Mechanical properties are investigated for a class of microstructured materials with promising applications. Specifically, we consider a composite material with orthogonal …
We formulate a discrete Lagrangian model for a set of interacting grains, which is purely elastic. The considered degrees of freedom for each grain include placement of barycenter …
Recently the exotic properties of pantographic metamaterials have been investigated, and various mathematical models (both discrete and continuous) have been introduced …
Gabrio Piola works had an enormous impact on the development of applied mathematics and continuum mechanics. An excellent scientific committee who took it upon themselves to …
E Turco - New achievements in continuum mechanics and …, 2019 - Springer
In this paper we describe a three-scales homogenization process which we use to determine a macroscopic model for pantographic metamaterials. The smallest scale refers to …
A computationally efficient numerical strategy called as variational differential quadrature- finite element method (VDQFEM) is developed herein for the nonlinear analysis of …
Experiments are integral to the development of physical theories. They serve the critical role of verifying and validating the principles and assumptions that form the basis of theoretical …
In this second volume, we translate another group of works among those published by Gabrio Piola. Our aim is approaching: Probably, we are at one half of the task which we …