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GPU-Enabled Projectile Guidance for Impact Area Constraints

机译:启用GPU的弹丸制导来影响区域约束

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Guided projectile engagement scenarios often involve impact area constraints, in which it may be less desirable to incur miss distance on one side of a target or within a specified boundary near the target area. Current projectile guidance schemes such as impact point predictors cannot handle these constraints within the guidance loop, and may produce dispersion patterns that are insensitive to these constraints. In this paper, a new projectile guidance law is proposed that leverages real-time Monte Carlo impact point prediction to continually evaluate the probability of violating impact area constraints. The desired aim point is then adjusted accordingly. Real-time Monte Carlo simulation is enabled within the feedback loop through use of graphics processing units (GPU's), which provide parallel pipelines through which a dispersion pattern can routinely be predicted. The result is a guidance law that can achieve minimum miss distance while avoiding impact area constraints. The new guidance law is described and formulated as a nonlinear optimization problem which is solved in real-time through massively-parallel Monte Carlo simulation. An example simulation is shown in which impact area constraints are enforced and the methodology of stochastic guidance is demonstrated. Finally, Monte Carlo simulations are shown which demonstrate the ability of the stochastic guidance scheme to avoid an arbitrary set of impact area constraints, generating an impact probability density function that optimally trades miss distance within the restricted impact area. The proposed guidance scheme has applications beyond smart weapons to include missiles, UAV's, and other autonomous systems.
机译:引导式射弹交战场景通常涉及影响区域约束,在这种情况下,可能不太希望在目标的一侧或目标区域附近的指定边界内产生错过距离。当前的弹丸制导方案(例如,冲击点预测器)无法在制导循环内处理这些约束,并且可能会产生对这些约束不敏感的分散模式。在本文中,提出了一种新的弹丸制导律,它利用实时蒙特卡洛撞击点预测来连续评估违反撞击区域约束的可能性。然后,相应地调整所需的目标点。通过使用图形处理单元(GPU),可以在反馈回路中实现实时蒙特卡洛模拟,图形处理单元提供了并行流水线,通过该流水线可以常规地预测色散模式。结果是一种制导律,可以达到最小错位距离,同时避免影响区域的限制。新的制导律被描述并表述为非线性优化问题,可通过大规模并行的蒙特卡洛模拟实时解决该问题。展示了一个示例仿真,其中施加了影响区域约束,并演示了随机指导的方法。最后,示出了蒙特卡洛模拟,其证明了随机引导方案避免任意一组影响区域约束的能力,生成了在有限的影响区域内最佳地交换错过距离的影响概率密度函数。拟议的制导方案在智能武器之外的应用范围还包括导弹,无人机和其他自主系统。

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