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Preparation of Rapid‑Hardening, Early‑Strengthening, High‑Density Composite Cement Based on Dinger–Funk Equation

机译:基于Dinger-Funk方程的快速硬化,早期增强,高密度复合水泥的制备

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This paper develops a new numerical analysis method to achieve rapid-hardening, early-strengthening, high-performancecement-based composite material preparation based on the Dinger–Funk equation of the closest-packing model with MATLABand the Lagrange multiplier method, as several other methods, including theoretical calculations, have many constraintswhen obtaining a solution and direct determination methods that waste much time in evaluating the compactness of cementgel material based on the principle of closest-packing theory. To verify these theoretical results, orthogonal tests are used.The calculated results show that the resulting gradation curve is in good agreement with the theoretical curve from theDinger–Funk equation for the densest packing state (R2 = 97.36%). Experimental results for the dosages of steel slag andfly ash need to be very close to those suggested by the theoretical calculations; however, proper adjustment of the content ofsilica fume is still necessary. Adjusted neat paste has the highest compressive strength of all tested materials. The researchhas concluded that the method is suitable and scientific for designing high-performance, cement-based materials.
机译:本文基于MATLAB最紧密填充模型的Dinger-Funk方程和Lagrange乘数法,开发了一种新的数值分析方法,以实现快速硬化,早期强化,高性能水泥基复合材料的制备,以及其他几种方法包括理论计算在内的解决方案在获得解决方案和直接确定方法时受到许多限制,这些方法基于最接近堆积理论原理在评估水泥凝胶材料的致密性时会浪费大量时间。为了验证这些理论结果,使用了正交试验。计算结果表明,所产生的灰度曲线与Dinger-Funk方程中最密堆积状态的理论曲线非常吻合(R2 = 97.36%)。钢渣和粉煤灰用量的实验结果必须与理论计算所建议的非常接近。但是,仍然需要适当调整硅粉的含量。调整后的纯浆具有所有测试材料中最高的抗压强度。研究得出结论,该方法适用于设计高性能水泥基材料。

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