Four New Methods for Finding Structural Critical Points
Author:
, , , , ,Year
: 2013
Abstract: Four systematic approaches are developed in the context of the indirect methods for
analyzing the nonlinear prebuckling behavior. In this study, an appropriate test function
to monitor bypassing of the critical points is utilized. The main idea of the article
is to find the critical loads by using the perturbation of the eigenvalue. Both linear
and quadratic variations of the eigenvalue and also parabolic changes of the structural
stiffness are considered. Moreover, other available techniques to find the critical points
are briefly reviewed. Finally, the accuracy and robustness of the presented procedures
are investigated by solving some well-known benchmark problems
analyzing the nonlinear prebuckling behavior. In this study, an appropriate test function
to monitor bypassing of the critical points is utilized. The main idea of the article
is to find the critical loads by using the perturbation of the eigenvalue. Both linear
and quadratic variations of the eigenvalue and also parabolic changes of the structural
stiffness are considered. Moreover, other available techniques to find the critical points
are briefly reviewed. Finally, the accuracy and robustness of the presented procedures
are investigated by solving some well-known benchmark problems
Keyword(s): Critical point,Eigenvalue,Equilibrium path,Perturbation,Structural stability,Tangent
stiffness matrix
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Four New Methods for Finding Structural Critical Points
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contributor author | محمد رضائی پژند | en |
contributor author | حمیدرضا وجدانی نقره ئیان | en |
contributor author | علی رضا نقوی ریابی | en |
contributor author | Mohaamad Rezaiee Pajand | fa |
contributor author | Hamid Reza Vejdani Noghreiyan | fa |
contributor author | alir reza naghavi | fa |
date accessioned | 2020-06-06T13:13:32Z | |
date available | 2020-06-06T13:13:32Z | |
date issued | 2013 | |
identifier uri | http://libsearch.um.ac.ir:80/fum/handle/fum/3346595?locale-attribute=en | |
description abstract | Four systematic approaches are developed in the context of the indirect methods for analyzing the nonlinear prebuckling behavior. In this study, an appropriate test function to monitor bypassing of the critical points is utilized. The main idea of the article is to find the critical loads by using the perturbation of the eigenvalue. Both linear and quadratic variations of the eigenvalue and also parabolic changes of the structural stiffness are considered. Moreover, other available techniques to find the critical points are briefly reviewed. Finally, the accuracy and robustness of the presented procedures are investigated by solving some well-known benchmark problems | en |
language | English | |
title | Four New Methods for Finding Structural Critical Points | en |
type | Journal Paper | |
contenttype | External Fulltext | |
subject keywords | Critical point | en |
subject keywords | Eigenvalue | en |
subject keywords | Equilibrium path | en |
subject keywords | Perturbation | en |
subject keywords | Structural stability | en |
subject keywords | Tangent stiffness matrix | en |
journal title | Mechanics Based Design of Structures and Machines | fa |
pages | 399-420 | |
journal volume | 41 | |
journal issue | 4 | |
identifier link | https://profdoc.um.ac.ir/paper-abstract-1035395.html | |
identifier articleid | 1035395 |