Generalized Formulation of Weighted Optimal Guidance Laws with Impact Angle Constraint

Lee Chang-Hun; Tahk Min-Jea; Lee Jin-Ik

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Generalized Formulation of Weighted Optimal Guidance Laws with Impact Angle Constraint

机译：具有冲击角约束的加权最优制导律的广义表示

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摘要

The generalized formulation of weighted optimal guidance laws with impact angle constraint is investigated here. From the generalized formulation, we explicitly find the feasible set of weighting functions that lead to analytical forms of weighted optimal guidance laws. This result has potential significance because it can provide additional degrees of freedom in designing a guidance law that accomplishes the specified guidance objective.

机译：本文研究了具有冲击角约束的加权最优制导律的广义公式。从广义公式中，我们明确找到了可行的加权函数集，这些加权函数导致了加权最优指导律的分析形式。该结果具有潜在的意义，因为它可以在设计实现指定指导目标的指导律时提供额外的自由度。

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《Aerospace and Electronic Systems, IEEE Transactions on》 |2013年第2期|1317-1322|共6页
作者
Lee Chang-Hun; Tahk Min-Jea; Lee Jin-Ik;
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作者单位

Korea Advanced Institute of Science and Technology (KAIST);

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1. Practical generalized optimal guidance law with impact angle constraint [J] . Lee Chang-Hun, Ryu Moo-Yong Proceedings of the Institution of Mechanical Engineers . 2019,第10期

机译：具有冲击角约束的实用广义最优制导律
2. Practical generalized optimal guidance law with impact angle constraint [J] . Lee Chang-Hun, Ryu Moo-Yong Proceedings of the Institution of Mechanical Engineers . 2019,第10期

机译：具有冲击角约束的实用广义最优指导法
3. Range-to-go weighted optimal guidance with impact angle constraint and seeker's look angle limits [J] . Bong-Gyun Park, Tae-Hun Kim, Min-Jea Tahk IEEE Transactions on Aerospace and Electronic Systems . 2016,第3期

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4. Influence of initial heading angle for the optimal guidance law with impact angle constraint [C] . Xingyuan Xu, Zhizhong Liao IEEE International Conference on Information and Automation . 2016

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5. OPTIMAL AND SUBOPTIMAL TERMINAL GUIDANCE LAWS WITH PRACTICAL CONSIDERATIONS FOR A SHORT-RANGE MISSILE AGAINST AN ACCELERATING TARGET [D] . BATES, CARLTON JAMES 1980

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6. Optimal Cooperative Guidance Laws for Two UAVs Under Sensor Information Deficiency Constraints [O] . Daniel Lee, Han-Lim Choi, Jong-Han Kim 2020

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7. Two-Phase Optimal Guidance Law considering Impact Angle Constraint with Bearings-Only Measurements [O] . Tianning Wang, Shengjing Tang, Jie Guo, 2017

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8. OPTIMUM DESIGN AND LINEAR GUIDANCE LAW FORMULATION OF ENTRY VEHICLES FOR GUIDANCE PARAMETERS AND TEMPERATURE ACCUMULATION ALONG OPTIMUM ENTRY TRAJECTORIES [R] . R. W. Johnson 1966

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Generalized Formulation of Weighted Optimal Guidance Laws with Impact Angle Constraint

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