This manuscript presents a new nonlocal homogenization model (NHM) for wave dispersion
and attenuation in elastic and viscoelastic periodic layered media. Homogenization with …

This manuscript proposes a multiscale nonlocal homogenization and a nonlocal effective
medium model for in-plane wave propagation in periodic composites accounting for …

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Wave propagation in complex periodic systems is often addressed with the Bloch theorem,
and consists in applying periodic boundary conditions to a discretized unit cell. While this …

A computational certification framework under limited experimental data is developed. By
this approach, a high‐fidelity model (HFM) is first calibrated to limited experimental data …

This work proposes a multiscale analysis of nanocomposites made of hexagonal
assemblies. The present nanomaterial is made of irregular concave hexagonal shaped …

A two-scale computational continua (C 2) model is proposed for the multiscale analysis of
honeycomb sandwich plates. In this model, the macroscopic problem is simulated by the …

Three-scale computational continua (C 2) method and multilevel-multisite (M 2) mesh
refinement method are developed for the multiscale analysis of woven composite laminates …

The one-dimensional elastic wave equations are considered. We solve these equations
using finite volume numerical methods, namely, the Lax− Friedrichs and the LeVeque finite …

In this manuscript, a spectral multiscale model is developed for transient elastic wave
propagation in periodic composites. The basis of the multiscale approach is the variational …