A mixed finite element formulation for the Eringen’s nonlocal analysis of smart, magneto-electro-elastic, multilayered plates is presented. Finite elements for different refined higher order plate layerwise theories are systematically developed. They ensure interface continuity and allow associating different values of the nonlocal parameter to the laminate layers. Standard 9-node and 16-node isoparametric, quadrilateral finite elements have been implemented and tested, showing the characteristics and limitations of the proposed approach.
Milazzo A., Benedetti I. (2022). Mixed Finite Elements for multilayered smart plates nonlocal analysis. In Proceedings of the 10th Design, Modelling and Experiments of Advanced Structures and Systems Conference - DEMEASS2020.
Mixed Finite Elements for multilayered smart plates nonlocal analysis
Milazzo A.;Benedetti I.
2022-01-01
Abstract
A mixed finite element formulation for the Eringen’s nonlocal analysis of smart, magneto-electro-elastic, multilayered plates is presented. Finite elements for different refined higher order plate layerwise theories are systematically developed. They ensure interface continuity and allow associating different values of the nonlocal parameter to the laminate layers. Standard 9-node and 16-node isoparametric, quadrilateral finite elements have been implemented and tested, showing the characteristics and limitations of the proposed approach.
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