cannot solely guarantee the accuracy of a simultaneous arrival of multiple missiles. Therefore, a joint mid-course and terminal course cooperative guidance law is developed. By building a distinct leader-follower framework, this paper proposes an efficient coordinated Dubins path planning method to synchronize the arrival time of all engaged missiles in the mid-course flight. The planned flight can generate proper initial conditions for cooperative terminal guidance, and also benefit an earliest simultaneous arrival. In the terminal course, an existing cooperative proportional navigation guidance law guides all the engaged missiles to arrive at a target accurately and simultaneously.The integrated guidance law for an intuitive application is summarized. Simulations demonstrate that the proposed method can generate fast and accurate salvo attack. 展开更多
关键词 Cooperative systems dubins path Mid-course flight Missile guidance Salvo attack
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Headings of UCAV Based on Nash Equilibrium
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作者 Li DAI Zheng XIE 《Journal of Systems Science and Information》 CSCD 2018年第3期269-276,共8页
Given n vertices in a plane and UCAV going through each vertex once and only once and then coming back,the objective is to find the direction(heading) of motion in each vertex to minimize the smooth path of bounded cu... Given n vertices in a plane and UCAV going through each vertex once and only once and then coming back,the objective is to find the direction(heading) of motion in each vertex to minimize the smooth path of bounded curvature. This paper studies the headings of UCAV. First,the optimal headings for two vertices were given. On this basis,an n-player two-strategy game theoretic model was established. In addition,in order to obtain the mixed Nash equilibrium efficiently,n linear equations were set up. The simulation results demonstrated that the headings given in this paper are effective. 展开更多
关键词 UCAV dubins path headings Nash equilibrium game theory
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