温度对矿渣水泥强度发展速度的影响

M. Soutsos, S. Barnett, S. Millard, J. Bungey
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引用次数: 2

摘要

本文将研究含矿渣水泥(ggbs)的混凝土在总粘结剂含量高达70%时的早期强度发展,为其在快速施工中的使用提供指导。所有混凝土试件的28天目标平均强度为70 MPa (10,150 psi)。尽管矿渣水泥(ggbs)等补充胶凝材料是经济的,但由于其在早期龄期和标准立方体养护温度下的强度发展较慢,因此在快速轨道施工中并未得到普及。然而,有迹象表明,补充胶凝材料是严重惩罚标准立方体养护制度。绝热条件下的温升测量表明,需要用磨碎的粒状高炉矿渣(GGBS)替代大量水泥,例如70%,才能显著降低峰值温升。尽管矿渣水泥的温升低于硅酸盐水泥,但仍足以提供显著加速反应所需的活化能。为了充分利用ggbs混凝土原位早期强度发展的优势,需要进行成熟度测量。承包商应确认拆除模板时结构中混凝土的实际抗压强度超过要求的强度。成熟度函数,如Freiesleben Hansen和Pedersen (FHP)提出的基于Arrhenius方程的成熟度函数,已被检验其对ggbs混凝土的适用性。活化能,作为FHP方程的输入,已根据ASTM C1074-98确定。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Effect of Temperature on the Rate of Strength Development of Slag Cement
This paper will investigate the early age strength development of concretes containing slag cement (ggbs) at levels of up to 70% of the total binder to give guidance for their use in fast track construction. 28-day target mean strength for all concrete specimens was 70 MPa (10,150 psi). Although supplementary cementitious materials such as slag cement (ggbs) are economical, their use has not gained popularity in fast track construction because of their slower strength development at early ages and at standard cube curing temperatures. There are however indications that supplementary cementitious materials are heavily penalised by the standard cube curing regimes. Measurements of temperature rise under adiabatic conditions have shown that high levels of cement replacement by ground granulated blast furnace slag (GGBS), e.g. 70% are required to obtain a significant reduction in the peak temperature rise. Even though the temperature rise using slag cement is lower than from using portland cement, it is still sufficient to provide the activation energy needed for a significant reaction acceleration. Maturity measurements are needed to take advantage of the enhanced in-situ early age strength development of ggbs concrete. The contractor should confirm that the actual compressive strength of the concrete in the structure at the time of formwork removal exceeds the required strength. Maturity functions like the one proposed by Freiesleben Hansen and Pedersen (FHP), which is based on the Arrhenius equation, have been examined for their applicability to ggbs concrete. Activation energies, required as input for the FHP equation, have been determined according to ASTM C1074-98.
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