We discuss three different ways of defining the strain measures in the non-linear micropolar
continuum:(a) by a direct geometric approach,(b) considering the strain measures as the …

This article is concerned with some essential aspects of representative ideas and viewpoints
as well as developments in formulations of rate-independent elastoplasticity beyond the …

A finite strain measure and a Hookean type finite hyperelastic model based on it were
introduced by H. Hencky (1928, 1929) about seventy‐five years ago. About tweenty‐five …

This paper wants to draw attention to several issues in electrodynamic field theory and to
make way for a rational continuum approach to the subject. The starting point are the …

The standard Folgar-Tucker (FT) orientation equation is a useful method for theoretically
determining isotropic fiber orientation in concentrated suspensions. However, when …

We investigate a geometrically exact generalized continua of micromorphic type in the
sense of Eringen for the phenomenological description of metallic foams. The two-field …

Before beginning the material on dimensional analysis, it is worth considering a simple
example that demonstrates what we are doing. One that qualifies as simple is the situation of …

There is a large variety of concepts used to generalize the classical Prandtl–Reuss relations
of infinitesimal elasto-plasticity to finite strains. In this work, some basic approaches are …

The improved anisotropic rotary diffusion (iARD) model was previously regarded as a
suitable description of anisotropic orientation states for long fibers in concentrated …

We investigate geometrically exact generalized continua of micromorphic type in the sense
of Eringen. The two-field problem for the macrodeformation φ and the affine …