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Distributions of Local Damage Variable and Local Plastic Tensile Strain and Precursors to Failure of Quasi-Brittle Pure Bending Beam

机译:局部损伤变量和局部塑料拉伸应变的分布和准脆性纯弯梁失效的前体

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For many quasi-brittle materials (such as rock, ceramic and concrete) in pure bending state, the material on the tensile side will fail firstly since the compressive strength can be ten times the tensile strength. After tensile strain localization zone is initiated in the midspan of the beam, its propagation direction will be perpendicular to the neutral axis. In the paper, using nonlocal theory or gradient-dependent plasticity, the distributions of local plastic tensile strain and local damage variable in tensile strain localization zone of a pure bending beam are analyzed theoretically. The evolutions of the maximum local plastic tensile strain, the maximum local damage variable and the bending moment with tensile stress acting on the tensile side are presented through examples. The distributions of local plastic tensile strain and local damage variable in tensile strain localization zone are highly nonuniform due to microstructural effect. When the maximum bending moment is reached, the maximum local damage variable is proportional to the ratio of elastic modulus to elastoplastic modulus, while the maximum local plastic tensile strain is inversely proportional to elastic modulus and elastoplastic modulus. For quasi-brittle materials, the elastoplastic modulus that is a constitutive parameter equal to the absolute value of the slope of tensile stress-tensile strain curve in strain-softening stage is much higher. The present theoretical results mean that the precursors to failure are less apparent for extremely brittle materials.
机译:对于纯弯曲状态的许多准脆性材料(如岩石,陶瓷和混凝土),拉伸侧的材料首先会失效,因为抗压强度可以是拉伸强度的十倍。在梁的中间轴中启动拉伸应变局部化区域之后,其传播方向将垂直于中性轴。本文在理论上分析了使用非识别理论或梯度依赖性可塑性,局部塑料拉伸应变和局部损伤局部化区域中的局部塑料拉伸应变和局部损伤变量的分布。通过实施例给出了最大局部塑料拉伸应变,最大局部损伤变量和具有作用在拉伸侧的拉伸应力的弯矩的演变。由于微观结构效果,局部塑料拉伸应变和局部损伤变量的分布在高度不均匀。当达到最大弯矩时,最大局部损伤变量与弹性模量与弹塑性模量的比例成比例,而最大局部塑料拉伸应变与弹性模量和弹塑性模量成反比。对于准脆性材料,作为等于应变软化阶段的拉伸应力 - 拉伸应变曲线斜率的绝对值的组成型参数的弹塑性模量要高得多。本理论结果意味着对极脆性材料的失效前体不太明显。

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