Материалов:
1 005 012

Репозиториев:
30

Авторов:
761 409

По вашему запросу найдено документов: 32719

Страница 1 из 3272

ANALYSIS OF THE THIN ELASTIC SHELLS IN THE FORM OF LONG OBLIQUE HELICOID
Tupikova E.M.
non-orthogonal and non-conjugate curvilinear coordinates
Analytical Calculation of Momentless Conical Shell with Elliptical Base
Krivoshapko S.N.
forces in a momentless right elliptical conical shell defined in non-orthogonal conjugate system
An analysis of annular plate in curvilinear non-orthogonal coordinates with the help of equations of a shell theory
Krivoshapko S.N.
The complete system of equations of a linear theory of thin shells in curvilinear non-orthogonal
Shells analysis in orthogonal curvilinear coordinate system with variation-difference method
Ivanov V.N., Shmeleva A.A.
of the surface is considered. The main distinction of the analysis of shells in orthogonal curvilinear coordinate
TWO TYPES OF GOVERNING EQUATIONS FOR SHELLS WITH THE MIDDLE SURFACES GIVEN IN ARBITRARY CURVILINEAR COORDINATES
Кривошапко С.Н.
Having taken curvilinear coordinates on the middle surface of shells in the lines of principle
The derivation of the equations of equilibrium for the skew helicoidal shells
Tupikova E.M.
for the skew helicoidal shells. The problem is set for nonorthogonal non-conjugated system of coordinates.
Static analysis of shells with developable middle surfaces
Krivoshapko S.N.
methods. Generally, the curvilinear non-orthogonal conjugate coordinates of the developable middle surface
Consistent Equations of Nonlinear Multilayer Shells Theory in the Quadratic Approximation
Paimushin V., Kholmogorov S., Badriev I.
are constructed. They are based on previously proposed consistent relationships of the non-linear elasticity
Comparison of Two Systems of Governing Equations for the Thin Shell Analysis
Krivoshapko S.N., Razin A.D.
in arbitrary system of curvilinear coordinates are known. Having taken curvilinear coordinates on the middle
SEMI-ANALYTICAL ANALYSIS OF A LONG SHALLOW OBLIQUE HELICOIDAL SHELL IN A NON-ORTHOGONAL NON-CONJUGATE COORDINATE SYSTEM
Tupikova E.M.
SEMI-ANALYTICAL ANALYSIS OF A LONG SHALLOW OBLIQUE HELICOIDAL SHELL IN A NON-ORTHOGONAL NON-CONJUGATE

Страница 1 из 3272

Фасеты

Новости проекта

Новости

Партнеры

КФУ
ТГУ
Elpub
СФУ
Webpublishers

Индексация

BASE
WorldCat
OpenAIRE
EDS
core