首页> 外文期刊>Journal of materials in civil engineering >Closure to 'Tensile Creep Behavior of Concrete Subject to Constant Restraint at Very Early Ages' by Ya Wei and Will Hansen
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Closure to 'Tensile Creep Behavior of Concrete Subject to Constant Restraint at Very Early Ages' by Ya Wei and Will Hansen

机译:Ya Wei和Will Hansen对“受早期约束的混凝土的拉伸蠕变行为”的封闭

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摘要

The authors would like to thank the discussers for their interesting suggestions. The points they raised are important and allow the authors to clarify some of the ideas in the original paper. The discussers recommended obtaining q_1 to q_3 values through curve fitting based on the experimental results instead of determining q_1 to q_3 according to Bazant's equations (Bazant and Baweja 2000), which were adopted in the original paper for q_1 to q_4 calculations. The discussers also provided their q_1 to q_4 values obtained through curve fitting to their experimental measurements. However, the authors need to clarify that (1) the Bazant's methods of determining q_1 to q_4 are based on the composition and strength of concretes as well, and the equations were developed based on data mining of many creep tests conducted around the world, therefore they are considered representative and solid to be used in calculating q_1 to q_4 for creep prediction; and (2) obtaining q_1 to q_4 by curve fitting to the experimental results might result in getting nonunique values of q_1 to q_4. The original paper intended to provide a general methodology for modeling early-age tensile creep under the restrained condition based on an existing solid model (B3 model) instead of just giving specific values obtained simply through curve fitting to the experimental measurements. Moreover, from the authors' restrained test, the tensile creep prediction using B3 model deviates from the measurements at later ages, which are closely related to q_4 instead of q_1, q_2, and q_3, therefore, modifying q_4 is the most efficient and reasonable way.
机译:作者要感谢讨论者的有趣建议。他们提出的观点很重要,可以使作者澄清原始论文中的一些想法。讨论者建议根据实验结果通过曲线拟合获得q_1至q_3的值,而不是根据Bazant方程(Bazant和Baweja 2000)确定q_1至q_3的值,该方程在原始论文中用于q_1至q_4的计算。讨论者还提供了通过曲线拟合获得的q_1到q_4值到他们的实验测量值。但是,作者需要澄清的是:(1)Bazant确定q_1至q_4的方法也是基于混凝土的成分和强度,并且该方程是基于对世界各地进行的许多蠕变试验的数据挖掘而开发的,因此它们被认为是代表性的和可靠的,可用于计算q_1至q_4进行蠕变预测; (2)通过对实验结果进行曲线拟合获得q_1至q_4,可能会导致获得q_1至q_4的非唯一值。原始论文旨在提供一种基于现有实体模型(B3模型)在约束条件下对早期拉伸蠕变进行建模的通用方法,而不是仅仅给出通过对实验测量进行曲线拟合而获得的特定值。此外,从作者的约束测试来看,使用B3模型进行的拉伸蠕变预测与后来的测量值有所偏离,后者与q_4而不是q_1,q_2和q_3密切相关,因此,修改q_4是最有效和合理的方法。

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  • 来源
    《Journal of materials in civil engineering》 |2014年第10期|07014004.1-07014004.3|共3页
  • 作者

    Ya Wei; Will Hansen;

  • 作者单位

    Key Laboratory of Civil Engineering Safety and Durability of China Education Ministry, Dept. of Civil Engineering, Tsinghua Univ., Beijing 100084, China;

    Dept. of Civil and Environmental Engineering, Univ. of Michigan, 2340 G. G. Brown, Ann Arbor, MI 48109;

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