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Generalised approach for designing RC beams

机译:设计RC梁的通用方法

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As per IS 456 : 2000 and other codes, a reinforced concrete (RC) beam may be designed as a singly-reinforced or a doubly-reinforced section, depending on the bending moment. If it is designed as a singly-reinforced section, the actual reinforcement, which is provided on the compression face for hanging stirrups, is ignored in the design. If the beam is designed as a doubly-reinforced section, the actual reinforcement available on the compression face can be found to be more than the design reinforcement. In fact, the provided reinforcement may modify the assumed strain diagram (and hence the stress diagram). As a result, the actual moment resisting capacity of the beam may be different (usually morel than the moment for which the section is designed. This paper presents a generalised approach and evolves the necessary equations and tables for calculating the moment-carrying capacity of an RC beam section for a combination of available tension and compression reinforcements. The derived tables can also be used for selecting a suitable pair of reinforcements (tension and com press ion) for resisting a given design bending moment so that both the reinforcements are utilised to their maximum possible extent.
机译:根据IS 456:2000和其他规范,钢筋混凝土(RC)梁可根据弯矩设计为单筋或双筋截面。如果将其设计为单个加固型材,则在设计中将忽略设置在压缩面上用于悬挂箍筋的实际加固。如果将梁设计为双加筋截面,则可以发现压缩面上可用的实际加筋大于设计加筋。实际上,所提供的钢筋可以修改假定的应变图(因此也可以修改应力图)。结果,梁的实际抗弯承载力可能会有所不同(通常比截面设计的弯矩要大得多。)本文提出了一种通用方法,并发展了计算弯矩承载力的必要公式和表格。 RC梁截面,用于组合可用的拉伸和压缩钢筋,导出的表格还可以用于选择一对合适的钢筋(拉伸和压缩),以抵抗给定的设计弯矩,以便将两个钢筋都用于其最大程度。

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