易拉罐形状和尺寸优化设计模型及解析解造

Analytical Solution of Optimized Design Model for Pop Can

针对易拉罐形状的两种不同假设,分别建立了易拉罐形状和尺寸的多元函数极值模型,并忽略无穷小项求其解析解。以实际测量数据代入,对易拉罐最优设计进行论证。

This paper, aiming at the two hypotheses of two pop-can shape and size, builds the separate multivariable functions minimi- zation models of pop and gets analytical solutions by neglecting the infinitesimals. We demonstrate its optimality by putting the real data of pop can into the models.