基于数值积分的器材供应保障数量决策建模  

Quantitative decision modeling of equipment supply guarantee based on numerical integration

作　　者：杜凯 高崎 刘志彬 李朝阳 史宪铭 DU Kai;GAO Qi;LIU Zhibin;LI Zhaoyang;Shi Xianming(Shijiazhuang Campus of Army Engineering University,Shijiazhuang 050003,China;Shijiazhuang Division of PLAA Infantry College,Shijiazhuang 050081,China)

机构地区：[1]陆军工程大学石家庄校区,河北石家庄050003 [2]陆军步兵学院石家庄校区,河北石家庄050081

出　　处：《指挥控制与仿真》2023年第6期23-27,共5页Command Control & Simulation

摘　　要：随着部队编制体制改革的不断深入,部队装备呈现技术复杂化、种类多样化的特点,装备器材供应保障问题也日益凸显,研究如何满足装备器材使用需求的同时,最大限度提高保障效率,具有重要意义。在归纳总结国内外器材供应保障研究现状的基础上,提出部队亟待解决的现实问题,运用数值积分方法,从满足数量、短缺数量、冗余数量和误差数量四个方面建立数量决策模型,并通过Matlab进行编程求解,从而得出最优器材供应保障数量。最后结合事例,检验模型的准确性与实用性。With the continuous deepening of the reform of the military organization system,the military equipment presents the characteristics of technical complexity and variety,and the issue of equipment supply and support is increasingly.It is of great significance to study how to meet the requirements of equipment use and maximize the efficiency of support.On the basis of summarizing the current research situation of equipment supply and support at home and abroad,this paper proposes practical problems which need to be solved urgently in the army.Using numerical integration methods,a quantity decision-making model is established from four aspects:satisfied quantity,shortage quantity,redundant quantity,and error quantity.The optimal equipment supply and support quantity is obtained through programming and solving with Matlab.Finally,an example is used to verify the accuracy and practicality of the model.

关 键 词：数值积分 SIMPSON公式 标准决策 MATLAB编程 

分 类 号：E246[军事—军事理论]