ISOMETRIC DEFORMATION OF THE SURFACE OF MINIMAL AREA OF A CYLINDER INCREASING ITS VOLUME

Authors

  • Lizandro Baldomero y Cols.

DOI:

https://doi.org/10.33017/RevECIPeru2010.0001/

Abstract

A method for increasing the volume of a cylinder with minimal area preserving the isometry is expounded. To do this, it was necessary to use numerical methods and a computer program. Such method let us set down a theorem which is analogy to that given for the case of a cube instead of a cylinder, being an immediate application of this theorem to the case of optimization in designing commercial bottles. To get an analytical proof of this new theorem is demanded. Keywords: surface of minimal area; optimization in designing commercial bottles; increasing the volume without stretching.

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Published

2019-01-15

Issue

Vol. 7 No. 1 (2010)

Section

ARTÍCULOS ORIGINALES

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