Solving the stability problem of compressed-bendablepinned rigid rods of variable rigidity

Solving the stability problem of compressed-bendablepinned rigid rods of variable rigidity

The problem connected with the stability of compressed-bendable rigid rods of variable rigidity (with the reduced rigidity in the centre) is formulated and solved. The system of transcendent equations with roots for critical load for a rod is founded out.

Bibliographic Details
Main Authors: Sysoev Anton Sergeevich, Blyumin Semen L'vovich, Zverev Vitaliy Valentinovich, Sotnikova Irina Vladimirovna
Format: Article
Language:English
Published: Moscow State University of Civil Engineering (MGSU) 2015-05-01
Series:Vestnik MGSU
Subjects:
rod
variable rigidity
stability
numerical methods
system of nonlinear algebraic equations
ultimate force
bent compression
Online Access:http://vestnikmgsu.ru/index.php/archive/article/download/2063

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