LEVI, FRANCESCA
LEVI, FRANCESCA
Dipartimento di Ingegneria Civile, Architettura, Territorio, Ambiente e di Matematica
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Risultati 1 - 7 di 7 (tempo di esecuzione: 0.009 secondi).
A saddle point formulation for linear viscoelastic analysis by Boundary Integral Equations
2021-01-01 Carini, A.; Levi, F.
Conservative systems showing instability in tension
2024-01-01 Levi, F.; Carini, A.
ON THE EFFECTIVENESS OF CONVOLUTIVE TYPE VARIATIONAL PRINCIPLES IN THE NUMERICAL SOLUTION OF VISCOELASTIC PROBLEMS
2023-01-01 Carini, A.; Levi, F.; Genna, F.
On the stability of elastic structures subjected to follower forces
2024-01-01 Levi, F.; Carini, A.
Time domain analytical bounds to the homogenized viscous kernels of linear viscoelastic composites
2023-01-01 Carini, A.; Genna, F.; Levi, F.
Variational principles for evolution problems
2023-03-05 Levi, Francesca
Variational principles for the linear viscoelastic problem
2022-01-01 Levi, Francesca
| Titolo | Data di pubblicazione | Autore(i) | File |
|---|---|---|---|
| A saddle point formulation for linear viscoelastic analysis by Boundary Integral Equations | 1-gen-2021 | Carini, A.; Levi, F. | |
| Conservative systems showing instability in tension | 1-gen-2024 | Levi, F.; Carini, A. | |
| ON THE EFFECTIVENESS OF CONVOLUTIVE TYPE VARIATIONAL PRINCIPLES IN THE NUMERICAL SOLUTION OF VISCOELASTIC PROBLEMS | 1-gen-2023 | Carini, A.; Levi, F.; Genna, F. | |
| On the stability of elastic structures subjected to follower forces | 1-gen-2024 | Levi, F.; Carini, A. | |
| Time domain analytical bounds to the homogenized viscous kernels of linear viscoelastic composites | 1-gen-2023 | Carini, A.; Genna, F.; Levi, F. | |
| Variational principles for evolution problems | 5-mar-2023 | Levi, Francesca | |
| Variational principles for the linear viscoelastic problem | 1-gen-2022 | Levi, Francesca |