Original paper
A novel scheme for imposing periodic boundary conditions on RVE in second-order computational homogenization for granular material
Abstract
Purpose This paper aims to present a novel scheme for imposing periodic boundary conditions with downscaled macroscopic strain measures of gradient Cosserat continuum on the representative volume element (RVE) of discrete particle assembly in the frame of the second-order computational homogenization methods for granular materials. Design/methodology/approach The proposed scheme is based on the generalized Hill’s lemma of gradient Cosserat...
Paper Details
Title
A novel scheme for imposing periodic boundary conditions on RVE in second-order computational homogenization for granular material
Published Date
Oct 7, 2019
Journal
Volume
36
Issue
8
Pages
2835 - 2858
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Notes
History