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Probabilistic Flexural Fatigue in Plain and Fiber-Reinforced Concrete

机译:普通和纤维混凝土的概率挠曲疲劳

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摘要

The objective of this work is two-fold. First, we attempt to fit the experimental data on the flexural fatigue of plain and fiber-reinforced concrete with a probabilistic model (Saucedo, Yu, Medeiros, Zhang and Ruiz, Int. J. Fatigue, 2013, 48, 308–318). This model was validated for compressive fatigue at various loading frequencies, but not for flexural fatigue. Since the model is probabilistic, it is not necessarily related to the specific mechanism of fatigue damage, but rather generically explains the fatigue distribution in concrete (plain or reinforced with fibers) for damage under compression, tension or flexion. In this work, more than 100 series of flexural fatigue tests in the literature are fit with excellent results. Since the distribution of monotonic tests was not available in the majority of cases, a two-step procedure is established to estimate the model parameters based solely on fatigue tests. The coefficient of regression was more than 0.90 except for particular cases where not all tests were strictly performed under the same loading conditions, which confirms the applicability of the model to flexural fatigue data analysis. Moreover, the model parameters are closely related to fatigue performance, which demonstrates the predictive capacity of the model. For instance, the scale parameter is related to flexural strength, which improves with the addition of fibers. Similarly, fiber increases the scattering of fatigue life, which is reflected by the decreasing shape parameter.
机译:这项工作的目的是双重的。首先,我们尝试使用概率模型来拟合平原和纤维增强混凝土的弯曲疲劳试验数据(Saucedo,Yu,Medeiros,Zhang和Ruiz,Int。J. Fatigue,2013,48,308-318)。该模型已针对各种加载频率下的压缩疲劳进行了验证,但对于弯曲疲劳则未进行验证。由于该模型是概率模型,因此它不一定与疲劳破坏的特定机制相关,而是一般性地解释了混凝土(普通或纤维增强的)在压缩,拉伸或屈曲下的疲劳分布。在这项工作中,文献中进行了100多个系列的弯曲疲劳测试,均获得了优异的结果。由于在大多数情况下无法获得单调测试的分布,因此建立了一个两步过程来仅基于疲劳测试来估计模型参数。除了并非在相同的载荷条件下严格执行所有测试的特殊情况外,回归系数均大于0.90,这证实了该模型对弯曲疲劳数据分析的适用性。此外,模型参数与疲劳性能密切相关,这证明了模型的预测能力。例如,比例参数与抗弯强度有关,抗弯强度随纤维的添加而提高。同样,纤维会增加疲劳寿命的散射,这由形状参数的减小反映出来。

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