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Threat Plane Method for Developing Operational Rules of an Autonomous Anti-Air Defense System on a Warship against Multiple Attacking Missiles

机译:威胁平面方法,用于开发自主防空系统运营规则对多次攻击导弹的战舰

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This paper proposes Threat Plane Method (TPM) as a new framework for developing operational rules of an autonomous anti-air defense system on a warship in which prioritization among multiple anti-ship missiles, selection of a proper anti-air weapon, and calculation of when to use each weapon are incorporated. For the methodology proposed, a new theoretical concept called threat plane is introduced. On the threat plane, urgency and survivability of threats, anti-ship missiles in this problem, are evaluated and threat level of anti-ship missiles are assessed according to a threat level function (TLF). Operational rules are derived as an optimization problem called Threat Level Reduction Problem (TLR), where a strategy that best reduces the threat level is to be found. Since how the TLF and TLR are defined makes an optimal strategy different, the goal of TPM is deriving an appropriate TLF and TLR so that an obtained solution is indeed an effective strategy. It is to be shown that TPM can provide better mathematical formulation of missile defense problems in that it can give optimal solutions with multiple decision criteria considered as well as a TLF and TLR can be modified or extended to an advanced form easily. This paper first introduces TPM as a general framework to develop an operational rule for an arbitrary system that deals with multiple threats, and then TPM is applied to the warship defense problem. After a TLF and TLR for this application is derived, how the TLF and TLR can provide an appropriate strategy is shown with analysis on the optimal strategies for some example problems.
机译:本文提出了威胁平面方法(TPM)作为开发自主防防空系统的运营规则的新框架,该框架在多个反舰导弹的优先级,选择适当的防空武器以及计算何时使用每个武器。对于提出的方法,介绍了一种新的理论概念,称为威胁平面。在威胁平面,威胁的紧迫性和生存能力,在这个问题中的反舰导弹,根据威胁水平函数(TLF)评估和威胁威胁水平。派生操作规则是一种称为威胁级别还原问题(TLR)的优化问题,其中最佳减少了威胁级别的策略。由于TLF和TLR的定义方式是如何实现的最佳策略不同,因此TPM的目标是导出适当的TLF和TLR,以便获得的解决方案确实是有效的策略。需要说明的是,TPM可以提供导弹防御问题的更好的数学制定,因为它可以提供具有多种判定标准的最佳解决方案,并且可以轻松地修改或延伸到高级形式的TLF和TLR。本文首先将TPM作为一般框架介绍,为开发处理多种威胁的任意系统的操作规则,然后将TPM应用于战舰防御问题。在推导出TLF和TLR的TLF和TLR之后,如何在一些示例问题的最佳策略分析中显示TLF和TLR如何提供适当的策略。

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