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Operational research in weapon system

机译:武器系统运筹学

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摘要

"The paper is divided into three parts: (a) The first part deals with what operational research is. (b)The second part gives what we mean by Weapon Systems and discusses considerations that determine the choice of a particular weapon system from a class weapon systems. (c)The third part deals with some aspects of weapon replacement policy.The effectiveness of a weapon system is defined as E=D/C where E is weapon effectiveness (a comparative figure of merit); D is total damage inflicted or prevented and C is total cost, D and C being reduced to common dimensions. During the course of investigations, criteria regarding to choice of weapon or weapons from a set of weapon systems are established through production function and military effect curves. A procedure is described which maximizes the expectation of military utility in order to select a weapon system from the class of weapon systems. This is done under the following simplifying assumptions: (a) Non- decreasing utility function; (b) Constant average cost for each kind of weapons; and (c) Independence of the performance of each unit of weapon. Some of the difficulties which arises when any of these restrictions is relaxed are briefly mentioned. Finally, the policy of weapon replacement and the factors governing the same are described."
机译:“本文分为三个部分:(a)第一部分讨论什么是运筹学。(b)第二部分给出了武器系统的含义,并讨论了确定从一类中选择特定武器系统的考虑因素(c)第三部分涉及武器替换政策的某些方面。武器系统的有效性定义为E = D / C,其中E是武器有效性(可比较的优点); D是造成的总损害。在调查过程中,通过生产函数和军事效果曲线建立了从一套武器系统中选择一种或多种武器的标准。描述了最大化军事效用的期望以便从武器系统的类别中选择武器系统,这是在以下简化假设下完成的:(a)效用函数不递减;( b)每种武器的平均费用不变; (c)每个武器单元的性能独立。简要提到了放宽这些限制中的任何一个所引起的一些困难。最后,描述了武器更换政策及其制约因素。”

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