CALCULATION TO OPTIMIZATION SHELL WITH PROVISION FOR OWN WEIGHT
Authors:
2.
Karshinskiy gosudarstvennyy universitet
(professor)
Russian Federation
Russian Federation
Type:
Article
Pages:
from 369
to 374
Status:
Published
Received:
29.08.2014
Accepted:
07.10.2014
Published:
07.10.2014
Language:
Russian
Keywords:
meridian, shell, frequency, fluctuations, efforts, deformation, displacement, buildings
Abstract (English):
The Explored question of the influence of the steepness of the meridian of the shell on value of the undermost frequency of the own fluctuations. The Founded geometry of the shell, when sensitivity of the frequency to steepness of the meridian begins to reveal itself.
The Explored question of the influence of the steepness of the meridian of the shell on value of the undermost frequency of the own fluctuations. The Founded geometry of the shell, when sensitivity of the frequency to steepness of the meridian begins to reveal itself.
Keywords:
meridian, shell, frequency, fluctuations, efforts, deformation, displacement, buildings
meridian, shell, frequency, fluctuations, efforts, deformation, displacement, buildings
Рассмотрена упругая изотропная оболочка вращения, геометрия которой описывается уравнением ν = ν(z) в цилиндрической системе координат (z,q,v).
1. Gol´denveyzer A.L. Teoriya uprugikh tonkikh obolochek. - M.,1976.
2. Kolkunov N.V. Osnovy rascheta uprugikh obolochek. - M.,1973.
