基于多目标的平面折叠优化问题的研究  

Research on the Design of Flat Folding Table Based on Multi-objective Programming Model

作　　者：康彤[1] 张红[1] KANG Tong;ZHANG Hong(School of Sciences,Communieation University of China, Beijing 100024,China)

机构地区：[1]中国传媒大学理工学部,北京100024

出　　处：《中国传媒大学学报（自然科学版）》2019年第1期1-4,共4页Journal of Communication University of China：Science and Technology

摘　　要：本文对问题进行分析,并且利用MATLAB,Lingo等软件编写一个关于桌腿数目、木板的长度、桌面半径的函数M文件。并且,在数据处理方面,将每条腿上的钢筋到桌腿底部的距离的最大值与最小值作为目标函数,把平板折叠桌在动态变化过程中,每条桌腿上的钢筋到xoy平面、xoz平面的距离时刻相同等信息作为约束条件,建立折叠桌的动态变化模型。This article is about the multi-objective programming problem of the innovative folding table principle. Through the analysis of the problem,and using MATLAB,Lingo and other software to write a function M file on the number of legs,the length of the board,the radius. Also,in terms of dat desktop a processing,the maximum value and minimum value of the distance from the reinforcing bhhhhar to the bottom of the table leg on each leg are taken as the objective function. The plate folding table is dynamically changed and the steel bars on each table leg are transferred to the xoy plane. Information such as the same distance from the xoz plane is used as a constraint to establish a dynamic change model of the folding table.

关 键 词：多项式拟合 多目标规划 一维搜索 

分 类 号：TS633[轻工技术与工程]