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Structural Concrete Beam Shear-Still a Riddle?

机译:结构混凝土梁剪力仍然是个谜?

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The paper reviews the application of classical plasticity theory to shear failure of structural concrete beams. The resistance of concrete to shearing deformations is described by the modified Coulomb failure criterion. For beams with shear reinforcement, this leads to an upper bound solution based on yield lines minimizing the combined work of yielding stirrups and cracking concrete, the coinciding lower bound solution corresponding to an inclined compression field (the web-crushing criterion). For beams without shear reinforcement, the optimal failure mechanism is a single yield line (straight or hyperbolic) from load to support, the coinciding lower bound solution corresponding to a compressive strut between the load and support platens. The predicted failure mechanisms and ultimate loads are compared with experimental evidence, and it is concluded that the plasticity approach goes a long way toward solving the riddle of shear failure.
机译:本文回顾了经典可塑性理论在结构混凝土梁抗剪破坏中的应用。修改后的库仑破坏准则描述了混凝土对剪切变形的抵抗力。对于具有剪力增强的梁,这会导致基于屈服线的上限解,从而使屈服的箍筋和开裂混凝土的总功最小化,下界解的一致对应于倾斜的压缩场(腹板破碎准则)。对于没有抗剪加固的梁,最佳破坏机理是从荷载到支撑的单条屈服线(直线或双曲线),下界解的一致对应于荷载和支撑压板之间的压缩支柱。将预测的破坏机理和极限载荷与实验证据进行比较,得出的结论是,可塑性方法对于解决剪切破坏之谜大有帮助。

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