Paper Title:
Cans’ Optimization Design Model
  Abstract

We gradually improve the shape of cans by using geometry, derivative and programming knowledge. Firstly suppose the shape of cans is a circular cylinder and both of the thickness of the side and under bottom of it are b, the thickness of the upper bottom is . Then establish a Binary function’s extreme problem with a condition, through the programming we finally get the optimal design for which the ratio of Radius r and Height h is 1:(1+ ).Secondly, design the cans is a connection of circular cylinder and frustum of a cone, the thickness of the surface is like the same assumptions as before, establish a multi-function’s extreme problem with a condition, through the programming we can get the optimum design size.

  Info
Periodical
Chapter
Chapter 4: Manufacturing and Mechanics Engineering
Edited by
Yongping Zhang, Linhua Zhou and Elwin Mao
Pages
368-371
DOI
10.4028/www.scientific.net/AMM.109.368
Citation
J. E. Ma, M. Y. Li, "Cans’ Optimization Design Model", Applied Mechanics and Materials, Vol. 109, pp. 368-371, 2012
Online since
October 2011
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$32.00
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