Abstract
AbstractModern anti-ship missiles are required for enhancement of the survivability against anti-air defense systems of warships. In this paper, the linear quadratic differential game missile guidance law to control impact angle and time is proposed, which enables to take advantages of vulnerability of warships. The closed-form solution based on linear engagement and quadratic cost has the form of combination of the optimal guidance to control impact angle and an additional command to control impact time. Nonlinear simulation demonstrates the satisfactory homing performance in terms of impact angle and time error as well as feasibility of the proposed guidance law for a salvo attack.
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