Author(s)

Ahmed Lkouen¹, Mohamed Lamrani², Ahmed Meskini¹, Abdelhamid Khabbazi³

¹LM2I, ENSEM, Hassan II University, Casablanca, Morocco.
²LGCEM, EST Sale, Mohamed V University, Rabat, Morocco.
³EMDD_CERNE2D, EST Sale, Mohammed V University, Rabat, Morocco.

A large part of the energy savings in the building sector comes from the choice of materials used and their structures. We are interested, through a numerical study, in establishing the link between the thermal performance of composite materials and their microstructures. The work begins with the generation of a two-phase 3D composite structure, the application of the Random Sequential Addition (RSA) algorithm, and then the finite element method (FE) is used to evaluate, in steady-state, the effective thermal conductivity of these composites. The result of the effective thermal conductivity of composite building material based on clay and olive waste at a volume fraction of 10% obtained by simulation is 0.573 W·m⁻¹·K⁻¹, this result differs by 3.6% from the value measured experimentally using modern metrology methods. The calculated value is also compared to those of existing analytical models in the literature. It can be noticed also that the effective thermal conductivity is not only related to the volume fraction of the inclusions but also to other parameters such as the shape of the inclusions and their distribution. The small difference between the numerical and experimental thermal conductivity results shows the performance of the code used and its validation for random heterogeneous materials. The homogenization technique remains a reliable way of evaluating the effective thermal properties of clay-based building materials and exploring new composite material designs.

Effective Thermal Conductivity, Finite Element Calculation, Homogenization, RSA, Composite

Lkouen, A. , Lamrani, M. , Meskini, A. and Khabbazi, A. (2022) Thermal Behavior of Clay-Based Building Materials: A Numerical Study Using Microstructural Modeling. Journal of Power and Energy Engineering, 10, 63-73. doi: 10.4236/jpee.2022.104005.