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Domenico Magisano

University of Calabria

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Featured researches published by Domenico Magisano.

VII European Congress on Computational Methods in Applied Sciences and Engineering | 2016

MIXED SOLID MODELS IN NUMERICAL ANALYSIS OF SLENDER STRUCTURES

Domenico Magisano; Leonardo Leonetti; Giovanni Garcea

The reasons of the better performances of mixed, stress–displacements, 3D solid finite elements in the analysis of slender elastic structures are explained. It will be shown that mixed or compatible description, also when derived from the same finite element and then completely equivalent from the discretization point of view, behave very differently when implemented in both asymptotic and path–following solution strategies due to the occurrence of a pathological locking phenomenon in the compatible formulation. The notable advantages of the used of a 3D mixed solid finite element in Koiter asymptotic analysis are also highlighted.

International Journal for Numerical Methods in Engineering | 2017

Advantages of the mixed format in geometrically nonlinear analysis of beams and shells using solid finite elements

Domenico Magisano; L. Leonetti; Giovanni Garcea

Thin-walled Structures | 2016

Deformation modes of thin-walled members: A comparison between the method of Generalized Eigenvectors and Generalized Beam Theory

Giovanni Garcea; Rodrigo Gonçalves; Antonio Bilotta; David Manta; Rui Bebiano; Leonardo Leonetti; Domenico Magisano; Dinar Camotim

Computer Methods in Applied Mechanics and Engineering | 2017

How to improve efficiency and robustness of the Newton method in geometrically non-linear structural problem discretized via displacement-based finite elements

Domenico Magisano; Leonardo Leonetti; Giovanni Garcea

Composite Structures | 2016

Koiter asymptotic analysis of multilayered composite structures using mixed solid-shell finite elements

Domenico Magisano; Leonardo Leonetti; Giovanni Garcea

International Journal of Solids and Structures | 2017

Deformation modes for the post-critical analysis of thin-walled compressed members by a Koiter semi-analytic approach

Giovanni Garcea; Leonardo Leonetti; Domenico Magisano; Rodrigo Gonçalves; Dinar Camotim

International Journal for Numerical Methods in Engineering | 2017

Accurate and efficient a-posteriori account of geometrical imperfections in Koiter finite element analysis: Accurate and efficient account of geometrical imperfections in Koiter analysis

Giovanni Garcea; Francesco Liguori; Leonardo Leonetti; Domenico Magisano

Computer Methods in Applied Mechanics and Engineering | 2018

An efficient isogeometric solid-shell formulation for geometrically nonlinear analysis of elastic shells

Leonardo Leonetti; Francesco Liguori; Domenico Magisano; Giovanni Garcea

International Journal for Numerical Methods in Engineering | 2018

An efficient mixed variational reduced order model formulation for non-linear analyses of elastic shells

Domenico Magisano; K. Liang; Giovanni Garcea; Leonardo Leonetti; Martin Ruess

Computer Methods in Applied Mechanics and Engineering | 2018

An isogeometric formulation of the Koiter’s theory for buckling and initial post-buckling analysis of composite shells

Leonardo Leonetti; Domenico Magisano; Francesco Liguori; Giovanni Garcea

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Giovanni Garcea

University of Calabria

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Leonardo Leonetti

University of Calabar

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Dinar Camotim

Instituto Superior Técnico

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Rodrigo Gonçalves

Universidade Nova de Lisboa

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Antonio Bilotta

University of Naples Federico II

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Antonio Madeo

University of Calabria

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L. Leonetti

University of Calabria

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Rui Bebiano

Instituto Superior Técnico

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K. Liang

Northwestern Polytechnical University

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Martin Ruess

University of Glasgow

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