用响应面法优化自密实混凝土

Q4 Earth and Planetary Sciences
Stephen John C. Clemente, Bernardo A. Lejano, Jaysoon D. Macmac, Jason Maximino C. Ongpeng
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引用次数: 0

摘要

为了更容易、更准确地设计自密实混凝土的配合比,有必要开发预测模型。由于这类混凝土的试验要求很困难,因此预测模型很有用,可用于推导最佳设计配合比。使用中心复合材料设计,产生了不同水泥、水和高效减水剂含量的不同混合物。对于所有考虑的因变量,如流动性、通过能力、抗离析性、第28天抗压强度和抗弯强度,均选择了全二次模型。水是影响所有流变性能和抗压强度的唯一重要因素。具有高高效减水剂和高含水量的混合物显示出高偏析和泌水,但产生高抗压强度。开发了表面响应和交互剖面,以帮助模型用户修改其设计组合。采用响应面法(RSM)推导出最优解。得出的最佳设计配合比如下,水泥为483.72kg,水为250kg,高效减水剂为1%。SCC的最佳设计配比为0.812。通过坍落度流量609.22mm(>550mm通过)、通过l-box 0.915(>0.80通过)、-0.962%(可假设为零)(<15%通过)、抗压强度41.79Mpa和抗弯强度10.33Mpa的最佳设计屈服。最佳设计通过了所有流变要求,并具有可接受的抗压和抗弯强度。尽管混合物的含水量很高,但这是由于流变学的要求。超塑化剂含量低是限制偏析和泌水的理想选择。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
OPTIMIZATION OF SELF-COMPACTING CONCRETE USING RESPONSE SURFACE METHODOLOGY
The development of predicting models is necessary for an easier and more accurate design mix of self-compacting concrete. Due to the difficulty of test requirements for this type of concrete, a predicting model is useful and can be used to derive the optimum design mix. Different mixtures with varying cement, water, and superplasticizer content were created using a central composite design. A full quadratic model was chosen for all dependent variables considered such as flowability, passing ability, resistance to segregation, 28th-day compressive strength, and flexural strength. Water is the only significant factor that affects all of the rheological properties and compressive strength. Mixtures with high superplasticizer and water content show high segregation and bleeding but yield high compressive strength. Surface response and interaction profiles are developed to help the user of the models in modifying their design mix. Response surface methodology (RSM) was used to derive the optimum. The derived optimum design mix is as follows, cement is 483.72kg, 250kg for the water, and 1% for the superplasticizer The optimum design mix of SCC has a desirability of 0.812. The optimum design yield passing slump flow of 609.22mm (>550mm passing), passing l-box of 0.915 (>0.80 passing), -0.962% which can be assumed as equal to zero (<15% passing), 41.79Mpa for compressive strength and 10.33Mpa for flexural strength. The optimum design passes all rheological requirements and has acceptable compressive and flexural strengths. Although the mixture has high water content, this is due to the requirement of rheology. Low superplasticizer content is ideal for limiting segregation and bleeding.
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来源期刊
ASEAN Engineering Journal
ASEAN Engineering Journal Engineering-Engineering (all)
CiteScore
0.60
自引率
0.00%
发文量
75
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