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Weapon target assignment optimization for land based multi-air defense systems: A goal programming approach

机译:陆基多防空系统的武器目标分配优化:一种目标规划方法

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This study addressed the issue of allocating the air defense missiles to incoming air targets to maximize the air defense effectiveness of land-based air defense systems. A constraint based nonlinear goal programming (multi-objective) model for weapon assignment problem to minimize survival probability was developed. The model not only gave optimum assignment but also resulted in engagement times and defense success for multi-defense sites. The model utilized parameters belonging to defense systems such as engagement duration, setup duration between engagements, command and control structures, fire doctrines, and defense strategies and parameters belonging to target such as probability of kill values, position, orientation, weapon load, target type, and course of actions inferred by current detection information. The simulation model has two-way usages. In the first usage, it obtains solution for the parameters given above under limited number of missiles. In the second usage, the model shows the amount of missile to be used to achieve the possible highest success with the parameters given above. To be able to use the optimization model in a simulation environment, a simulation model as an optimizer agent is developed and located in air defense simulation scenarios. The model collects input data, optimize assignments, calculates fire times, and schedules fire orders. This solution is exemplified by a land-based air defense example.
机译:这项研究解决了将防空导弹分配给进入的空中目标的问题,以最大限度地提高陆基防空系统的防空效能。建立了基于约束的非线性目标规划(多目标)武器分配问题模型,以最小化生存概率。该模型不仅提供了最佳分配,而且还为多防站点提供了交战时间和成功的防御能力。该模型利用了属于防御系统的参数,例如交战持续时间,交战之间的建立持续时间,命令和控制结构,射击理论以及防御策略和属于目标的参数,例如杀伤力,位置,方向,武器负载,目标类型等,以及根据当前检测信息推断出的操作过程。仿真模型有两种用法。在第一次使用中,它会在有限数量的导弹下获得上述参数的解。在第二种用法中,模型显示了具有以上给出的参数以实现可能的最大成功的导弹数量。为了能够在仿真环境中使用优化模型,开发了一种作为优化代理的仿真模型,并将其放置在防空仿真场景中。该模型收集输入数据,优化分配,计算火灾时间并安排火灾命令。该解决方案以陆基防空事例为例。

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