Title : ( Analytical solution for bending problem of moderately thick composite annular sector plates with general boundary conditions and loadings using multi-term extended Kantorovich method )
Authors: Masoud Tahani , Seyed Mahmoud Mousavi ,
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Abstract
An analytical solution for bending of composite sector plates is presented using multi-term extended Kantorovich method (MTEKM). The governing equations are derived using the displacement field of the first order shear deformation theory and converted into two sets of coupled ordinary differential equations (ODEs) utilizing MTEKM. Next, an analytical iterative procedure is presented for solving the derived sets of ODEs based on state-space method. Numerous examples are studied by the present method, and as special cases, solid sector and rectangular plates are also investigated. Next, the results obtained by the present method are compared to those of finite element method and other results available in the literature. It is found that the present method has a high convergence rate as well as good accuracy in all cases.
Keywords
, Composite sector plates · Bending analysis · Multi, term extended Kantorovich method · Iterative procedure
@article{paperid:1034548,
author = {Tahani, Masoud and Mousavi, Seyed Mahmoud},
title = {Analytical solution for bending problem of moderately thick composite annular sector plates with general boundary conditions and loadings using multi-term extended Kantorovich method},
journal = {Archive of Applied Mechanics},
year = {2013},
volume = {83},
number = {6},
month = {June},
issn = {0939-1533},
pages = {969--985},
numpages = {16},
keywords = {Composite sector plates · Bending analysis · Multi-term extended Kantorovich method ·
Iterative procedure},
}
%0 Journal Article
%T Analytical solution for bending problem of moderately thick composite annular sector plates with general boundary conditions and loadings using multi-term extended Kantorovich method
%A Tahani, Masoud
%A Mousavi, Seyed Mahmoud
%J Archive of Applied Mechanics
%@ 0939-1533
%D 2013
