纤维增强水泥基复合材料纤维拉拔增韧的有限元模拟

Cheng Yu Li , Barzin Mobasher
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引用次数: 35

摘要

采用有限元方法研究了纤维增强水泥基复合材料中纤维的作用。这项研究分两步进行。第一步模拟了纤维从胶凝基质中拔出的过程,并得出了拔出力与滑移位移的响应。在第二步中,拉出响应作为桥接压力作用于复合材料试件的裂纹长度。通过计算j积分和有效应力强度因子,定量测量了纤维闭合压力的贡献。与基体和纤维相比,界面区具有较低的刚度和强度的第三相。剥离准则基于由界面法向和剪切强度定义的屈服面。脱粘后,在脱粘区引入库仑摩擦。研究了界面粘接强度、夹紧压力和纤维长度对纤维拔出响应的影响。在复合材料响应模拟中,将沿规定裂纹长度的纤维建模为非线性弹簧单元。拉拔力与滑移位移用于弹簧元件的刚度。对有纤维和无纤维两种情况进行j积分计算,并将两者之差作为纤维的增韧贡献。研究了不同纤维长度和界面参数对纤维增韧效果的影响。结果与基于r曲线的解析模拟和基于线性裂纹开闭压力关系的简化方法进行了比较。
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Finite Element Simulations of Fiber Pullout Toughening in Fiber Reinforced Cement Based Composites

The role of fibers in fiber reinforced cement based composites was studied by means of finite element method. The study was conducted in two steps. The first step simulated the fiber pullout from a cementitious matrix and resulted in pullout force vs. slip displacement response. The pullout response was used in the second step as the bridging pressure applied over the crack length in composite specimen. The contribution of fiber’s closing pressure was quantitatively measured through calculation of the J-integral and the effective stress intensity factor. The interfacial zone was characterized as a third phase with a lower stiffness and strength as compared to matrix and fiber. The debonding criterion was based on a yield surface defined by normal and shear strength of the interface. After debonding, Coulomb friction was introduced in the debonded zone. Effects of interfacial adhesional strength, clamping pressure, and fiber length on the fiber pullout response were studied. In the composite response simulations, the fibers across a prescribed crack length were modeled as nonlinear spring elements. The pullout force vs. slip displacement was used for the stiffness of the spring elements. J-integral was evaluated for the two cases of with and without fibers, and the difference between the two was used as the toughening contribution of fibers. The fiber toughening effect was studied for different fiber lengths and interface parameters. Results were compared with analytical simulations of crack growth using R-curves and a simplified approach based on linear crack opening–closing pressure relationship.

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