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Article information
2003 , Volume 8, Special issue, p.43-50
Gorshkov V.V.
The analysis of behaviour of multilayered conic shells on the basis of nonclassical models
The parametrical analysis of stressed-deformed state of multilayered reinforced conic shell on a basis of vectorially linear and nonlinear variants of classical and nonclassical theories is done. The influence of structure of reinforcement of a composite material, the cross shift of binding and the order of arrangement of the reinforced layers on the behaviour of shell are investigated. The comparison of the numerical solutions obtained by the methods of spline collocation and discrete orthogonalization is conducted among themselves and with the numerical results obtained by the method of invariant immersing. High efficiency of the used numerical methods is shown on the example of the solution of boundary-value problem for stiff systems of the differential equations.
Classificator Msc2000:- *74E30 Composite and mixture properties
- 74S30 Other numerical methods
- 74K25 Shells
Keywords: Kirchhoff-Love theory, stress-deformed state
Author(s):
Gorshkov V V
Office: Institute of Computational Technologies SB RAS
Address: 630090, Russia, Novosibirsk, ac. Lavrentyev Ave. 6
E-mail: vvg@rbcmail.ru
Bibliography link:
Gorshkov V.V. The analysis of behaviour of multilayered conic shells on the basis of nonclassical models // Computational technologies. 2003. V. 8. The Special Issue: Proceedings of the Russian-German Advanced Research Workshop on Computer Science and High Performance Computing, Part 3. P. 43-50
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