红外与激光工程
紅外與激光工程
홍외여격광공정
INFRARED AND LASER ENGINEERING
2013年
12期
3339-3346
,共8页
王辉%林德福%祁载康%杜运理
王輝%林德福%祁載康%杜運理
왕휘%림덕복%기재강%두운리
扩展弹道成型%目标机动%伴随法%位置脱靶量%角度脱靶量
擴展彈道成型%目標機動%伴隨法%位置脫靶量%角度脫靶量
확전탄도성형%목표궤동%반수법%위치탈파량%각도탈파량
extended trajectory shaping%target maneuver%adjoint method%position miss distance%angle miss distance
构造了基于剩余飞行时间指数函数的扩展目标罚函数,给出了对常值机动目标最优的扩展弹道成型制导律簇。利用无量纲化方法和伴随技术,研究了含有一阶动力学滞后的制导系统在目标常值机动、随机机动和终端落角约束作用下的无量纲位置和角度脱靶量随无量纲末导时间变化特性。采用直接法对伴随法仿真结果进行了验证。研究结果表明,当末导时间分别为制导系统动力学滞后时间常数的15倍、20倍左右时,落角约束和目标常值机动引起的位置和角度脱靶量均趋近于零;随着指数n的增大,导航系数也越大,无量纲位置和角度脱靶量振荡加剧,收敛时间也加长。目标随机机动引起的位置和角度脱靶量随着末导时间的增大维持在某个稳定的值,并不趋近于零,而且指数n越大,其脱靶量的稳定值也越大。
構造瞭基于剩餘飛行時間指數函數的擴展目標罰函數,給齣瞭對常值機動目標最優的擴展彈道成型製導律簇。利用無量綱化方法和伴隨技術,研究瞭含有一階動力學滯後的製導繫統在目標常值機動、隨機機動和終耑落角約束作用下的無量綱位置和角度脫靶量隨無量綱末導時間變化特性。採用直接法對伴隨法倣真結果進行瞭驗證。研究結果錶明,噹末導時間分彆為製導繫統動力學滯後時間常數的15倍、20倍左右時,落角約束和目標常值機動引起的位置和角度脫靶量均趨近于零;隨著指數n的增大,導航繫數也越大,無量綱位置和角度脫靶量振盪加劇,收斂時間也加長。目標隨機機動引起的位置和角度脫靶量隨著末導時間的增大維持在某箇穩定的值,併不趨近于零,而且指數n越大,其脫靶量的穩定值也越大。
구조료기우잉여비행시간지수함수적확전목표벌함수,급출료대상치궤동목표최우적확전탄도성형제도률족。이용무량강화방법화반수기술,연구료함유일계동역학체후적제도계통재목표상치궤동、수궤궤동화종단락각약속작용하적무량강위치화각도탈파량수무량강말도시간변화특성。채용직접법대반수법방진결과진행료험증。연구결과표명,당말도시간분별위제도계통동역학체후시간상수적15배、20배좌우시,락각약속화목표상치궤동인기적위치화각도탈파량균추근우령;수착지수n적증대,도항계수야월대,무량강위치화각도탈파량진탕가극,수렴시간야가장。목표수궤궤동인기적위치화각도탈파량수착말도시간적증대유지재모개은정적치,병불추근우령,이차지수n월대,기탈파량적은정치야월대。
The extended object cost function was proposed based on the time-to-go exponential function and for constant target maneuver, a family of extended optimal trajectory shaping guidance law was deduced. The missile non-dimensional position and angle miss distance vs non-dimensional terminal guidance time was studied using the non-dimensional method and adjoint technique when the constant/random maneuver target was introduced into the one single lag system. The adjoint simulation results were validated by the direct simulation results. The results show that the position and angle miss distance produced by the final impact angle approaches to zero when the missile terminal guidance time is about 15 times of the system lag time while the constant target maneuver is about 20 times. If the exponential number n and the system navigation ratio increase, the non-dimensional position and angle miss distance is oscillatory more worse and the convergence time of the miss distance is larger than before. With the increasing of the terminal guidance time, the position and angle miss distance of the random target maneuver approaches to a stable value but not near zero and also, the miss of which is larger when the exponential number n increases.