UDC:
624.07
DOI:
10.23968/1999-5571-2019-16-6-123-129
Pages:
123-129
Annotation:
The article presents the solution of the problems of stability in the bending-torsion shape of the core elements of continuous-step arches beyond the elastic limit. This solution is based on deformation theory of plane elastic archy rods (“Rod” algorithm) and “Cross-Section” algorithm, which allows taking into account the development of plastic deformations. Graphs of the dependence of stability coefficients on curvature, reduced flexibility and relative eccentricities are given.
Keywords:
- стальная арка открытого бисимметричного профиля
- стрежневые криволинейные элементы арок
- устойчивость по изгибно-крутильной форме за пределом упругости
- коэффициент устойчивости криволинейных элементов арок
- steel arch with open bisymmetrical profile
- rod curvilinear arch elements
- stability by bending-torsion form beyond the elasticity limit
- stability coefficient of curved elements of arches