SCABBIA, FRANCESCO
SCABBIA, FRANCESCO
Dipartimento di Ingegneria Industriale - DII
A general ordinary state-based peridynamic formulation for anisotropic materials
2024 Scabbia, F.; Zaccariotto, M.; Galvanetto, U.
A new method based on Taylor expansion and nearest-node strategy to impose Dirichlet and Neumann boundary conditions in ordinary state-based Peridynamics
2022 Scabbia, F.; Zaccariotto, M.; Galvanetto, U.
A New Surface Node Method to Accurately Model the Mechanical Behavior of the Boundary in 3D State-Based Peridynamics
2023 Scabbia, F.; Zaccariotto, M.; Galvanetto, U.
A novel and effective way to impose boundary conditions and to mitigate the surface effect in state-based Peridynamics
2021 Scabbia, F.; Zaccariotto, M.; Galvanetto, U.
A peridynamic model for oxidation and damage in zirconium carbide ceramics
2025 Scabbia, F.; Gasparrini, C.; Zaccariotto, M.; Galvanetto, U.; Bobaru, F.
Accurate computation of partial volumes in 3D peridynamics
2023 Scabbia, F; Zaccariotto, M; Galvanetto, U
Accurate numerical integration in 3D meshless peridynamic models
2023 Galvanetto, U.; Scabbia, F.; Zaccariotto, M.
An improved coupling of 3D state-based peridynamics with high-order 1D finite elements to reduce spurious effects at interfaces
2023 Scabbia, F; Enea, M
An improved peridynamic framework for the accurate solution of multi-physics problems
2024 Scabbia, Francesco
Moving interfaces in peridynamic diffusion models and the influence of discontinuous initial conditions: Numerical stability and convergence
2023 Scabbia, F.; Gasparrini, C.; Zaccariotto, M.; Galvanetto, U.; Larios, A.; Bobaru, F.
Peridynamic simulation of elastic wave propagation by applying the boundary conditions with the surface node method
2023 Scabbia, F.; Zaccariotto, M.; Galvanetto, U.; Bobaru, F.
Surface node method for the peridynamic simulation of elastodynamic problems with Neumann boundary conditions
2023 Scabbia, F.; Zaccariotto, M.; Galvanetto, U.