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Four New Methods for Finding Structural Critical Points

نویسنده:
محمد رضائی پژند
,
حمیدرضا وجدانی نقره ئیان
,
علی رضا نقوی ریابی
,
Mohaamad Rezaiee Pajand
,
Hamid Reza Vejdani Noghreiyan
,
alir reza naghavi
سال
: 2013
چکیده: 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
یو آر آی: https://libsearch.um.ac.ir:443/fum/handle/fum/3346595
کلیدواژه(گان): Critical point,Eigenvalue,Equilibrium path,Perturbation,Structural stability,Tangent

stiffness matrix
کالکشن :
  • ProfDoc
  • نمایش متادیتا پنهان کردن متادیتا
  • آمار بازدید

    Four New Methods for Finding Structural Critical Points

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contributor authorمحمد رضائی پژندen
contributor authorحمیدرضا وجدانی نقره ئیانen
contributor authorعلی رضا نقوی ریابیen
contributor authorMohaamad Rezaiee Pajandfa
contributor authorHamid Reza Vejdani Noghreiyanfa
contributor authoralir reza naghavifa
date accessioned2020-06-06T13:13:32Z
date available2020-06-06T13:13:32Z
date issued2013
identifier urihttps://libsearch.um.ac.ir:443/fum/handle/fum/3346595
description abstractFour 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
languageEnglish
titleFour New Methods for Finding Structural Critical Pointsen
typeJournal Paper
contenttypeExternal Fulltext
subject keywordsCritical pointen
subject keywordsEigenvalueen
subject keywordsEquilibrium pathen
subject keywordsPerturbationen
subject keywordsStructural stabilityen
subject keywordsTangent

stiffness matrix
en
journal titleMechanics Based Design of Structures and Machinesfa
pages399-420
journal volume41
journal issue4
identifier linkhttps://profdoc.um.ac.ir/paper-abstract-1035395.html
identifier articleid1035395
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