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THE PROBLEM OF EXTREME VALUES: FULL-SCALE EXPERIMENTS AND MATHEMATICAL
Bykova Yulia Sergeevna1, Snezhkina Olga Viktorovna2
1Penza state University of architecture and construction, Student
2Penza state University of architecture and construction, Candidate of technical Sciences, associate Professor “Mathematics and mathematical modeling”
1Penza state University of architecture and construction, Student
2Penza state University of architecture and construction, Candidate of technical Sciences, associate Professor “Mathematics and mathematical modeling”
Abstract
It is known that the systems of inanimate nature are constantly striving to find the most stable state, each body takes a form in which energy costs will be minimal. In article on the basis of mathematical and natural experiment considered one of the principles of nature – the principle of least action on the example of a natural object - honeycomb. The optimal form, which achieved the smallest size of the surface cell.
Keywords: extreme value, honeycomb, saving wax, surface area
Category: 06.00.00 Agriculture
Article reference:
The problem of extreme values: full-scale experiments and mathematical // Modern scientific researches and innovations. 2015. № 8. P. 1 [Electronic journal]. URL: https://web.snauka.ru/en/issues/2015/08/57326
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