Gruppo AIMETA proponente

GIMC

Titolo

Novel Approaches in Computational Mechanics

Organizzatori

• Giovanni Garcea, Università degli Studi di Calabria, Questo indirizzo email è protetto dagli spambots. È necessario abilitare JavaScript per vederlo.
• Michele Marino, Università degli Studi di Roma Tor Vergata, Questo indirizzo email è protetto dagli spambots. È necessario abilitare JavaScript per vederlo.
• Francesco Marmo, Università degli Studi di Napoli Federico II, Questo indirizzo email è protetto dagli spambots. È necessario abilitare JavaScript per vederlo.

Descrizione

Computational Mechanics has become a central research area across many branches of engineering, including Civil, Mechanical, Aerospace, Naval, Environmental, and Biomedical Engineering. In recent years, an active and steadily growing research effort has been devoted to the development of innovative and highly efficient computational techniques, enabling the analysis of both classical and emerging mechanical problems with increased accuracy, robustness, and reliability.

Significant progress has been achieved in the formulation of advanced discretization methods, such as Isogeometric Analysis, Mimetic Finite Differences, Virtual Element Methods, extended Finite Element Methods (X-FEM), immersed methods, Smoothed Particle Hydrodynamics (SPH), particle-based approaches, and related techniques. In parallel, new numerical frameworks have been developed for the simulation of complex engineering phenomena, including phase-field modeling, fluid–structure interaction, and
multiphysics problems. Recent advances also concern numerical tools for structural optimization, computational design, and stochastic and uncertainty-aware simulations.

The Italian Group of Computational Mechanics (GIMC) organizes this minisymposium with the aim of providing a forum for discussing the advantages, limitations, emerging opportunities, and applications of state-of-the-art methods in Computational Mechanics. The minisymposium seeks to bring together researchers working on the conception, development, mathematical analysis, and validation of advanced numerical methods and modern computational techniques, as well as scholars engaged in innovative applications of more classical computational approaches.

Aree di interesse

• Mechanics of solids, fluids, and structures
• Advanced numerical methods for computational mechanics
• Formulations and algorithms for complex and multiphysics problems
• Structural optimization and computational design
• Innovative applications and validation of computational methods