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Nondestructive evaluation of concrete strength: An historical review and a new perspective by combining NDT methods

机译:混凝土强度的无损评估:结合无损检测方法的历史回顾和新观点

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This paper analyzes why and how nondestructive testing (NDT) measurements can be used in order to assess on site strength of concrete. It is based on (a) an in-depth critical review of existing models, (b) an analysis of experimental data gathered by many authors in laboratory studies as well as on site, (c) the development and analysis of synthetic simulations designed in order to reproduce the main patterns exhibited with real data while better controlling influencing parameters. The key factors influencing the quality of strength estimate are identified. Two NDT techniques (UPV and rebound) are prioritized and many empirical strength-NDT models are analyzed. It is shown that the measurement error has a much larger influence on the quality of estimate than the model error. The key issue of calibration is addressed and a proposal is made in the case of the SonReb combined approach. It is based on the use of a prior double power law model, with only one parameter to identify. The analysis of real datasets from laboratory studies and from real size buildings show that one can reach a root mean square error (RMSE) on strength of about 4 MPa. Synthetic simulations are developed in order to better understand the role played by the strength range and the measurement error. They show that the number of calibration cores can be significantly reduced without deteriorating the quality of assessment. It is also shown that the optimal calibration approach depends on the number of cores.
机译:本文分析了为什么以及如何使用无损检测(NDT)测量来评估混凝土的现场强度。它基于(a)对现有模型的深入批判性审查;(b)对许多作者在实验室研究以及现场收集的实验数据进行分析的基础;(c)在实验室中设计和开发的综合模拟的分析为了重现真实数据显示的主要模式,同时更好地控制影响参数。确定影响强度评估质量的关键因素。优先考虑两种无损检测技术(UPV和反弹),并分析了许多经验强度无损检测模型。结果表明,与模型误差相比,测量误差对估计质量的影响更大。解决了校准的关键问题,并针对SonReb组合方法提出了建议。它基于先前的双幂定律模型的使用,只有一个参数可以识别。对来自实验室研究和实际建筑的真实数据集的分析表明,可以在强度约为4 MPa时达到均方根误差(RMSE)。为了更好地理解强度范围和测量误差所起的作用,开发了综合模拟。他们表明,可以在不降低评估质量的情况下显着减少校准核心的数量。还显示出最佳的校准方法取决于芯数。

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