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Fiber Beam Analysis of Reinforced Concrete Members with Cyclic Constitutive and Material Laws
Abstract This paper presents a non-linear Timoshenko beam element with axial, bending, and shear force interaction for nonlinear analysis of reinforced concrete structures. The structural material tangent stiffness matrix, which relates the increments of load to corresponding increments of displacement, is properly formulated. Appropriate simplified cyclic uniaxial constitutive laws are developed for cracked concrete in compression and tension. The model also includes the softening effect of the concrete due to lateral tensile strain. To establish the validity of the proposed model, correlation studies with experimentally-tested concrete specimens have been conducted.
Fiber Beam Analysis of Reinforced Concrete Members with Cyclic Constitutive and Material Laws
Abstract This paper presents a non-linear Timoshenko beam element with axial, bending, and shear force interaction for nonlinear analysis of reinforced concrete structures. The structural material tangent stiffness matrix, which relates the increments of load to corresponding increments of displacement, is properly formulated. Appropriate simplified cyclic uniaxial constitutive laws are developed for cracked concrete in compression and tension. The model also includes the softening effect of the concrete due to lateral tensile strain. To establish the validity of the proposed model, correlation studies with experimentally-tested concrete specimens have been conducted.
Fiber Beam Analysis of Reinforced Concrete Members with Cyclic Constitutive and Material Laws
T. Ravi Mullapudi (author) / Ashraf Ayoub (author)
2018
Article (Journal)
Electronic Resource
Unknown
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Fiber Beam Analysis of Reinforced Concrete Members with Cyclic Constitutive and Material Laws
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