Open AccessPURE BENDING OF ELASTIC CURVE OF A BEAM
Author(s) -
Vyacheslav Ogarkov,
Aleksei Aksenov,
S. Malyukov,
A. E. Knyazev,
N. A. Borodin
Publication year - 2021
Publication title -
voronežskij naučno-tehničeskij vestnik
Language(s) - English
Resource type - Journals
ISSN - 2311-8873
DOI - 10.34220/2311-8873-2021-4-4-36-43
Subject(s) - bending moment , beam (structure) , poisson distribution , pure bending , bending , moment (physics) , poisson's ratio , materials science , mathematical analysis , mathematics , structural engineering , physics , classical mechanics , composite material , engineering , statistics
The problem of pure bending of an elastic curved beam with a given moment M is considered. It is proved that the values of stresses and strains found in this paper depend on the value of the Poisson's ratio μ. An exact analytical solution to this problem is obtained with the determination of unambiguous expressions for stresses and deformations.