VISCOTI, MATTEO
VISCOTI, MATTEO
DIPARTIMENTO DI INGEGNERIA DELL'INNOVAZIONE
1D Hierarchical Ritz- and 2D GDQ-Based Approaches for the Mechanical Modeling of Thin-Walled Composite Structures
2020-01-01 Fazzolari, Fiorenzo A.; Viscoti, Matteo; Dimitri, Rossana; Tornabene, Francesco
1D-Hierarchical Ritz and 2D-GDQ Formulations for the free vibration analysis of circular/elliptical cylindrical shells and beam structures
2021-01-01 Fazzolari, F. A.; Viscoti, M.; Dimitri, R.; Tornabene, F.
Dynamic analysis of anisotropic doubly-curved shells with general boundary conditions, variable thickness and arbitrary shape
2023-01-01 Tornabene, F; Viscoti, M; Dimitri, R; Rosati, L
Dynamic Analysis of Doubly-Curved Shells Made of Advanced Materials with Higher Order Theories and Generalized Differential Quadrature
2024-01-01 Tornabene, Francesco; Viscoti, Matteo; Dimitri, Rossana
Effect of Porosity on the Modal Response of Doubly-Curved Laminated Shell Structures Made of Functionally Graded Materials Employing Higher Order Theories
2024-01-01 Tornabene, Francesco; Viscoti, Matteo; Dimitri, Rossana
Effect of Thermal and Electric Coupling on the Multifield Response of Laminated Shell Structures Employing Higher-Order Theories
2025-01-01 Tornabene, Francesco; Viscoti, Matteo; Dimitri, Rossana
Equivalent Layer-Wise Theory for the Hygro-Thermo-Magneto-Electro-Elastic Analysis of Laminated Curved Shells
2024-01-01 Tornabene, Francesco; Viscoti, Matteo; Dimitri, Rossana
Equivalent single layer higher order theory based on a weak formulation for the dynamic analysis of anisotropic doubly-curved shells with arbitrary geometry and variable thickness
2022-01-01 Tornabene, Francesco; Viscoti, Matteo; Dimitri, Rossana
Free Vibration Analysis of Laminated Anisotropic Doubly-Curved Shell Structures Reinforced with Three-Phase Polymer/CNT/Fiber Material
2024-01-01 Tornabene, Francesco; Viscoti, Matteo; Dimitri, Rossana
Free Vibration Analysis of Laminated Doubly-Curved Shells with Arbitrary Material Orientation Distribution Employing Higher Order Theories and Differential Quadrature Method
2023-01-01 Tornabene, F; Viscoti, M; Dimitri, R
General boundary conditions implementation for the static analysis of anisotropic doubly-curved shells resting on a winkler foundation
2023-01-01 Tornabene, Francesco; Viscoti, Matteo; Dimitri, Rossana
Generalized higher order layerwise theory for the dynamic study of anisotropic doubly -curved shells with a mapped geometry
2022-01-01 Tornabene, Francesco; Viscoti, Matteo; Dimitri, Rossana
Higher order formulations for doubly-curved shell structures with a honeycomb core
2021-01-01 Tornabene, F.; Viscoti, M.; Dimitri, R.; Aiello, M. A.
Higher Order Theories for Laminated Doubly-Curved Shells with Arbitrary Loads and General Boundary Conditions
2024-01-01 Tornabene, Francesco; Viscoti, Matteo; Dimitri, Rossana
Higher order theories for the free vibration analysis of laminated anisotropic doubly-curved shells of arbitrary geometry with general boundary conditions
2022-01-01 Tornabene, Francesco; Viscoti, Matteo; Dimitri, Rossana
Higher Order Theories for the Modal Analysis of Anisotropic Doubly-Curved Shells with a Three-Dimensional Variation of the Material Properties
2024-01-01 Tornabene, Francesco; Viscoti, Matteo; Dimitri, Rossana
Higher order theories for the vibration study of doubly-curved anisotropic shells with a variable thickness and isogeometric mapped geometry
2021-01-01 Tornabene, Francesco; Viscoti, Matteo; Dimitri, Rossana; Reddy, Junuthula N.
Higher-order modeling of anisogrid composite lattice structures with complex geometries
2021-01-01 Tornabene, F.; Viscoti, M.; Dimitri, R.; Antonietta Aiello, M.
Higher-Order Multifield Formulations for Shell Structures Made of Advanced Anisotropic Materials
2025-01-01 Tornabene, Francesco; Viscoti, Matteo; Dimitri, Rossana
Higher-order theories for doubly curved laminated lattice and honeycomb structures
2021-01-01 Tornabene, F.; Viscoti, M.; Dimitri, R.