272 citations · 435 across the 12 of their papers we have counts for
12 papers
Microstructure-informed reduced modes synthesized with Wang tiles and the Generalized Finite Element Method
M. Doškář, J. Zeman, P. Krysl +1
A recently introduced representation by a set of Wang tiles -- a generalization of the traditional Periodic Unit Cell based approach -- serves as a reduced geometrical model for ma…
Level-set based design of Wang tiles for modelling complex microstructures
Martin Doškář, Jan Zeman, Daniel Rypl +1
Microstructural geometry plays a critical role in the response of heterogeneous materials. Consequently, methods for generating microstructural samples are increasingly crucial to…
Wang tiling aided statistical determination of the Representative Volume Element size of random heterogeneous materials
Martin Doškář, Jan Zeman, Daniela Jarušková +1
Wang tile based representation of a heterogeneous material facilitates fast synthesis of non-periodic microstructure realizations. In this paper, we apply the tiling approach in nu…
MECH Micromechanics Library
Ladislav Svoboda, Stanislav Šulc, Tomáš Janda +2
The paper presents the project of an open source C/C++ library of analytical solutions to micromechanical fields within media with ellipsoidal heterogeneities. The solutions are ba…
Aperiodic compression and reconstruction of real world material systems based on Wang tiles
Martin Doškář, Jan Novák, Jan Zeman
The paper presents a concept/technique to compress and synthesize complex material morphologies that is based on Wang tilings. Specifically, a microstructure is stored in a set of…
Compressing Random Microstructures via Stochastic Wang Tilings
Jan Novák, Anna Kučerová, Jan Zeman
This paper presents a stochastic Wang tiling based technique to compress or reconstruct disordered microstructures on the basis of given spatial statistics. Unlike the existing app…