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Effective thermal conductivity of foam concretes: Homogenization schemes vs experimental data and FEM simulations

机译:泡沫混凝土的有效导热性:均质方案与实验数据和有限元模拟

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摘要

This paper focuses on the prediction of thermal conductivity of foam concretes. Various analytical forms for their effective thermal conductivity according to their porosity p (air voids volume) have been first derived based on five well-known Mean-Field Homogenization (MFH) schemes. These predictions were found to be very close for low porosities but move away gradually with increasing porosity. Thus, in order to determine the best homogenization scheme predicting the effective thermal conductivity of foam concretes, MFH predictions were confronted with experimental data obtained on nineteen foam concretes and also with numerical results obtained from 3d Finite Element Method (FEM) simulations conducted on an idealized foam concrete. These comparisons have shown that the normalized effective thermal conductivity of foam concrete is closely framed by the power law (1-p)(3/2) given by the Differential scheme and by the hyperbolic law (1-p)/(1+ p/2) given by the Mori-Tanaka scheme. (C) 2016 Elsevier Ltd. All rights reserved.
机译:本文着重于泡沫混凝土导热系数的预测。根据五种众所周知的均场均质化(MFH)方案,首先根据其孔隙率p(空气体积)得出了各种有效热导率的分析形式。发现这些预测对于低孔隙度非常接近,但随着孔隙度的增加而逐渐消失。因此,为了确定预测泡沫混凝土有效导热性的最佳均质方案,MFH预测面临着在十九种泡沫混凝土上获得的实验数据以及在理想化条件下进行的3d有限元方法(FEM)模拟所获得的数值结果的挑战。泡沫混凝土。这些比较表明,泡沫混凝土的归一化有效导热系数与微分方案给出的幂定律(1-p)(3/2)和双曲定律(1-p)/(1+ p)密切相关。 / 2)由森-田中(Mori-Tanaka)计划给出。 (C)2016 Elsevier Ltd.保留所有权利。

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