Kazan', Kazan, Russian Federation
from 01.09.2014 until now
Kazan (Volga) Federal University (Institute of Design and Spatial Arts, Chief Researcher)
Bataysk, Rostov-on-Don, Russian Federation
67.03
67.11
67.01
38
385
308
TEC009000
The article considers the problem of optimizing the geometric parameters of the cross section of the belts of a trihedral lattice support in the shape of a pentagon. The axial moment of inertia is taken as the objective function. Relations are found between the dimensions of the pentagonal cross section at which the objective function takes the maximum value. We introduce restrictions on the constancy of the consumption of material, as well as the condition of equal stability. The solution is performed using nonlinear optimization methods in the Matlab environment.
trihedral lattice supports, stability, moment of inertia, optimization
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