冻融循环下玄武岩纤维泡沫混凝土孔结构及导热性能

Pore structure and thermal conductivity of basalt fiber reinforced foam concrete under freeze-thaw cycles

  • 摘要: 为研究冻融循环作用下的玄武岩纤维泡沫混凝土(BFRFC)的孔结构及热传导特性。选取四种不同纤维掺量的BFRFC试样,采用X-CT技术和Avizo软件进行三维重构,分析其孔隙结构和纤维分布特征。通过热力学性能测试和COMSOL数值仿真,研究不同冻融循环次数下BFRFC的导热性能变化规律,并基于多孔介质Bruggeman模型以及纤维的串并联导热机理,提出BFRFC的理论导热模型。结果表明,BFRFC的孔径尺寸和形状因子近似对数正态分布,纤维极角和方位角分别在15°~90°和0°~360°范围内均匀分布;BFRFC导热系数处于0.2~0.4W/(m·K)之间,受孔隙率和冻融循环次数的影响,纤维掺量的影响较小;通过建立BFRFC的数值仿真模型,采用COMSOL模拟导热性能,与实验结果基本一致;基于多相介质Bruggeman模型,结合纤维的串并联模型建立的理论导热模型可以有效地预测不同纤维掺量和孔隙率下BFRFC的导热系数,为寒区工程中BFRFC的应用提供了理论依据。

     

    Abstract: To study the pore structure and thermal conductivity characteristics of basalt fiber reinforced foam concrete (BFRFC) under freeze-thaw cycles, four BFRFC samples with different fiber contents were selected. X-CT technology and Avizo software were employed for three-dimensional reconstruction to analyze the pore structure and fiber distribution characteristics. Thermodynamic performance tests and COMSOL numerical simulations were conducted to investigate the changes in thermal conductivity of BFRFC under different freeze-thaw cycles. Based on the Bruggeman model for porous media and the parallel and series conduction mechanisms of fibers, a theoretical thermal conductivity model for BFRFC was proposed. The results show that the pore size and shape factor of BFRFC approximately follow a log-normal distribution, with fiber polar and azimuthal angles uniformly distributed in the ranges of 15° to 90° and 0° to 360°, respectively. BFRFC's thermal conductivity ranges from 0.2 to 0.4 W/(m·K), primarily influenced by porosity and freeze-thaw cycles, with fiber content having a smaller impact. By establishing a numerical simulation model of BFRFC and using COMSOL to simulate thermal conductivity, the results were found to be consistent with experimental data. The theoretical thermal conductivity model, based on the Bruggeman model and the parallel-series fiber model, effectively predicts the thermal conductivity of BFRFC under different fiber contents and porosity conditions, providing a theoretical basis for the application of BFRFC in cold region engineering.

     

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