1993
DOI: 10.1061/(asce)0733-9445(1993)119:11(3217)
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Second‐Order Refined Plastic‐Hinge Analysis for Frame Design. Part II

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Cited by 60 publications
(34 citation statements)
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“…The early 90s saw the development of a refined plastic hinge-based element, involving the use of stiffness reduction factors to modify the value of an elastic stiffness matrix, here I-shaped element sections were considered [1,21,22]. By applying the tangent modulus concept, developed previously by White (1993) [23], gradual plasticisation behaviour was modelled leading to improved results [4,5,24]. Further improvements were made by Attalla et al (1994) who introduced a non-zero length quasi-hinge model involving a closed-form expression of the element force-deformation response, derived by exact integration of the section deformation [21].…”
Section: Concentrated Inelastic Method: Historical Developmentmentioning
confidence: 99%
See 1 more Smart Citation
“…The early 90s saw the development of a refined plastic hinge-based element, involving the use of stiffness reduction factors to modify the value of an elastic stiffness matrix, here I-shaped element sections were considered [1,21,22]. By applying the tangent modulus concept, developed previously by White (1993) [23], gradual plasticisation behaviour was modelled leading to improved results [4,5,24]. Further improvements were made by Attalla et al (1994) who introduced a non-zero length quasi-hinge model involving a closed-form expression of the element force-deformation response, derived by exact integration of the section deformation [21].…”
Section: Concentrated Inelastic Method: Historical Developmentmentioning
confidence: 99%
“…The results of both methods are closer to the exact answer, compared to the conventional zero-length hinge method. These hinge-based methods can be much more computationally efficient than a conventional DIM [3] while still providing results of satisfactory accuracy for most practical purposes [4][5][6].…”
Section: Introductionmentioning
confidence: 99%
“…For this reason, a number of researchers have developed models that have the computational efficiency of the concentrated plasticity models and the accuracy of spread-of-plasticity models (Liew et al, 1993;Attalla et al, 1994;El-Tawil and Deierleien, 1996). Nukala and White (2004) have extended these models to include three-dimentional stability behavior.…”
Section: A512 Fiber Modelsmentioning
confidence: 99%
“…13), os coeficientes S 1 e S 2 , denominados funções de estabilidade (Liew et al, 1993), são obtidos a partir da derivação da equação diferencial do elemento viga-coluna, conforme é apresentado nas Eqs. (14) e (15): …”
Section: Análise Estruturalunclassified