AMENDOLA, ADA

AMENDOLA, ADA  

Dipartimento di Ingegneria Civile/DICIV  

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Risultati 1 - 20 di 106 (tempo di esecuzione: 0.027 secondi).
Titolo Data di pubblicazione Autore(i) File
2D lattice structures - A parametric analysis 1-gen-2017 Orefice, A.; Amendola, A.; Penna, R.; Mancusi, G.; Feo, L.
3D TENSEGRITY BRACES WITH SUPERELASTIC RESPONSE FOR SEISMIC CONTROL 1-gen-2022 Santos, F. A.; Caroco, C.; Amendola, A.; Miniaci, M.; Fraternali, F.
A biomimetic sliding–stretching approach to seismic isolation 1-gen-2021 Fraternali, F.; Singh, N.; Amendola, A.; Benzoni, G.; Milton, G. W.
A constitutive model for transversely isotropic dispersive materials 1-gen-2024 Amendola, A.; De Castro Motta, J.; Saccomandi, G.; Vergori, L.
A discrete-to-continuum approach to frequency bangaps in 1D biatomic metamaterials 1-gen-2020 Placidi, L.; Amendola, A.; Miniaci, M.; Fraternali, F.
A finite element analysis of the stability of composite beams with arbitrary curvature 1-gen-2018 Mascolo, I.; Modano, M.; Amendola, A.; Fraternali, F.
A mesoscale tensegrity model of spider dragline silk fiber 1-gen-2021 Amendola, A.; Sigh, N.; Rodenburg, C.; Holland, C.; Fraternali, F.
A SCALABLE APPROACH TO THE DESIGN OF A 3D-PRINTABLE SLIDING-STRETCHING SEISMIC ISOLATOR 1-gen-2021 Fraternali, F.; Singh, N.; Amendola, A.; Benzoni, G.; Milton, G. W.
A simple remark about the Love hypothesis in rod dynamics 1-gen-2021 Amendola, Ada; Saccomandi, Giuseppe
Accordion-like metamaterials with tunable ultra-wide low-frequency band gaps 1-gen-2018 Krushynska, A. O.; Amendola, A.; Bosia, F.; Daraio, C.; Pugno, N. M.; Fraternali, F.
Accurate numerical methods for studying the nonlinear wave-dynamics of tensegrity 1-gen-2017 Fabbrocino, F.; Carpentieri, G.; Amendola, A.; Penna, R.; Fraternali, F.
Acoustic band gaps in tensegrity metamaterials 1-gen-2014 Fraternali, Fernando; Nicholas, Boechler; Carpentieri, Gerardo; Amendola, Ada; Vitali F., Nesterenko
An analytic study on the properties of solitary waves traveling on tensegrity-like lattices 1-gen-2023 Amendola, A.
Asymptotic behavior in Form II Mindlin’s strain gradient theory for porous thermoelastic diffusion materials 1-gen-2020 Aouadi, M.; Amendola, A.; Tibullo, V.
Bending dominated response of layered mechanical metamaterials alternating pentamode lattices and confinement plates. 1-gen-2016 Amendola, Ada; Carpentieri, Gerardo; Feo, Luciano; Fraternali, Fernando
CAD-CAM assisted design and preparation of biocompatible materials with variable microstructure 1-gen-2018 Singh, R.; Singh, R.; Dureja, J. S.; Mascolo, I.; Amendola, A.; Farina, I.; Fraternali, F.
Computational modeling of the seismic response of tensegrity dissipative devices incorporating shape memory alloys 1-gen-2021 Singh, N.; Amendola, A.; Santos, F.; Benzoni, G.; Fraternali, F.
Computational prediction of the stability of tensegrity structures 1-gen-2019 Bieniek, Z.; Mascolo, I.; Amendola, A.; Micheletti, A.; Luciano, R.; Fraternali, F.
Continuum limits of bistable spring models of carbon nanotube arrays accounting for material damage 1-gen-2012 T., Blesgen; Fraternali, Fernando; J. R., Raney; Amendola, Ada; C., Daraio
Damped waves under nonlocal Euler-Bernoulli and extended Green-Naghdi II theories in radiating thermoelastic nanobeams 1-gen-2023 Amendola, A.; Zampoli, V.; Luciano, R.