Multisegment integration technique for post-buckling analysis of a pinned-fixed slender elastic rod
This paper investigates the post-buckling behavior of a slender axially inextensible elastic rod with pinned-fixed end. The set of five first order nonlinear ordinary differential equations with boundary conditions specified at both ends constitutes a complex two point boundary value problem. By usi...
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BRAC University
2010
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| Online Zugang: | http://hdl.handle.net/10361/444 |
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10361-4442019-09-29T05:47:30Z Multisegment integration technique for post-buckling analysis of a pinned-fixed slender elastic rod Banu, Sajeda Saha, Goutam Saha, Sumon Post-buckling Slender rods Multisegment integration technique Equilibrium path This paper investigates the post-buckling behavior of a slender axially inextensible elastic rod with pinned-fixed end. The set of five first order nonlinear ordinary differential equations with boundary conditions specified at both ends constitutes a complex two point boundary value problem. By using multisegment integration technique, the highly nonlinear boundary value problems are numerically solved. Results are presented in non-dimensional graphs for a range of prescribed loading condition. The secondary equilibrium paths and the post-buckling configurations of the rod are presented. 2010-10-11T04:45:00Z 2010-10-11T04:45:00Z 2008 Article http://hdl.handle.net/10361/444 en BRAC University Journal, BRAC University;Vol.5, No.2,pp. 1-7 application/pdf BRAC University |
| institution |
Brac University |
| collection |
Institutional Repository |
| language |
English |
| topic |
Post-buckling Slender rods Multisegment integration technique Equilibrium path |
| spellingShingle |
Post-buckling Slender rods Multisegment integration technique Equilibrium path Banu, Sajeda Saha, Goutam Saha, Sumon Multisegment integration technique for post-buckling analysis of a pinned-fixed slender elastic rod |
| description |
This paper investigates the post-buckling behavior of a slender axially inextensible elastic rod with pinned-fixed end. The set of five first order nonlinear ordinary differential equations with boundary conditions specified at both ends constitutes a complex two point boundary value problem. By using multisegment integration technique, the highly nonlinear boundary value problems are numerically solved. Results are presented in non-dimensional graphs for a range of prescribed loading condition. The secondary equilibrium paths and the post-buckling configurations of the rod are presented. |
| format |
Article |
| author |
Banu, Sajeda Saha, Goutam Saha, Sumon |
| author_facet |
Banu, Sajeda Saha, Goutam Saha, Sumon |
| author_sort |
Banu, Sajeda |
| title |
Multisegment integration technique for post-buckling analysis of a pinned-fixed slender elastic rod |
| title_short |
Multisegment integration technique for post-buckling analysis of a pinned-fixed slender elastic rod |
| title_full |
Multisegment integration technique for post-buckling analysis of a pinned-fixed slender elastic rod |
| title_fullStr |
Multisegment integration technique for post-buckling analysis of a pinned-fixed slender elastic rod |
| title_full_unstemmed |
Multisegment integration technique for post-buckling analysis of a pinned-fixed slender elastic rod |
| title_sort |
multisegment integration technique for post-buckling analysis of a pinned-fixed slender elastic rod |
| publisher |
BRAC University |
| publishDate |
2010 |
| url |
http://hdl.handle.net/10361/444 |
| work_keys_str_mv |
AT banusajeda multisegmentintegrationtechniqueforpostbucklinganalysisofapinnedfixedslenderelasticrod AT sahagoutam multisegmentintegrationtechniqueforpostbucklinganalysisofapinnedfixedslenderelasticrod AT sahasumon multisegmentintegrationtechniqueforpostbucklinganalysisofapinnedfixedslenderelasticrod |
| _version_ |
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