Beam-Columns with Finite Deflections

The large deflection behavior of a uniaxially bent beam-column subject to an eccentrically applied load is investigated. A closed-form expression for the total lateral deflection, including bowing and initial imperfection, is derived by adopting a nonlinear strain-displacement relationship and a sin...

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Published inJournal of structural engineering (New York, N.Y.) Vol. 126; no. 2; pp. 266 - 269
Main Authors Kalaga, S, Adluri, S. M. R
Format Journal Article
LanguageEnglish
Published Reston, VA American Society of Civil Engineers 01.02.2000
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ISSN0733-9445
1943-541X
DOI10.1061/(ASCE)0733-9445(2000)126:2(266)

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Abstract The large deflection behavior of a uniaxially bent beam-column subject to an eccentrically applied load is investigated. A closed-form expression for the total lateral deflection, including bowing and initial imperfection, is derived by adopting a nonlinear strain-displacement relationship and a sine curve approximation for the lateral deflection. Stability is checked by evaluating the Hessian matrix of the total potential energy. The formulation is validated by applying it to a steel beam-column with an L r ratio of 200. Though not comprehensive, results indicate that it is possible to develop reasonable closed-form solutions for the nonlinear behavior of slender beam-columns.
AbstractList The large deflection behavior of a uniaxially bent beam-column subject to an eccentrically applied load is investigated. A closed-form expression for the total lateral deflection, including bowing and initial imperfection, is derived by adopting a nonlinear strain-displacement relationship and a sine curve approximation for the lateral deflection. Stability is checked by evaluating the Hessian matrix of the total potential energy. The formulation is validated by applying it to a steel beam-column with an L r ratio of 200. Though not comprehensive, results indicate that it is possible to develop reasonable closed-form solutions for the nonlinear behavior of slender beam-columns.
Author Kalaga, S
Adluri, S. M. R
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Keywords Potential energy
High strain
Approximate method
Beam column structure
Eccentric load
Steel
Bending stress
Deflection(deformation)
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References Grossman S. I. (e_1_2_1_2_2) 1986
Symon K. R. (e_1_2_1_4_2) 1960
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– volume-title: Mechanics
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StartPage 266
SubjectTerms Applied sciences
Buildings. Public works
Computation methods. Tables. Charts
Exact sciences and technology
Structural analysis. Stresses
TECHNICAL NOTES
Title Beam-Columns with Finite Deflections
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