Djellab, Salah Eddine (1991) Nonlinear Finite Element Analysis of Reinforced Concrete Coupled Shear Walls. MSc(R) thesis, University of Glasgow.
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Abstract
This thesis is concerned with the development of an inelastic material model to be used in conjunction with the finite element technique to simulate the behaviour of reinforced concrete shear-walls under lateral loads. The proposed computational model is capable of tracing the entire nonlinear response up to ultimate load conditions. The main features of the nonlinear behaviour of concrete and steel are incorporated in the numerical model. These include cracking, nonlinear biaxial stress-strain relationships in concrete up to crushing and yielding of steel. The investigation first considers the linear elastic behaviour of coupled shear-walls then a consistent material model that matches the existing experimental evidence for the behaviour of plain concrete under monotonic biaxial loading is considered. The reinforcing steel is idealized as bilinear uniaxially stressed material. The individual material models are combined with the finite element technique to demonstrate their applicability. To check the validity and accuracy of the numerical model, finite element calculations are compared with experimental results for shallow and deep beams, shear panels subjected to monotonic loading. Finally, various hypothetical coupled shear-walls and tested microconcrete shear walls were analysed highlighting the history of crack propagation, deflections, crushing of concrete and yielding of steel up to failure. The resulting model should prove to be a simple useful research tool for use in the study of any reinforced concrete structure which may be considered to be in a state of plane stress.
Item Type: | Thesis (MSc(R)) |
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Qualification Level: | Masters |
Keywords: | Civil engineering |
Date of Award: | 1991 |
Depositing User: | Enlighten Team |
Unique ID: | glathesis:1991-78290 |
Copyright: | Copyright of this thesis is held by the author. |
Date Deposited: | 30 Jan 2020 15:34 |
Last Modified: | 30 Jan 2020 15:34 |
URI: | https://theses.gla.ac.uk/id/eprint/78290 |
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