This study develops a novel multiscale analysis method to predict thermo‐mechanical
performance of periodic porous materials with interior surface radiation. In these materials …

This paper reports a multiscale asymptotic analysis and computation for predicting heat
transfer performance of periodic porous materials with radiation boundary condition. In these …

This work establishes a novel three-scale homogenization algorithm to predict heat transfer
performance of porous materials with multiple periodic configurations. The heterogeneities …

A novel multiscale asymptotic method used to simulate thermo-mechanical analysis of
periodic porous materials with microscale heat transfer is systematically studied. In these …

A new second-order two-scale (SOTS) asymptotic analysis method is presented for the heat
conduction problems concerning composite materials with periodic configuration under the …

A novel three-scale asymptotic expansion is proposed in this work to investigate ageing
linear viscoelastic problems of composites with multiple periodic configurations. Here, the …

A novel three-scale asymptotic expansion used to evaluate viscoelastic analysis of
composites with multiple configuration is systematically studied. The heterogeneities of …

This paper develops a statistical second-order two-scale (SSOTS) method for predicting
transient heat transfer performance of statistically inhomogeneous porous materials. In these …

A novel high-order three-scale reduced homogenization (HTRH) approach is introduced for
analyzing the nonlinear heterogeneous materials with multiple periodic microstructure. The …

In this paper, a kind of second-order two-scale (SOTS) computation is developed for
integrated heat transfer problem with conduction, convection and radiation in periodic …