首页> 外文会议>International Conference on Computational Methods and Experimental Measurements >NON-LINEAR NUMERICAL MODELS FOR PREDICTING THE BOND STRENGTH OF FIBRE-REINFORCED CONCRETE AT HIGH TEMPERATURES
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NON-LINEAR NUMERICAL MODELS FOR PREDICTING THE BOND STRENGTH OF FIBRE-REINFORCED CONCRETE AT HIGH TEMPERATURES

机译:预测高温纤维增强混凝土粘结强度的非线性数值模型

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The steel to concrete bond mechanism is critical to address the behaviour of reinforced concrete structural members. Although this mechanism can be compromised during a fire, it may be one of the least researched phenomena in concrete technology and is not addressed in the design codes and standards. In this work, we present a thorough review of the experimental data available on this topic, focusing on fibre-reinforced concrete. The data allow us to study the evolution of the bond strength as a function of three variables: the exposure temperature, the type of fibre and the volume fraction. A linear multiple regression is initially carried out, followed by a series of non-linear numerical models. These models are built using a methodology based on the finite element method combined with the formulation of the Galerkin method. The numerical models have been developed for different degrees of complexity. The error measurements obtained with the linear regression and the numerical models are compared in order to present a prediction model. The selected model is then validated for different values of the independent variables. This process supports the discussion of the influence that the independent variables have in the evolution of the bond strength between steel reinforcement and fibre-reinforced concretes exposed to high temperatures.
机译:钢与混凝土粘合机构至关重要,以解决钢筋混凝土结构构件的行为。虽然这种机制可以在火灾期间受到损害,但是它可能是具体技术中最不研究的现象之一,并且在设计代码和标准中未解决。在这项工作中,我们对本主题提供的实验数据进行了彻底的审查,专注于纤维钢筋混凝土。数据允许我们研究粘合强度的演变作为三个变量的函数:曝光温度,纤维类型和体积分数。最初执行线性多元回归,然后是一系列非线性数字模型。这些模型采用基于有限元方法的方法建造,与制定Galerkin方法。为不同的复杂性开发了数值模型。比较用线性回归和数值模型获得的误差测量以呈现预测模型。然后,为独立变量的不同值验证所选模型。该过程支持讨论独立变量在钢筋和纤维增强混凝土粘合强度的演变中的影响,暴露在高温下的粘合强度。

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