摘要
如何根据使命任务、战术和技术指标要求确定最优的系统设计方案,一直是武器系统优化研究领域的一个难题。针对武器系统的优化设计问题,提出了一种基于模糊几何规划的优化方法。通过幂指数法和模糊权重给出了武器系统的性能指标集成模型。采用幂指数函数的多项式形式建立目标函数,通过模糊几何规划方法对其进行求解。就小口径舰炮武器的弹药基数、与打击目标批数和火炮的快速反应能力相矛盾的问题给出求解方法。结果表明,该方法是比较有效的。
How to confirm an optimal design scheme of a weapon system according to its missions,tactics and technical specifications has been a puzzle in weapon system optimization research field. An optimization method based on fuzzy geometric programming is proposed for the optimization design of weapon systems. A weapon system performance indexes integration model is constructed using power index method and fuzzy weights. The model can be solved by fuzzy geometric programming method for its polynomial form. In terms of the contradiction among basic ammunition load,target batches and quick response ability of small-caliber naval gun weapon,a simple example about this kind of optimization problems is provided,indicating that the method is effective.
出处
《兵工学报》
EI
CAS
CSCD
北大核心
2015年第S2期1-6,共6页
Acta Armamentarii
基金
国防预先研究基金项目(4010801010101)
关键词
兵器科学与技术
系统优化
武器系统
幂指数法
模糊几何规划
ordnance science and technology
system optimization
weapon system
power index method
fuzzy geometric programming