基于黄金分割律的易拉罐形状和尺寸的最优设计

An Most Superior Design of Can Shape and Size Based on Ratio of Middle to OutsideLaw

基于黄金分割律的设计理念,应用目标规划的方法建立了易拉罐形状和尺寸最优设计的简化模型与改进模型,以拉格朗日乘数法求解了简化模型,利用mathematic求出了改进模型数值解,并通过测量数据进行了验证。

Based on the ratio of middle to outside law design idea, the application target programming method is used to establish a simplification model and improvement model based on the most superior design of can shape and the size, and the simplification model is solved by the Lagrange multiplicator law. The improvement model numerical solution is extracted using mathematic, and it is confirmed through the survey data.