2003Unpublished venueRequires access

A guidance law for air defence missile trajectory tracking

Tang Shan

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Abstract

Based on the Lyapunov stability theory,a sliding surface is structrued by using nominal optimal trajectory parametersA new guidance law of the trajectory tracking is proposed The mathematic theorem and the derivation procedure of the guidance law are given in detailThe digital computer trajectory simulation of twodimensional missile guidance problem is performed The results demonstrate that the proposed guidance law of the trajectory tracking can make the missile tracking nominal optimal trajectory fast

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Based on the Lyapunov stability theory,a sliding surface is structrued by using nominal optimal trajectory parametersA new guidance law of the trajectory tracking is proposed The mathematic theorem and the derivation procedure of the guidance law are given in detailThe digital computer trajectory simulation of twodimensional missile guidance problem is performed The results demonstrate that the proposed guidance law of the trajectory tracking can make the missile tracking nominal optimal trajectory fast

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Available abstract

Based on the Lyapunov stability theory,a sliding surface is structrued by using nominal optimal trajectory parametersA new guidance law of the trajectory tracking is proposed The mathematic theorem and the derivation procedure of the guidance law are given in detailThe digital computer trajectory simulation of twodimensional missile guidance problem is performed The results demonstrate that the proposed guidance law of the trajectory tracking can make the missile tracking nominal optimal trajectory fast

Key concepts: Trajectory, Missile, Missile guidance, Tracking (education), Control theory (sociology), Proportional navigation, Law, Computer science

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