Wang tiles-based description of a microstructural geometry of random heterogeneous materials facilitates fast reconstruction of material samples. As a step towards a stat [...]

In this contribution, we present the concept of replacing periodic unit cell (PUC) with a set of specifically designed cells and their utilization for modeling of materia [...]

This paper presents the major features of the µMECH micromechanical library, which gives the analytical solutions to micromechanical fields within media comprising ellip [...]

The present contribution reports on preliminary results of enhancing the approximation space of the Finite Element Method by means of pre-generated displacement fluctuati [...]

In this contribution we present our new approach to obtain or better estimate mechanical fields (strain, stress and displacement) inside isotropic infinite body with elli [...]

An approach to modelling of heterogeneous materials by means of Wang tilings is outlined in the paper. The presented tiling concept can be understood as an extension to t [...]

The first scale (meso-structural) serves to determine the effective properties of masonry and nonlinear loading paths (macroscopic stress vs. macroscopic strain). To that [...]

This contribution addresses the method of Wang tilings used to reproduce fluctuating stresses, strains and displacements in materials with random microstructure subject [...]

The results obtained from laboratory experiments carried out on various macroscopic blocks of masonry specimens as well as on meso-scopic samples of both phases (brick an [...]

The aim of the paper is the application of the finite element method in modelling of the problems of piezoelectric and ferroelectric structures. Model is applied in model [...]