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Linear Quadratic Differential Games Guidance Law for Imposing a Terminal Intercept Angle

机译：施加终极拦截角的线性二次微分博弈制导律

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《AIAA guidance, navigation and control conference and exhibit》|2008年|P.1-19|共19页
会议地点 Honolulu, HI(US)
作者
V. Shaferman; T. Shima;
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作者单位

Technion - Israel Institute of Technology Haifa Israel;

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1. Cooperative differential games guidance laws for imposing a relative intercept angle [J] . Shaferman Vitaly, Shima Tal Journal of guidance, control, and dynamics . 2017,第10期

机译：施加相对拦截角的合作差分博弈制导律
2. Deviated Pure-Pursuit-Based Optimal Guidance Law for Imposing Intercept Time and Angle [J] . Riley Liveimore, Tal Shima Journal of guidance, control, and dynamics . 2018,第8期

机译：施加截距时间和角度的基于纯追踪的最优制导律
3. Cooperative Optimal Guidance Laws for Imposing a Relative Intercept Angle [J] . Vitaly Shaferman, Tal Shima Journal of guidance, control, and dynamics . 2015,第8期

机译：施加相对拦截角的协同最优制导律
4. Linear Quadratic Differential Games Guidance Law for Imposing a Terminal Intercept Angle [C] . Vitaly Shaferman, Tal Shima AIAA Guidance, Navigation, and Control Conference and Exhibit . 2008

机译：线性二次差分游戏引导法，用于施加终端拦截角度
5. Linear quadratic Gaussian differential games with different information patterns. [D] . Swarup, Ashitosh. 2004

机译：具有不同信息模式的线性二次高斯微分博弈。
6. A CURIOUS RELATION BETWEEN THE POSITIONS AS GIVEN BY DR. WEILAND OF TWO LINEAR AFTER-IMAGES STUDIED IN CONNECTION WITH THE LAW OF LISTING AND THE CORRESPONDING ANGLES OF TWO PAIRS OF GREAT-CIRCLE PLANES AS GIVEN BY HELMHOLTZ [O] . G. Hay 1899

机译：由DR所提供的位置之间的确切关系。韦尔兰德（Helweiltz）给出了两个线性后图像分别与上市定律和两对大圆角的对应角度进行了研究
7. Bounded Linear-Quadratic Differential Game Guidance Law for Dual-Thruster Controlled Missiles [O] . Yanfang LIU, Naiming QI, Rui LÜ, 2012

机译：双推进器控制导弹的有界线性二次差分游戏指导法
8. Designing of a Nonlinear Optimal Terminal Guidance Law for Space Interception [R] . Xiaoping, S., Zicai, W. 1995

机译：空间拦截非线性最优末制导律的设计

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