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Guidance Optimization for Tactical Homing Missiles and Air Defense Systems

机译:战术制导导弹和防空系统的制导优化

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The aim of this paper is to develop a functional approach to optimize the engagement effectiveness of the tactical homing missiles and air defense systems by utilizing the differential geometric concepts. In this paper the engagement geometry of the interceptor and the target is developed and expressed in differential geometric terms in order to demonstrate the possibilities of the impact triangles and specify the earliest interception based on the direct intercept geometry. Optimizing the missile heading angle and suitable missile velocity against the target velocity is then examined to achieve minimum missile latax, minimum time-to-go (time-to-hit) and minimum appropriate missile velocity that is guaranteed a quick and precise interception for the given target. The study terminates with different scenarios of engagement optimization with two-dimensional simulation to demonstrate the applicability of the DG approach and to show its properties.
机译:本文的目的是开发一种功能性方法,通过利用差分几何概念来优化战术寻的导弹和防空系统的战斗力。在本文中,拦截器和目标的啮合几何形状被开发出来并用微分几何术语表示,以证明撞击三角形的可能性,并基于直接拦截几何形状指定最早的拦截。然后检查优化的导弹航向角和针对目标速度的合适导弹速度,以实现最小的导弹latax,最小的飞行时间(命中时间)和最小的适当导弹速度,从而确保快速,精确地拦截导弹。给定目标。该研究以二维仿真的参与度优化的不同场景结束,以展示DG方法的适用性并展示其特性。

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