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Optimal reinforcement of RC columns for biaxial bending
Abstract The Reinforcement Sizing Diagram (RSD) approach to determining optimal reinforcement for reinforced concrete beam and column sections subjected to uniaxial bending is extended to the case of biaxial bending. Conventional constraints on the distribution of longitudinal reinforcement are relaxed, leading to an infinite number of reinforcement solutions, from which the optimal solution and a corresponding quasi-optimal pragmatic is determined. First, all possibilities of reinforcement arrangements are considered for a biaxial loading, including symmetric and non-symmetric configurations, subject to the constraint that the reinforcement is located in a single layer near the circumference of the section. This theoretical approach establishes the context for obtaining pragmatic distributions of reinforcement that are more suitable for construction, in which distributions having double symmetry are considered. This contrasts with conventional approaches for the design of column reinforcement, in which a predetermined distribution of longitudinal reinforcement is assumed, even though such a distribution generally is non-optimal in any given design. Column and wall sections that are subjected to uniaxial or biaxial loading may be designed using this method. The solutions are displayed using a biaxial RSD and can be obtained with relatively simple algorithms implemented in widely accessible software programs such as $ Mathematica^{®} $ and $ Excel^{®} $. Several examples illustrate the method and the savings in reinforcement that can be obtained relative to conventional solutions.
Optimal reinforcement of RC columns for biaxial bending
Abstract The Reinforcement Sizing Diagram (RSD) approach to determining optimal reinforcement for reinforced concrete beam and column sections subjected to uniaxial bending is extended to the case of biaxial bending. Conventional constraints on the distribution of longitudinal reinforcement are relaxed, leading to an infinite number of reinforcement solutions, from which the optimal solution and a corresponding quasi-optimal pragmatic is determined. First, all possibilities of reinforcement arrangements are considered for a biaxial loading, including symmetric and non-symmetric configurations, subject to the constraint that the reinforcement is located in a single layer near the circumference of the section. This theoretical approach establishes the context for obtaining pragmatic distributions of reinforcement that are more suitable for construction, in which distributions having double symmetry are considered. This contrasts with conventional approaches for the design of column reinforcement, in which a predetermined distribution of longitudinal reinforcement is assumed, even though such a distribution generally is non-optimal in any given design. Column and wall sections that are subjected to uniaxial or biaxial loading may be designed using this method. The solutions are displayed using a biaxial RSD and can be obtained with relatively simple algorithms implemented in widely accessible software programs such as $ Mathematica^{®} $ and $ Excel^{®} $. Several examples illustrate the method and the savings in reinforcement that can be obtained relative to conventional solutions.
Optimal reinforcement of RC columns for biaxial bending
Gil-Martín, Luisa María (Autor:in) / Hernández-Montes, Enrique (Autor:in) / Aschheim, Mark (Autor:in)
2009
Aufsatz (Zeitschrift)
Elektronische Ressource
Englisch
Optimal reinforcement of RC columns for biaxial bending
Springer Verlag | 2009
|Optimal reinforcement of RC columns for biaxial bending
Online Contents | 2010
|Optimal reinforcement of RC columns for biaxial bending
Online Contents | 2009
|Optimal reinforcement of RC columns for biaxial bending
British Library Online Contents | 2010
|Inelastic H-columns under biaxial bending
Engineering Index Backfile | 1968
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