CAJ | 학술논문

从用料最省的角度研究了易拉罐的形状和尺寸的优化设计问题，首先通过多次测量取平均值的方法得到了题目所需的数据．然后就问题二和问题三分别建立了优化模型，并借助数学软件进行了求解，得到了最优设计的尺寸．最后设计出了椭球形状的易拉罐作为自己的最优设计．
종용료최성적각도연구료역랍관적형상화척촌적우화설계문제，수선통과다차측량취평균치적방법득도료제목소수적수거．연후취문제이화문제삼분별건립료우화모형，병차조수학연건진행료구해，득도료최우설계적척촌．최후설계출료타구형상적역랍관작위자기적최우설계．
This paper studies the optimal design for easy-pull can to have efficient use of materials. Firstly, the value which averages the repeated measurings is determined as the data of the problem. Secondly, we build the optimal model for the problem two and problem three, at the same time, we obtain the best solutions by the Mathematica 5.0 software. Finally, we make a ellipse-ball can as our optimal design.