Analytical and numerical identification of the skeleton thermal conductivity of a geopolymer foam using a multi-scale analysis

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• 作者：Joseph Henon ; Fabienne Pennec ; Arnaud Alzina ; Joseph Absi ; David Stanley Smith ; Sylvie Rossignol
• 关键词：Porous geopolymer ; Thermal conductivity ; Finite element method (FEM) ; Multi-scale thermal analytical method ; Homogenization numerical calculation
• 刊名：Computational Materials Science
• 出版年：1 February, 2014
• 年：2014
• 卷：82
• 期：Complete
• 页码：264-273
• 全文大小：1475 K

文摘

This work focuses on the identification of the thermal conductivity of potassium geopolymer foams by experimental and numerical/analytical approaches. The porous foams, synthesized by a direct foaming process, display pore volume fractions ranging between 65% and 85% with thermal conductivities from 0.35 to 0.12 W m^鈭? K^鈭? respectively.

A quantitative characterization of the pore volume fractions has been made by image analysis, taking into account the multi-scale aspect of these foams. Motivated by the character of the microstructure, an inverse multi-scale analytical method was applied to find the value of the thermal conductivity of the skeleton 位_s. In fact, due to the range of pore volume fractions, standard analytical relations describing thermal conductivity were found to be of limited use. In order to take into account the local aspects of the microstructure and to treat the actual pore volume fractions, an inverse numerical approach, based on a finite element calculation coupled with a homogenization method, was used. As a result, the multi-scale analytical approach evaluates the value of 位_s between 0.95 and 1.19 W m^鈭? K^鈭?. Numerical results, taking faithfully into account local parameters of the pore network, give 位_s values within the range 1.09-1.12 W m^鈭? K^鈭?. The numerical values of 位_s are in agreement with values obtained in the literature.