It is well known that the strongly location-dependent microstructures observed in metal parts
made using additive manufacturing (AM) processes differ from those found in components …

We address the calculation of the effective properties of non-aging linear viscoelastic
composite materials. This is done by solving the microscale periodic local problems …

We present an isogeometric homogenization theory (IGH) for efficiently identifying
homogenized and local creep and relaxation response of linearly viscoelastic polymer …

In this contribution, the three-dimensional (3D) finite-volume direct averaging
micromechanics (FVDAM) is reconstructed by incorporating parametric mapping capability …

We study the homogenized properties of linear viscoelastic composite materials in three
dimensions. The composites are assumed to be constituted by a non-aging, isotropic …

The recently developed elasticity-based locally exact asymptotic homogenization theory is
extended to accommodate non-ageing linearly viscoelastic composites under anti-plane …

In this contribution, the ratcheting behavior and local field distribution of unidirectional metal
matrix composites are investigated under cyclic loading. To that end, we extended the finite …

The previously developed finite volume based asymptotic homogenization theory designed
for unidirectional composites with finite-sized microstructures is further extended to non …

The theory of finite-volume direct averaging micromechanics (FVDAM) has recently been
used to analyze composite materials to obtain their effective properties. This technique has …

This paper proposes a three-dimensional micromechanical model for evaluation of effective
thermal conductivity of multiphase composite materials with periodic microstructure. The …