Hard magnetorheological elastomers (h-MREs) are essentially two phase composites
comprising permanently magnetizable metallic inclusions suspended in a soft elastomeric …

We present a general virtual element method (VEM) framework for finite elasticity, which
emphasizes two issues: element-level volume change (volume average of the determinant …

The complex magneto-mechanical coupling that governs the material response of
magnetorheological elastomers (MREs) requires computational tools to assist the design …

Experimental and theoretical results of late have pointed to elastomers filled with various
types of liquid inclusions as a promising new class of materials with unprecedented …

A numerical and analytical study is made of the macroscopic or homogenized mechanical
response of a random isotropic suspension of liquid n-spherical inclusions (n= 2, 3), each …

Most current magnetorheological elastomers (MREs) are broadly categorized into hard (h-
MREs) and soft (s-MREs) depending on the magnetic properties of the underlying particles …

This work provides a family of explicit phenomenological models both in the F− H and F− B
variable space. These models are derived directly from an analytical implicit …

Nonlinear elastic materials are of great engineering interest, but challenging to model with
standard finite elements. The challenges arise because nonlinear elastic materials are …

Many experiments have apparently shown that hard nanoparticle-reinforced elastomer
matrix composites have not only an improved loading bearing capacity but also a good …

In Generalized Barycentric Coordinates in Computer Graphics and Computational
Mechanics, eminent computer graphics and computational mechanics researchers provide …