Based on linear quadratic Gaussian (LQG) theory, this paper shows a study of a LQG optimal guidance law that minimizes the terminal miss distance and control energy consumption within the intercepting period.

 
  • 以線(xiàn)性二次型高斯 (LQG)理論為基礎 ,研究一種最小化末端脫靶量和攔截周期內控制能量消耗的具有可變有效導航比的LQG最優(yōu)制導規律。
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