Interface shear strength between concrete layers cast at different times plays an important role to provide monolithic behavior of composite concrete. In this paper, a computational modeling approach is used to study the concrete-to-concrete bond behavior between two concrete layers cast at different times; concrete base and concrete topping. The compressive strength of the concrete base is 40 N/mm2, while the concrete topping is 25 N/mm2. Finite Element Analysis (FEA) package ABAQUS 6.12 is used to model the bond interaction of concrete-to-concrete layers, which is then verified with the experimental test. Four specimens with different types of surface textures are - -brushing in transverse direction and projecting steel reinforcement crossing the interface. Failure of the bonded interfaces is modeled with cohesive zone model (CZM) approach with zero thickness interface element where the governing parameters are - meanwhile, the projecting steel surface is modeled with Modified Drucker-Prager/Cap-Plasticity Model (CPM) approach with 1 mm thickness of interface element. The parameters used in the analysis include interface shear strength, fracture energy and elastic shear stiffness for CZM approach. The CPM parameters for modeling projecting steel surface are cohesion, interface friction angle, cap eccentricity parameter, initial cap yield surface position, flow stress ratio, yield stress at interface. The study shows that the difference between the modeled and experimental results is relatively small and therefore shows the capability of the finite element analysis to carry out interface analysis.
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机译:在不同时间浇铸的混凝土层之间的界面抗剪强度在提供复合混凝土整体性能方面起着重要作用。本文采用计算建模方法研究了在不同时间浇筑的两个混凝土层之间的混凝土与混凝土之间的粘结行为。混凝土基础和混凝土浇筑。混凝土基础的抗压强度为40 N / mm2,而混凝土浇筑的抗压强度为25 N / mm2。有限元分析(FEA)程序包ABAQUS 6.12用于对混凝土与混凝土层之间的键相互作用进行建模,然后通过实验测试对其进行验证。四个具有不同表面纹理类型的试样-在横向方向上刷毛,并穿过界面伸出突出的钢筋。结合界面的失效采用零厚度界面元素的内聚区模型(CZM)方法进行建模,其中控制参数为-同时,采用修正的Drucker-Prager / Cap-Plasticity Model方法(CPM)建模钢的伸出表面为1界面元素的毫米厚度。分析中使用的参数包括CZM方法的界面剪切强度,断裂能和弹性剪切刚度。用于建模投影钢表面的CPM参数是内聚力,界面摩擦角,盖偏心率参数,初始盖屈服表面位置,流应力比,界面屈服应力。研究表明,建模结果与实验结果之间的差异相对较小,因此表明了有限元分析进行界面分析的能力。
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