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An Integral Evasion and Pursuit Guidance Strategy for an Unpowered Air-to-Ground Vehicle in Descending Phase

机译:无动力空对地车辆下降阶段的整体逃避和追击制导策略

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During the descending phase, an unpowered air-to-ground vehicle should accomplish an integral mission, which requires it to evade from a defender and then to attack a target with high precision. On the basis of appropriate hypothesis, the mathematical model of Target-Attacker-Defender (TAD) engagement scenario is established. Then, control saturation, terminal angle constraints on states and velocity are introduced under practical circumstances. Next, the three-dimensional problem is divided into vertical plane and horizontal plane. In vertical plane, a combined guidance strategy with programmed trajectory tracking and trajectory shaping guidance is put forward. The strategy balances the loss of velocity, terminal angle constraint and homing precision. And in horizontal plane, a novel integral guidance law synthesizing evasion and pursuit with specific miss distance is proposed. Eventually, the guidance strategies in two planes are integrated to the original three-dimensional problem. By numerical simulation, the optimal starting point of descending phase is obtained. Consequently, the integral guidance strategy can guarantee the vehicle to evade from the defender with a miss distance larger than 5m and to intercept the target with the precision less than 1m. In addition, the terminal flight path angle approaches to −70 degree while the landing velocity is larger than 2Ma.
机译:在下降阶段,无动力的空对地车辆应完成一项整体任务,这要求它从防御者中逃脱​​,然后高精度地攻击目标。在适当假设的基础上,建立了“目标—攻击者—防御者”(TAD)交战情境的数学模型。然后,在实际情况下引入了控制饱和度,状态和速度的终端角约束。接下来,将三维问题分为垂直平面和水平平面。在垂直平面上,提出了一种结合程序化轨迹跟踪和轨迹整形制导的组合制导策略。该策略在速度损失,终端角度约束和归位精度之间取得了平衡。在水平面上,提出了一种新的积分制导律,该规制综合了具有特定脱靶距离的躲避和追击。最终,两个平面中的制导策略被整合到原始的三维问题中。通过数值模拟,得到了下降阶段的最佳起点。因此,整体制导策略可以保证车辆以超过5m的失误距离从防御者躲避,并以小于1m的精度拦截目标。另外,当着陆速度大于2Ma时,终端飞行路径角接近-70度。

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