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Novel Mix Design Methodology for Self-Compacting Steel-Fiber Reinforced Concrete Based on Rheological and Mechanical Concepts

机译:基于流变机械概念的自压式钢 - 纤维钢筋混凝土新颖混合设计方法

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We describe a new methodology to calculate mix proportions of components for self-compacting steel-fiber reinforced concrete [Construction and Building Materials 189 (2018) 409-419]. The methodology is based on a previous one for plain self-compacting concrete by Prof. B. L. Karihaloo and co-workers, which has been expanded to include steel fibers while maintaining self-compactability of the concrete. The methodology has two key points. The first one is the rheological behavior of the fresh material, which leads to considering the effective viscosity of the suspension with fibers as a design parameter. By means of micromechanical models we estimate this parameter from the plastic viscosity of the cement paste and the volume fraction and aspect ratio of the fiber. The second one is the desired compressive strength of the composite material, which leads to setting water-cement ratio as the other design parameter. Besides, water-cement ratio influences the plastic viscosity value of the cement paste, together with the content of superplasticizer admixture. This rheological parameter has to be measured by means of rheometers or approximated by other simpler and cheaper instruments, like capillary viscometers (Cannon-Fenske or Marsh funnel). The methodology has been programmed numerically in MATLAB to make some practical design charts by means of which the quantities of the concrete components are calculated. The use of these design charts is explained with an example. The study also provides experimental validation in fresh and hardened state. The results show the robustness of the proportioning methodology.
机译:我们描述了一种新的方法来计算自压钢 - 纤维钢筋混凝土混合成分的混合比例[建筑和建筑材料189(2018)409-419]。该方法基于B. L. Karihaloo教授的普通自我压实混凝土的前一个,这已经扩展到包括钢纤维,同时保持混凝土的自紧凑性。方法有两个关键点。第一个是新鲜材料的流变行为,导致纤维作为设计参数的悬浮液的有效粘度。通过微机械模型,我们从水泥浆料的塑料粘度和纤维的体积分数和纵横比估计该参数。第二个是复合材料的所需压缩强度,这导致将水水泥比例设定为其他设计参数。此外,水水柱比率影响水泥浆料的塑料粘度值以及过度塑化剂混合物的含量。该流变参数必须通过流变仪测量或通过其他更简单和更便宜的仪器近似,如毛细管粘度计(Cannon-Fenske或Marsh漏斗)。该方法已经在Matlab中数值上编程,以制备一些实用的设计图表,其中计算了混凝土组件的数量。用示例解释这些设计图表的使用。该研究还提供了新鲜和硬化状态的实验验证。结果表明了比例方法的稳健性。

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