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Optimized Passive Sonar Placement to Allow Improved Interdiction

机译:优化的无源声纳放置,可以改善拦截效果

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The Art Gallery Problem (AGP) is the name given to a constrained optimization problem meant to determine the maximum amount of sensor coverage while utilizing the minimum number of resources. The AGP is significant because a common issue among surveillance and interdiction systems is obtaining an understanding of the optimal position of sensors and weapons in advance of enemy combatant maneuvers. The implication that an optimal position for a sensor to observe an event or for a weapon to engage a target autonomously is usually very clear after the target has passed, but for autonomous systems the solution must at least be conjectured in advance for deployment purposes. This applies the AGP as a means to solve where best to place underwater sensor nodes such that the amount of information acquired about a covered area is maximized while the number of resources used to gain that information is minimized. By phrasing the ISR/interdiction problem this way, the issue is addressed as an instance of the AGP. The AGP is a member of a set of computational problems designated as non-deterministic polynomial-time (NP)-hard. As a member of this set, the AGP shares its members' defining feature, namely that no one has proven that there exists a deterministic algorithm providing a computationally-tractable solution to the AGP within a finite amount of time. At best an algorithm meant to solve the AGP can asymptotically approach perfect coverage with minimal resource usage but providing perfect coverage would either break the minimal resource usage constraint or require an exponentially-growing amount of time. No perfectly-optimal solution yet exists to the AGP, however, approximately optimal solutions to the AGP can approach complete area or barrier coverage while simultaneously minimizing the number of sensors and weapons utilized. A minimal number of underwater sensor nodes deployed can greatly increase the Mean Time Between Operational Failure (MTBOF) and logistical footprint. The resulting coverage optimizes the likelihood of encounter given an arbitrary sensor profile and threat from a free field statistical model approach. The free field statistical model is particularly applicable to worst case scenario modeling in open ocean operational profiles where targets to do not follow a particular pattern in any of the modeled dimensions. We present an algorithmic testbed which shows how to achieve approximately optimal solutions to the AGP for a network of underwater sensor nodes with or without effector systems for engagement while operating under changing environmental circumstances. The means by which we accomplish this goal are three-fold: 1) Develop a 3D model for the sonar signal propagating through the underwater environment 2) Add rigorous physics-based modeling of environmental events which can affect sensor information acquisition 3) Provide innovative solutions to the AGP which account for the environmental circumstances affecting sensor performance.
机译:画廊问题(AGP)是为约束优化问题提供的名称,该优化问题旨在在利用最少资源的情况下确定最大传感器覆盖量。 AGP之所以重要,是因为监视和拦截系统之间的一个共同问题是在敌方战斗机动之前先了解传感器和武器的最佳位置。通常,在目标通过后,传感器可以自动观察事件或武器自动接合目标的最佳位置通常很明确,但对于自治系统,至少必须事先为解决方案设想解决方案。这将AGP用作解决最佳放置水下传感器节点位置的方法,以使获取的有关覆盖区域的信息量最大化,同时最小化用于获取该信息的资源数量。通过以这种方式表述ISR /拦截问题,可以将该问题作为AGP的一个实例来解决。 AGP是指定为非确定性多项式时间(NP)-hard的一组计算问题的成员。作为该集合的成员,AGP共享其成员的定义特征,即没有人证明存在确定性算法,可以在有限的时间内为AGP提供可计算的解决方案。充其量,用于解决AGP的算法可以渐近地以最小的资源使用率接近完美的覆盖范围,但是提供完美的覆盖范围将打破最小的资源使用约束或需要成倍增长的时间量。 AGP尚无完美的解决方案,但是,针对AGP的最佳解决方案可以接近完整的区域或障碍物覆盖范围,同时最大程度地减少了使用的传感器和武器的数量。部署的水下传感器节点数量最少,可以大大增加平均故障间隔时间(MTBOF)和后勤足迹。在任意传感器轮廓和自由场统计模型方法给定的威胁的情况下,最终的覆盖范围可优化遭遇的可能性。自由场统计模型特别适用于公海操作剖面中的最坏情况场景建模,在这种情况下,目标在任何建模维中均不遵循特定模式。我们提供了一个算法测试平台,该平台展示了如何在水下传感器节点网络(具有或不具有效应器系统)的情况下,在变化的环境条件下运行时,为AGP实现近似最佳的解决方案。我们实现此目标的方法有以下三方面:1)为在水下环境中传播的声纳信号开发3D模型2)添加严格的基于物理的环境事件建模,这可能会影响传感器信息的获取3)提供创新的解决方案到AGP中,因为AGP会影响传感器性能。

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