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A STUDY ON FRACTURE-DAMAGE BEHAVIOR OF CONCRETE BASED ON THE MESO-SCALE MODEL

机译:基于中学规模模型的混凝土骨折损伤行为研究

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As a multiphase nonhomogeneous material, concrete is widely used in civil engineering. In this paper, a meso-scale mechanical model is proposed to study the deformation and failure process of concrete based on the nonhomogeneity of concrete at the mesoscopic level. First, concrete is taken as a type of three-component composite material composed of mortar matrix, aggregates and interfaces on the meso-scale. A random distribution scheme is used for aggregates deposition. Secondly, based on the continuum damage mechanics, a finite element meso-scale mechanics model for concrete is presented with damage softening stress-strain relationship to describe the mechanical behavior of different components of concrete. Numerical experiments for simulating 3-point bending beam and L-shape beam are accomplished, which show good agreement with the corresponding experimental results. In addition, nonhomogeneities of each component of concrete are considered by assuming the material properties in concrete conform to the Weibull distribution law. The influence of homogeneity index on nonlinear softening behaviors is studied in detail. It is concluded that the model is able to capture the entire process of damage of concrete, including the crack development associated with different loading stages.
机译:作为多相非均质材料,混凝土广泛应用于土木工程。在本文中,中尺度力学模型,提出要研究基于对混凝土在细观层次的非均质混凝土的变形和破坏过程。首先,混凝土被视为一种类型的砂浆基体,聚集体和界面上的尺度由三组分复合材料制成。随机分配方案被用于聚集体沉积。其次,基于所述连续损伤力学,混凝土有限元尺度力学模型呈现损害软化应力 - 应变关系来描述具体的不同部件的机械行为。数值实验用于模拟的3点弯曲梁和L形光束被完成的,这表明了与相应的实验结果吻合良好。另外,混凝土的每个分量的nonhomogeneities是通过假设在混凝土符合威布尔分布规律的材料特性考虑。非线性软化行为同质性指标的影响在详细研究。可以得出结论,该模型能够捕获混凝土的损坏,包括具有不同装载阶段相关的裂纹发展的全过程。

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